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<date>12.07.2008</date><src-url>http://www.cultinfo.ru</src-url><id>id</id><version>1.0</version>  </document-info> </description><body><title><p>Большая Советская Энциклопедия (НЬ)</p></title>
<section id="page_082-873"><title><p>Ньево Ипполито</p></title> <p><strong>Нье'во</strong> (Nievo) Ипполито (30.11.1831, Падуя, — 4.3.1861), итальянский писатель. Изучал право в университете Падуи (1852—55). Участник <emphasis><a l:href="page_095-936">Революции 1848—49 в Италии</a></emphasis> и гарибальдийской борьбы 1859 (см. Дж. <emphasis><a l:href="page_008-576">Гарибальди</a></emphasis>). Перу Н. принадлежат: «Исследование народной и гражданской поэзии, особенно в Италии» (1854), романы «Ангел доброты» (1856) и «Граф-пастух» (1857), «Сельские новеллы» (публиковались в 50-х гг.), сборники стихов «Светляки» (1858) и «Любовь гарибальдийцев» (1860), две исторические трагедии «Спартак» и «Жители Кануи». В 1858 Н. закончил своё основное сочинение — роман «Исповедь итальянца» (опубликована 1867 под названием «Исповедь 80-летнего», в рус. пер. — «Исповедь старика», 1875, «Исповедь итальянца», т. 1—2, 1960), посвященный истории итальянского национально-освободительного движения. Несмотря на романтический колорит, это — одно из немногих реалистических произведений итальянской литературы эпохи Рисорджименто. Его отличают разнообразие человеческих характеров, глубина психологического анализа. Погиб при кораблекрушении близ Сицилии.</p>  <p>  <emphasis>Лит.:</emphasis> Полуяхтова И. К., История итальянской литературы XIX в. (Эпоха Рисорджименто), M., 1970, с. 141—42; Ulivi F., Il romanticismo di I. Nievo, Roma, 1947; Storia della letteratura italiana, v. 6, Mil.,[1968].</p> <p><emphasis>  Н. Г. Елина. </emphasis></p>  
</section>
<section id="page_082-874"><title><p>Ньевр</p></title> <p><strong>Ньевр</strong> (Ni&#233;vre), департамент в центральной части Франции, на правобережье среднего течения р. Луара. Площадь 6,9 тыс. <emphasis>км</emphasis><sup>2</sup>. Население 249 тыс. чел. (1973). Административный центр — г. Невер. Основа экономики — промышленность. Имеются металлургия, машиностроение, керамическая, пищевая, деревообрабатывающая отрасли. Лесозаготовки. Пастбищное животноводство. Бальнеологические курорты (Сент-Оноре-ле-Бен и др.). </p>  
</section>
<section id="page_082-875"><title><p>Ньенчен-Тангла</p></title> <p><strong>Нье'нчен-Та'нгла</strong>, горный хребет в Китае, восточная часть гор Гандисышань. Ограничивает с Ю. Тибетское нагорье. Разделяет бассейн pp. Цангпо (Брахмапутры) на Ю., Нагчу (Салуина) и озеро Намцо на С. Длина около 600 <emphasis>км</emphasis>. Сложен песчаниками, сланцами, известняками палеозоя и мезозоя, вулканическими породами мелового возраста и молодыми гранитами. Представляет собой почти непрерывную цепь снежных гор с относительно ровным гребнем. Высота до 7088 <emphasis>м</emphasis>, перевалы лежат выше 5000 <emphasis>м</emphasis>. Склоны скалисты, покрыты осыпями. В нижних частях южных склонов развиты высокогорные степи и полупустыни, на северных склонах преобладают ландшафты холодных пустынь. </p>  
</section>
<section id="page_082-876"><title><p>Ньёпор Эдуар</p></title> <p><strong>Ньёпо'р</strong> (Nieuport) Эдуар (неправильно — Ньюпор) (24.8.1875, Блида, Алжир, — 16.9.1911, Шарни, близ Вердена, Франция), французский лётчик и конструктор самолётов. В 1910 Н. первым в мире построил <emphasis><a l:href="page_077-887">моноплан</a></emphasis> с глубоким, полностью обтянутым полотном фюзеляжем, в котором лётчик был скрыт по шею. Это резко улучшило лётные качества самолёта: с двигателем мощностью 20,6 <emphasis>квт</emphasis>, или 28 <emphasis>л</emphasis>. <emphasis>с</emphasis>., и воздушным винтом (также сконструированными Н.) самолёт показал в 1911 рекордные скорость полёта (120 <emphasis>км/ч</emphasis>) и дальность (около 1000 <emphasis>км</emphasis>). В 1911 Н. со своим братом Шарлем основал фирму «Ньёпор», выпускавшую самолёты полуторапланной схемы, применявшиеся во Франции и в России в 1-ю мировую войну 1914—18 как основной тип самолётов-истребителей. На самолёте «Ньёпор-4» П. Н. <emphasis><a l:href="page_081-389">Нестеров</a></emphasis> впервые в мире выполнил «мёртвую петлю» (1913), а на самолёте «Ньёпор-21» К. К. Арцеулов — преднамеренный <emphasis><a l:href="page_124-642">штопор</a></emphasis> (1916). Самолёты «Ньёпор-10, -17, -21, -23» применялись в Гражданскую войну 1918—20, а до 1925 — как учебные.</p> <p><emphasis>  В. Б. Шавров. </emphasis></p>  
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<section id="page_082-878"><title><p>Ньепс Жозеф Нисефор</p></title> <p><strong>Ньепс</strong> (Niepce) Жозеф Нисефор (7.3. 1765, Шалон-сюр-Сон, — 3.7.1833, там же), французский изобретатель в области фотографии. В 1820-х гг. Н. впервые нашёл способ закрепления изображения, получаемого в <emphasis><a l:href="page_058-247">камере-обскуре</a></emphasis>, использовав для этого посеребрённую медную пластинку, покрытую слоем светочувствительного асфальтового лака. В 1829 заключил договор с Л. Ж. <emphasis><a l:href="page_018-255">Дагером</a></emphasis> о совместной работе по усовершенствованию изобретения (см. <emphasis><a l:href="page_018-259">Дагеротипия</a></emphasis>).</p>  <p>  <emphasis>Лит.:</emphasis> Раскин Н. М., Ж. Н. Ньепс, Л.-Ж.-М. Дагер, В.-Г.-Ф. Талбот, Л., 1967. </p>  
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<section id="page_082-879"><title><p>Ньерере Джулиус Камбарадже</p></title> <p><strong>Ньере'ре</strong> (Nyerere) Джулиус Камбарадже (р. 1922, с. Бутиама, провинция Мусома), политический и государственный деятель Объединённой Республики Танзании. Окончил католические миссионерские школы в гг. Мусома и Табора, в 1944 — Университетский колледж Макерере (Уганда), в 1952 — Эдинбургский университет (Великобритания). В 1953—54 президент Африканской ассоциации Танганьики. С июня 1954 президент партии Африканский национальный союз Танганьики (ТАНУ), созданной на базе Африканской ассоциации. В 1958 и 1960 избирался в Законодательный совет Танганьики, в 1960 главный министр, а затем премьер-министр, правительства внутреннего самоуправления. После провозглашения независимости Танганьики (9 декабря 1961) премьер-министр, (до января 1962). В 1962—64 президент Танганьики, с 1964 (после объединения Танганьики и Занзибара) президент Объединённой Республики Танзании. Н. — один из теоретиков «африканского социализма», автор ряда работ («Свобода и единство», 1967, «Свобода и социализм», 1968, «Социализм — рациональный выбор», 1973, и др.), а также прозаических и стихотворных произведений на языке суахили; перевёл на этот язык ряд произведений классиков мировой литературы. </p>  
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<section id="page_082-880"><title><p>Ньирагонго</p></title> <p><strong>Ньираго'нго</strong> (Nyiragongo), действующий вулкан в группе <emphasis><a l:href="page_005-286">Вирунга</a></emphasis> в Заире, к С. от озера Киву. Высота 3470 <emphasis>м</emphasis>. Н. — стратовулкан, имеющий форму правильного усечённого конуса с колодцеобразным кратером диаметром около 1 <emphasis>км</emphasis>, на дне которого находится огненно-жидкое лавовое озеро. На северных и южных склонах имеются два боковых более древних кратера. С 1927 вулкан проявляет почти непрерывную, хотя и неравномерную активность, ограниченную пределами главного кратера. </p>  
</section>
<section id="page_082-881"><title><p>Ньиредьхаза</p></title> <p><strong>Ньи'редьхаза</strong> (Ny&#237;regyh&#225;za), город на С.-В. Венгрии, административный центр медье Сабольч-Сатмар. 70,6 тыс. жителей (1970). Важный ж.-д. узел. Пищевая (крупный овощеконсервный завод, производство растительного масла, мельницы и др.), табачная, резиновая промышленность. </p>  
</section>
<section id="page_082-882"><title><p>Ньиршег</p></title> <p><strong>Ньи'ршег</strong> (Ny&#237;rs&#233;g), низменность на С.-В. Венгрии, часть Среднедунайской равнины. Высота 100—183 <emphasis>м</emphasis>. Сложена с поверхности лёссами и песками. Почвы — деградированные чернозёмы. Большая часть Н. распахана (возделывание пшеницы, кукурузы, сахарной свёклы, винограда, табака). </p>  
</section>
<section id="page_082-883"><title><p>Нью...</p></title> <p><strong>Нью</strong>... (англ. new — новый), часть составных названий в странах английского языка, означающая «новый», «ново...» (например, Нью-Йорк). </p>  
</section>
<section id="page_082-884"><title><p>«Нью массес»</p></title> <p><strong>«Нью ма'ссес»</strong> («New masses»), американский литературный и общественно-политический журнал (1926—47); см. <emphasis><a l:href="page_075-201">«Мейнстрим»</a></emphasis>.</p>  
</section>
<section id="page_082-885"><title><p>«Нью эйдж»</p></title> <p><strong>«Нью эйдж»</strong> («New age» — «Новая эпоха»), индийский еженедельник, ЦО Коммунистической партии Индии (КПИ). Основан в 1953. Издаётся на английском языке в Дели.</p>  <p>  <emphasis>Лит.:</emphasis> Круглов Е. В., Коммунистическая печать Индии, М., 1966. </p>  
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<section id="page_082-886"><title><p>Нью-Альмаден</p></title> <p><strong>Нью-Альмаде'н</strong> (New Almad&#233;n), горнопромышленный пункт в США, в штате Калифорния, к Ю.-В. от г. Сан-Хосе. Крупное месторождение ртути; вместе с др. месторождениями ртути штата даёт около 70% её добычи в США. </p>  
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<section id="page_082-887"><title><p>Нью-Амстердам</p></title> <p><strong>Нью-Амстерда'м</strong> (New Amsterdam), город в Гайане. 23 тыс. жителей (1970). Порт в устье р. Бербис. Ж. д. соединён со столицей — г. Джорджтаун. Торговый центр с.-х. района (сахарный тростник, рис, плодоводство, животноводство). Вывоз с.-х. продукции. Основан в 1740. </p>  
</section>
<section id="page_082-890"><title><p>Ньюарк (город в США, шт. Нью-Джерси)</p></title> <p><strong>Нью'арк</strong> (Newark), город на С. США, в штате Нью-Джерси. Входит в городскую агломерацию Нью-Йорка. 382 тыс. жителей, с пригородами 1,9 млн. (1970). Порт при впадении р. Пассейик в бухту Ньюарк. Транспортный узел на западных подходах к Нью-Йорку. Крупный торгово-финансовый и промышленный центр. В обрабатывающей промышленности 250 тыс. занятых (в т. ч. более 80 тыс. в самом Ньюарке). Ведущие отрасли: электротехническая, радиоэлектронная, химическая, пищевая, полиграфическая промышленность. Развита лёгкая промышленность, в том числе меховая. Основан в 1666. </p>  
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<section id="page_082-891"><title><p>Ньюарк (город в США, шт. Огайо)</p></title> <p><strong>Нью'арк</strong> (Newark), город на С. США, в штате Огайо, на р. Ликинг. 42 тыс. жителей (1970). Ж.-д. узел. Обработка чёрных и цветных металлов, производство стекла. Машино-строительная, химическая, резиновая промышленность. Близ Н. — добыча нефти и каменного угля. </p>  
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<section id="page_082-892"><title><p>Нью-Бедфорд</p></title> <p><strong>Нью-Бе'дфорд</strong> (New Bedford), город на С.-В. США, в штате Массачусетс. 102 тыс. жителей (1970), с пригородами 153 тыс. Порт на Атлантическом побережье (залив Баззардс). В промышленности 26 тыс. занятых (1970). Текстильная, швейная, химическая промышленность, обработка чёрных и цветных металлов. База рыболовного флота (в 19 в. — главный центр китобойного промысла США). Основан в 1760. </p>  
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<section id="page_082-894"><title><p>Нью-Брансуик (город в США)</p></title> <p><strong>Нью-Бра'нсуик</strong> (New Brunswick), город на С.-В. США, в штате Нью-Джерси, на р. Раритан; фактически юго-западный пригород Нью-Йорка. 42 тыс. жителя (1970). Химическая, машино-строительная, (в т. ч. автосборка), швейная, пищевая промышленность; производство медицинских инструментов, струн. Университет. </p>  
</section>
<section id="page_082-893"><title><p>Нью-Брансуик (провинция в Канаде)</p></title> <p><strong>Нью-Бра'нсуик</strong> (New Brunswick), провинция на В. Канады, на Атлантическом побережье. Площадь 72,5 тыс. <emphasis>км</emphasis><sup>2</sup>. Население 635 тыс. чел. (1971), около <sup>2</sup>/<sub>5</sub> <emphasis>— </emphasis>франко-канадцы. Административный центр — г. Фредериктон. 57% населения живёт в городах, 39% — в промышленных и рыболовецких посёлках. На базе местных руд (медь, никель, свинец, цинк, серебро) в Батерсте — крупный комплекс горнорудных, металлургических и химических предприятий. Развито целлюлозно-бумажное производство (Сент-Джон и др.). Нефтехимическая, пищевая, машино-строительная, в том числе судостроительная, деревообрабатывающая промышленность. производство обуви и стройматериалов. Рыболовство. сельское хозяйство в основном местного значения.</p> <p>  Первое французское поселение появилось на территории Н.-Б. в 1604, английское — в 1762. В 1784 стал отдельной провинцией (колонией) Великобритании. В 1867 вошёл в состав доминиона Канада. Конкуренция центральных областей Канады обусловила относительно медленное развитие Н.-Б. </p>  
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<section id="page_082-895"><title><p>Нью-Бритен</p></title> <p><strong>Нью-Бри'тен</strong> (New Britain), город на С.-В. США, в штате Коннектикут. 83 тыс. жителей, с пригородами 145 тыс. (1970). В промышленности занято 25 тыс. чел. Производство подшипников, станков и инструмента, изделий из цветных металлов. </p>  
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<section id="page_082-896"><title><p>Ньювенгейс Фердинанд Домела</p></title> <p><strong>Нью'венгейс</strong>, Ньивенхёйс (Nieuwenhuis) Фердинанд Домела (1846, Амстердам, — 1919, Гаага), деятель голландского рабочего движения. Был лютеранский пастором, но в начале 70-х гг. порвал с церковью, приступив к изучению социальных вопросов. В 1878 основал в Амстердаме Социал-демократическое объединение, положившее начало организованному социалистическому движению в Нидерландах, начал выпускать 1-й печатный орган социалистов — газета «Рехт вор аллен» («Recht voor Allen»). Переписывался с К. Марксом и Ф. Энгельсом. В 1882 опубликовал книгу «Карл Маркс. Капитал и труд», представляющую собой краткое популярное изложение на голландской языке 1-го тома «Капитала» Маркса. В 1888—91 депутат парламента. С 1889 до 1896 возглавлял голландскую делегацию на конгрессах 2-го Интернационала. В 90-х гг. переходит на позиции анархизма: на конгрессах 2-го Интернационала в 1891 и 1893 предлагал вместо повседневной борьбы против милитаризма ответить на объявление войны буржуазным правительствами всеобщей стачкой; выступал против использования пролетариатом парламентской трибуны, против партийной дисциплины и др. В 1896 Лондонский конгресс исключил Н. из 2-го Интернационала. Во время 1-й мировой войны 1914—18 Н. стоял на пацифистских позициях. Приветствовал Великую Октябрьскую социалистическую революцию в России. </p>  
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<section id="page_082-897"><title><p>Нью-Гемпшир</p></title> <p><strong>Нью-Ге'мпшир</strong>, порода кур мясо-яичного направления. Выведена в начале 20 в. в США (штат Нью-Хэмпшир) отбором кур род-айланд по скороспелости, яйценоскости, выводимости. Оперение светло-красное, на шее жёлтые перья. Петухи весят 3,5—3,6 <emphasis>кг</emphasis>, куры — 2,7—2,8 <emphasis>кг</emphasis>. Яйценоскость 180—200 яиц в год. Яйца весят 58—59 <emphasis>г</emphasis>. В середине 20 в. порода завезена в Нидерланды, Францию, Швецию, Норвегию, СССР. В породе создаются специализированные линии, преимущественно яичного направления. </p>  
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<section id="page_082-898"><title><p>Нью-Дели</p></title> <p><strong>Нью-Де'ли</strong>, Новый Дели, южная, административная часть Дели, столицы Индии. На территории Н.-Д. размещаются основные правительственные учреждения страны, в связи с чем название Н.-Д. иногда неправильно употребляют для обозначения <emphasis><a l:href="page_022-395">Дели</a></emphasis>. </p>  
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<section id="page_082-899"><title><p>Нью-Джерси</p></title> <p><strong>Нью-Дже'рси</strong> (New Jersey), штат на В. США, б. ч. на заболоченной Приатлантической низменности; северная часть — в предгорьях Аппалачей. Площадь 20,3 тыс. <emphasis>км</emphasis><sup>2</sup>. Население 7,2 млн. чел. (1971), в том числе 88,9% городского. Административный центр — г.Трентон. Н.-Д. — один из наиболее урбанизированных, густонаселённых (плотность свыше 350 чел. на 1 <emphasis>км</emphasis><sup>2</sup>, 1-е место в США) и экономически развитых штатов. В обрабатывающей промышленности (1970) 860 тыс. занятых (свыше <sup>1</sup>/<sub>3</sub> экономически активного населения Н.-Д.). Промышленные предприятия, главным образом в пригородах Нью-Йорка и Филадельфии, работают на привозном сырье. Ведущие отрасли: машино-строительная (электротехническая, радиоэлектронная, судостроительная, авиационная, главным образом производство двигателей, автосборочная) и химическая (нефтеперерабатывающая, резиновая) промышленность. Швейная, трикотажная, текстильная (переработка химических волокон) промышленность, цветная металлургия, силикатно-керамическое производство. Добыча цинка (27 тыс. <emphasis>т</emphasis> в 1970). Мощность электростанций 10 <emphasis>Гвт</emphasis> (1972). В сельском хозяйстве занят 1% экономически активного населения. Преобладает пригородное хозяйство — огородничество, садоводство, производство цельномолочных продуктов, яиц. </p>  <image l:href="#i010-001-251965633.jpg"/><p>Нью-Джерси.</p>
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<section id="page_082-901"><title><p>Нью-Джорджия</p></title> <p><strong>Нью-Джо'рджия</strong>, Новая Георгия (New Georgia), вулканический остров в западной части Тихого океана, в Меланезии, в группе <emphasis><a l:href="page_104-378">Соломоновых островов</a></emphasis>. Владение Великобритании. Площадь 1,8 тыс. <emphasis>км</emphasis><sup>2</sup>. Вместе с прилегающими островами образует островную группу Н.-Д. площадью 3,4 тыс. <emphasis>км</emphasis><sup>2</sup>. Население около 15 тыс. чел. (1966). Высота до 813 <emphasis>м</emphasis>. Климат жаркий, влажный. Вечнозелёные леса. Выращивание кокосовых пальм, какао, бананов. Главный город — Ровиана. </p>  
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<section id="page_082-903"><title><p>Нью-Йорк (город в США)</p></title> <p><strong>Нью-Йо'рк</strong> (New York), один из крупнейших по численности населения городов мира. Важнейший хозяйственный, финансовый, транспортный, политический и культурный центр США. Расположен на севере Атлантического побережья США, в устье р. Гудзон. Климат умеренный, влажный. Средняя температура января —1 °С, средняя температура июля + 23 °С. Осадков 1000 <emphasis>мм</emphasis> в год. Территория (в пределах муниципальных границ Н.-Й.) 816 <emphasis>км</emphasis><sup>2</sup> (без водных массивов 768 <emphasis>км</emphasis><sup>2</sup>), население 7,9 млн. чел. (в т. ч. 21% негров; 1970), в пределах стандартной метрополитенской статистической территории 11,6 млн. чел. (1970).</p> <p>  Н.-Й. делится на 5 районов (в скобках население в 1970, в тыс.): <emphasis><a l:href="page_073-539">Манхаттан</a></emphasis> (1539), <emphasis><a l:href="page_001-529">Бруклин</a></emphasis> (2602), Куинс (1986), <emphasis><a l:href="page_001-476">Бронкс</a></emphasis> (1472) и Ричмонд (295). Центральная часть города находится на о. Манхаттан. Др. районы и пригороды — на материке по обоим берегам р. Гудзон, на островах дельты р. Гудзон и на о. Лонг-Айленд. Вместе со сросшимися с Н.-Й. формально самостоятельными городами и общей пригородной зоной в штатах Нью-Йорк и Нью-Джерси Н.-Й. образует городскую агломерацию с площадью около 10 тыс. <emphasis>км</emphasis><sup>2</sup> и населением свыше 16 млн. чел. (в т. ч. 15% негров; 1970). Городская агломерация Нью-Йорка (1970) включает стандартные метрополитенские статистические территории: Нью-Йорк (в состав этой территории входят г.Нью-Йорк в муниципальных границах, графства Рокленд, Уэстчестер, Нассо, Саффолк в штате Нью-Йорк), Джерси-Сити, Ньюарк, Патерсон — Клифтон — Пассейик и графства Мидлсекс и Сомерсет в шт. Нью-Джерси.</p> <p>  В муниципальных границах экономически активного населения 3,8 млн., в том числе (в %) в промышленности 21, в финансах 13, в торговле 20, на транспорте 9, на государственной службе 14, в сфере обслуживания 21. В городской агломерации экономически активного населения 6,7 млн. (1969), в т. ч. (в %) занятых в промышленности 26, в финансовых и страховых учреждениях 9, в оптовой и розничной торговле 20, в сфере обслуживания 18, на транспорте и в коммунальном хозяйстве 8, в строительстве 4, на государственной службе 15. Для Н.-Й., как и для др. крупных городов США, характерна постоянная безработица; в 1971 число полностью безработных на стандартной метрополитенской территории Н.-Й. превышало 5% от числа работающих.</p> <p>  <strong>Городское управление</strong> Н.-Й. осуществляют мэр, муниципальный совет и управление расчётов (board of estimate). Мэр, избираемый населением на 4 года, играет ведущую роль в городском управлении: он назначает и смещает руководителей департаментов и др. городских служб, ведает подготовкой бюджета, осуществляет представительные. функции, как правило, является лидером своей политической партии в масштабах города, имеет право вето в отношении решений муниципального совета. Мэр назначает 2 заместителей (один из них — городской администратор).</p> <p>  Муниципальный совет состоит из президента и 43 советников, избираемых населением на 4 года. Президент избирается от города в целом, по 2 советника избираются от каждого из 5 районов города, 33 — по избирательным округам. Совет издаёт нормативные акты по вопросам местного управления, утверждает годовые бюджеты текущих и капитальных расходов, вводит (с согласия властей штата) местные налоги и др. Функции совета Н.-Й. существенно ограничены законодательством штата Н.-Й. Так, законодательное собрание штата определяет объём прав совета, которые закреплены в Хартии городского самоуправления Н.-Й. (вступила в силу в 1963); губернатор штата может сместить мэра и президента совета, ряд городских органов подчинён непосредственно администрации штата.</p> <p>  Управление расчётов — своеобразная вторая палата муниципалитета, оно возглавляется мэром; членами управления являются президент совета, президенты городских районов, избираемые от этих районов, контролёр (избираемый от города в целом), высшее должностное лицо финансовой<strong> </strong>администрации Н.-Й.</p> <p><emphasis>  Г. В. Барабашев.</emphasis></p> <p><emphasis>  </emphasis><strong>Историческая справка</strong>. В 1614 на о. Манхаттан возникли первые укрепления голландских колонистов. В 1626 здесь было основано поселение Новый Амстердам, ставшее центром голландских колоний в Северной Америке. В 1664 Новый Амстердам был захвачен англичанами и переименован в Н.-Й. К этому времени его население не превышало 1 тыс. чел. Во время англо-голландской войны 1672—74 Н.-Й. вновь был занят голландцами (1673). В 1674 вместе с др. голландскими владениями в Северной Америке отошёл к Великобритании. Вплоть до 18 в. Н.-Й. — поселение торговцев пушниной и охотников. Во время Войны за независимость в Северной Америке 1775—83 был оккупирован английскими войсками (1776—83). В 1785—90 Н.-Й. — временная столица США. В 1790 население города превысило 33 тыс. чел. К концу 18 в. Н.-Й. стал одним из важнейших портов США. Росту экономического значения Н.-Й. способствовало сооружение в 1817—25 Эри-канала, ставшего одной из главных транспортных артерий страны. В течение 19 в. значительно расширилась территория города, быстрыми темпами увеличивалось его население (в основном за счёт притока иммигрантов из Европы). В 1850 число жителей составило 515 тыс., в 1870—942 тыс., в 1890—1441 тыс., в 1900—3473 тыс. В период Гражданской войны в США 1861—65 св. 100 тыс. жителей Н.-Й. сражалось в армии Севера против рабовладельцев южных штатов. С 60—70-х гг. 19 в. Н.-Й. — главный финансовый центр страны, средоточие ведущих банковских и финансовых учреждений, а также один из наиболее значительных центров промышленности, науки, культуры. Нью-Йоркская фондовая биржа уже с 30-х гг. 19 в. служила своеобразным барометром экономического положения США. В 1870 Н.-Й. контролировал 70% всего импорта и 50% экспорта США. В начале 20 в. Н.-Й., обогнав Лондон, превращается в крупнейший порт мира.</p> <p>  Н.-Й. — один из главных центров рабочего движения США. Первые рабочие организации были созданы здесь в конце 18 в. В 1857 был создан Коммунистический клуб, ставший в 1867 секцией 1-го Интернационала. В 1872 в Н.-Й. было перенесено местопребывание Генерального совета 1-го Интернационала. В 1918—20 в Н.-Й. происходили митинги и демонстрации в защиту Советской России от иностранной интервенции. В годы мирового экономического кризиса1929 — 33 уилилось стачечное движение и движение безработных. В 1950—60-х гг. происходили многочисленные стачки (докеров, типографских рабочих и др.). Н.-Й. — один из центров негритянского движения против расовой дискриминации, студенческого движения, а также Движения сторонников мира. В Н.-Й. размещены штаб-квартиры ООН и ряда других международных организаций.</p> <p>  <strong>Экономика</strong>. Н.-Й. — главный морской порт США, один из крупнейших морских портов мира. Грузооборот свыше 100 млн. <emphasis>т</emphasis> (1970). Прибытие грузов (нефть, тропические продукты, сырьё и промышленные изделия) в 3 раза превышает отправку (промышленные изделия, продовольствие). Через Н.-Й. проходит и большинство трансатлантических авиалиний. 3 аэропорта; важнейший из них — Дж. Кеннеди (Айдлуайлд; международного значения). Н.-Й. — самый крупный в капиталистическом мире рынок зерновых, сахара, кофе, каучука, чёрных и цветных металлов и многих др. товаров. Через него проходит свыше <sup>1</sup>/<sub>4</sub> внешнеторгового оборота США. Н.-Й. — центр сделок и расчётных операций. Здесь находятся фондовая биржа, правления большинства банков, страховых обществ, промышленных и др. корпораций и т.п. Н.-Й. — крупнейший промышленный центр США. На городскую агломерацию Н.-Й. приходится 8,5% занятых в обрабатывающей промышленности страны, 17% — в финансовых учреждениях и 12% — на транспорте. В связи с более быстрым развитием др. экономических центров США доля Н.-Й. в промышленности страны падает. Важную роль играют швейная (свыше 20% занятых) и полиграфическая (около 10%) отрасли промышленности, на которые приходится свыше <sup>1</sup>/<sub>2</sub> занятых в промышленности собственно Н.-Й. (особенно на о. Манхаттан). Развиты машиностроение и металлообработка (в т. ч. электротехническая и радиоэлектронная, судостроительная, автосборочная, авиаракетная, оптико-механическая промышленность), химическая промышленность, производство галантереи, ювелирных изделий, обработка мехов и т.д. Нефтепереработка, цветная металлургия, пищевая промышленность. Для Н.-Й. (в особенности для его центральной части) характерна высокая доля средних и мелких предприятий. Тяжёлая промышленность — преимущественно в пригородах на территории штата Нью-Джерси.</p> <p>  Связь между отдельными частями города, разделёнными реками, помимо 60 мостов, поддерживается 4 автомобильными туннелями и 24 пассажирскими паромами. Большую роль играет метро; общая протяжённость всех линий метро составляет 385 <emphasis>км</emphasis>, число станций 477.</p> <p>  Н.-Й. — город резких социальных контрастов. Наряду с частями города, где расположены комфортабельные дома, существуют неблагоустроенные кварталы с большой скученностью населения [например, негритянский Гарлем (Харлем)]. Острый характер носит проблема водоснабжения. Скопление в Н.-Й. огромного количества автомашин, наличие большого числа предприятий, выбрасывающих в воздух ядовитые газы и прочие вредные вещества, неразрешённость проблемы уничтожения отбросов — всё это приводит к сильному загрязнению атмосферы.</p> <p><emphasis>  В. М. Гохман.</emphasis></p> <p><strong>  Архитектура</strong>. Н.-Й. с начала 19 в. имеет в основе прямоугольную планировку. Центр образовался на Ю. Манхаттана, в районе улицы Уолл-стрит, где селились ремесленники. С середины 19 в. Н.-Й. превращается в огромный капиталистический город. Обширные территории Ю.-В. (Лоуэр-Ист-сайд, в том числе район улицы Бауэри) и С.-В. (Гарлем) Манхаттана, западная часть о. Лонг-Айленд (Куинс, Бруклин), часть о. Статен (Ричмонд) заняли портовые, промышленные, рабочие кварталы, густозаселённые районы трущоб. На Манхаттане — сплошная сеть продольных (авеню) и поперечных (стрит) улиц, образующих мелкие (около 180 <emphasis>м</emphasis> х 200 <emphasis>м</emphasis>) кварталы; Бродвей, единственная диагональная улица, соединил Уолл-стрит с выросшим к концу века новым деловым центром. На рубеже 19—20 вв. началось усиленное строительство небоскрёбов; на Манхаттане возникло беспримерное скопление всё более высоких башенных объёмов, образующих своеобразный «сверхурбанистический» силуэт города. К середине 20 в. Н.-Й. превратился в гигантскую (протяжённостью до 200 <emphasis>км</emphasis>) агломерацию городов и пригородов, жилых, промышленных и транспортных участков. Был предпринят ряд попыток реконструкции районов города: созданы отдельные благоустроенные кварталы жилых домов (Стивесент-Таун, 1945—49; Вашингтон-сквер Виллидж, 1960; Поло Граундс, 1964—67); культурные учреждения и богатые жилые кварталы располагаются вокруг Центрального парка; по набережным Манхаттана и др. проложены современные транспортные магистрали с эстакадами-развязками. Однако крупные градостроительные проблемы (организация городского движения, ликвидация трущоб, борьба с шумом и загрязнением воздуха и др.) далеки от разрешения. В Н.-Й. сохранились дома 17—18 вв., образцы классицистического «федерального стиля» (ратуша, 1803—12, архитектор Дж. Мангин, Дж. Мак-Комб), неоклассики (Федерал-холл, 1833—42, архитектор У. Росс и др.), неоготики (церковь Тринити-чёрч, 1839—1846, архитектор P. Апджон). Многочисленны эклектические здания (Библитека Моргана, 1902—1905, архитектор Ч. Ф. Мак-Ким, У. Мид, С. Уайт), крупные инженерные сооружения (Бруклинский мост, 1869—83, инженер Дж. и У. Рёблинги). Известные небоскрёбы: Трибюн-билдинг (1874, арх. Р. М. Хант), Вулворт-билдинг (1911—13, архитектор К. Гилберт), Мак-Гроу-Хилл-билдинг (1928—31, архитектор Р. Худ, Ф. Годли, Ж. А. Фуйю), Эмпайр стейт билдинг (102 этажа; 1930—31, архитектурная фирма «Шрив, Лэмб и Хармон»), Рокфеллеровский центр (группа зданий, 1931—40, архитектор Б. У. Моррис и др.), здания штаб-квартиры ООН (1947—52, архитектор У. К. Харрисон, М. Абрамовиц и др.), Ливер-хаус (1950—52, архитектор Л. Скидмор, Н. А. Оуингс, Дж. О. Мерилл, Г. Баншафт), Сигрем-билдинг (1956—58, архитектор Л. Мис ван дер Роэ, Ф. Джонсон, «Чейз Манхаттан банк» (1961, архитектор Скидмор, Оуингс, Мерилл), две высочайшие в городе 110-этажные башни Центра международной торговли (высота 412 <emphasis>м</emphasis>, 1971—73, архитектор М. Ямасаки, Э. Рот и др.). Важные произведения современной архитектуры: Музей Соломона Р. Гуггенхейма (1956—59, архитектор Ф. Л. Райт, аэровокзал компании TWA в аэропорту Дж. Кеннеди (1962, архитектор Э. Сааринен, Музей американского искусства Уитни (1966, архитектор М. Л. Брёйер); Линкольновский центр исполнительских искусств — Филармонический зал (1962, архитектор М. Абрамовиц), Театр штата Нью-Йорк (1964, архитектор Ф. Джонсон), театр «Вивиан Бомонт» (1965, архитектор Э. Сааринен), «Метрополитен-опера» (1966, архитектор У. К. Харрисон). Крупнейшие мосты — Дж. Вашингтона через р. Гудзон (1931, инженер О. Амман, архитектор К. Гилберт; 2-й ярус — 1961) и Веррацано-Нарроус (длина 4820 <emphasis>м</emphasis>, длина центрального пролёта 1298 <emphasis>м</emphasis>; 1964, инженер О. Амман), соединяющий Бруклин с Ричмондом. Памятники: статуя Свободы (1886, скульптор Ф. Бартольди, архитектор Р. М. Хант), арка Вашингтона (1895, архитектор Ч. Ф. Мак-Ким, У. Мид, С. Уайт).</p> <p><strong>  Учебные заведения, научные и культурные учреждения</strong>. В Н.-Й. находятся 6 университетов (Колумбийский, Нью-Йоркский, Нью-Йоркский городской, Рокфеллеровский, Фордемский университеты, университет Ешива), свыше 40 колледжей (Бруклинский, Нью-Йоркский городской, Манхаттанский, Ричмондский и др.). В числе крупнейших научных учреждений — Нью-Йоркская АН, Американская академия искусств и литературы, Академия политических наук, Нью-Йоркская медицинская академия, Математический институт им. Куранта, Бруклинский политехнический институт, институт физики, Американский институт химии, Американский институт аэронавтики и астронавтики, Американский институт инженеров-химиков, Американский институт инженеров-электриков и электроников и др., большинство научных обществ и ассоциаций США по общественным и гуманитарным наукам объединяет Американский совет познавательных обществ.</p> <p>  Крупнейшие библиотеки — Нью-Йоркская публичная библиотека, библиотека Колумбийского университета. Коммерческая библиотека, Бруклинская публичная библиотека и Публичная библиотека в Куинсе, специальные библиотеки, в том числе библиотека Американского музея естественной истории, библиотека Нью-Йоркской медицинской академии, библиотека Нью-Йоркского исторического общества, библиотека ООН им. Д. Хаммаршельда и др. Музеи — <emphasis><a l:href="page_076-079">Метрополитен-музей</a></emphasis>, Музей американского искусства Уитни, Музей современного искусства (см. <emphasis><a l:href="page_082-907">Нью-Йоркский музей современного искусства</a></emphasis>), Музей Соломона Р. Гуггенхейма, Американский музей естественой истории, Музей декоративного искусства Купера — Хьюитта, Музей примитивного искусства, Музей американских индейцев, Галерея современного искусства Хантингтона — Хартфорда, Музей города Н.-Й. и др.</p> <p>  В Н.-Й. около 40 т. н. бродвейских и около 30 т. н. внебродвейских театральных зданий, которые арендуются продюсерами для каждой очередной премьеры, в том числе «Элвин-тиэтр», «Бродвей-тиэтр» и «Провинстаун плейхаус». В начале 1960-х гг. создан Линкольновский центр исполнительских искусств, в составе которого «Метрополитен-опера», репертуарный драматический театр «Вивиан Бомонт», Филармонический зал, «Нью-Йорк сити балле», Джульярдская школа (консерватория), театральная библиотека и музей. В Н.-Й. имеются также концертные залы «Карнеги-холл», «Радио сити мюзик-холл» и др.; Бруклинская академия музыки.</p>  <p>  <emphasis>Лит.:</emphasis> Wilson J. G., The memorial history of the city of New York. v. 1—4, N. Y., 1892—93; Brown H. C., The story of old New York, N. Y., [1934]; Chanin A. L., Art guide to New York, N. Y., 1965.</p> <image l:href="#i008-pictures-001-293765954.jpg"/><p>Манхаттан, Ливер-хаус (1950—52, архитекторы Г. Баншафт, Л. Скидмор, Н. А. Оуингс, Дж. О. Мерилл).</p><image l:href="#i009-001-206032949.jpg"/><p>Манхаттан, Музей Соломона Р. Гуггенхейма (1956—59, архитектор Ф. Л. Райт).</p><image l:href="#i009-001-221432151.jpg"/><p>Манхаттан. Бродвей.</p><image l:href="#i009-001-228858090.jpg"/><p>Манхаттан, капелла Сент-Пол (1764—94, архитектор Т. Мак-Бин).</p><image l:href="#i009-001-229924452.jpg"/><p>Манхаттан. Пятая авеню.</p><image l:href="#i009-001-231503446.jpg"/><p>Манхаттан, застройка 1940-х гг. в Гарлеме.</p><image l:href="#i009-001-236859430.jpg"/><p>Агломерация Нью-Йорка.</p><image l:href="#i009-001-243249599.jpg"/><p>Нью-Йорк. План города.</p><image l:href="#i010-001-254914615.jpg"/><p>Манхаттан, южная часть острова. Слева — здания Центра международной торговли (1971—73, архитекторы М. Ямасаки, Э. Рот и др.).</p><image l:href="#i010-001-255753927.jpg"/><p>Куинс.</p><image l:href="#i010-001-260990659.jpg"/><p>Манхаттан, штаб-квартира ООН (1947—52, архитекторы У. К. Харрисон, М. Абрамовиц и др.).</p><image l:href="#i010-001-265712169.jpg"/><p>Манхаттан, район Мидтаун. На переднем плане — Эмпайр стейт билдинг (1930—31, архитектурная фирма «Шрив, Лэмб и Хармон»).</p><image l:href="#i010-001-273669174.jpg"/><p>Бруклин.</p><image l:href="#i010-001-276079105.jpg"/><p>Многоквартирный дом. 1961. Архитекторы А. Майер, Дж. Х. Уитлси, М. Глэсс.</p><image l:href="#i010-001-282139656.jpg"/><p>Нью-Йорк. Вид части города. На переднем плане Манхаттан.</p><image l:href="#i010-001-282492437.jpg"/><p>Манхаттан. Вид из Центрального парка (1856, планировщики Ф. Л. Олмстед, К. Во) на здания Пятой авеню.</p><image l:href="#i010-001-285276488.jpg"/><p>Манхаттан, Линкольновский центр исполнительских искусств. Театр штата Нью-Йорк (1964, архитектор Ф. Джонсон).</p>
</section>
<section id="page_082-904"><title><p>«Нью-Йорк дейли ньюс»</p></title> <p><strong>«Нью-Йорк де'йли ньюс»</strong> («The New York daily News» — «Нью-Йоркские ежедневные новости»), ежедневная газета в США. Основана в 1919. Издаётся в Нью-Йорке. Известна публикациями реакционного характера. Тираж (1974) 2,1 млн. экземпляров, воскресного выпуска — 3,1 млн. экземпляров. </p>  
</section>
<section id="page_082-905"><title><p>«Нью-Йорк пост»</p></title> <p><strong>«Нью-Йорк пост»</strong> («The New York Post» — «Нью-Йоркская почта»), ежедневная вечерняя газета в США. Основана в 1801. Издаётся в Нью-Йорке. Отражает интересы влиятельных монополистических кругов США. Тираж (1974) свыше 708 тыс. экземпляров. </p>  
</section>
<section id="page_082-906"><title><p>«Нью-Йорк таймс»</p></title> <p><strong>«Нью-Йорк таймс»</strong> («New York Times» — «Нью-Йоркское время»), ежедневная газета в США. Основана в 1851. Издаётся в Нью-Йорке компанией «Нью-Йорк таймс компани», формально считается независимой. Отражает точку зрения довольно влиятельных в стране либерально настроенных кругов северо-восточных штатов. Тираж (1974) свыше 895 тыс. экземпляров, воскресного выпуска («Нью-Йорк таймс мэгэзин») — около 1,5 млн. экземпляров. Латиноамереканские и европейские издания выходят соответственно в Лиме (Перу) и Париже (Франция). </p>  
</section>
<section id="page_082-902"><title><p>Нью-Йорк (штат в США)</p></title> <p><strong>Нью-Йо'рк</strong> (New York), штат в США, на Атлантическом побережье, у границы с Канадой. В состав территории входит о. Лонг-Айленд. Площадь 128,4 тыс. <emphasis>км</emphasis><sup>2</sup>. Население 18,2 млн. чел. (1970), в т.ч. городского 85,6%. Административный центр — г. Олбани. Крупнейшие города и основные промышленные центры: Нью-Йорк, Буффало, Рочестер, Сиракьюс.</p> <p>  Большая часть территории штата занята отрогами Аппалачей, достигающими на С.-В., в горах Адирондак, высоты 1628 <emphasis>м</emphasis>. На Ю.-З. — край Аппалачского плато высотой до 656 <emphasis>м</emphasis>. Климат умеренный, влажный. Средне-месячные температуры от 0—8 °С до 23 °С. Осадков 800—1000 <emphasis>мм</emphasis> в год. Главные реки — Гудзон (связана с системой Великих озёр), Мохок, Св. Лаврентия. Хвойные и смешанные леса.</p> <p>  Н.-Й. — один из наиболее населённых и экономически развитых штатов США. Уступив после 1960 Калифорнии 1-е место по числу жителей, Н.-Й. по промышленному производству, финансовым сделкам, банковским вкладам, торговому обороту занимает 1-е место в стране. Из более 7 млн. экономического активного населения на промышленность приходится около 25%, на сельское хозяйство 2%, на торговлю и финансы почти 30%. Занятых в горнодобывающей промышленности (1970) 8 тыс., в обрабатывающей — 1,8 млн. чел. Добыча цинка (55 тыс. <emphasis>т</emphasis>), поваренной соли (около 5 млн. <emphasis>т</emphasis>), стройматериалов, абразивов, производство титановых концентратов. Важные отрасли обрабатывающей промышленности: швейная и полиграфическая (главным образом в Нью-Йорке), электротехническая и радиоэлектронная, оптико-механическая, судостроительная, авиаракетная промышленность, производство промышленного оборудования. Развиты также чёрная (главным образом в Буффало) и цветная металлургия, химическая, нефтеперерабатывающая, пищевая, кожно-обувная промышленность, выплавка алюминия. Крупные ГЭС — на Ниагаре и р. Св. Лаврентия. Установленная мощность электростанций (1972) 24 <emphasis>Гвт</emphasis>. сельское хозяйство пригородного типа (молочное животноводство, овощи, ягоды, фрукты). Животноводство даёт свыше 75% товарной продукции сельского хозяйства; крупного рогатого скота (1971) 1,8 млн. голов, в том числе свыше 1 млн. дойных коров и тёлок. В посевах преобладают кормовые. На Лонг-Айленде выращивают главным образом картофель и овощи, а на побережье озёр Эри и Онтарио — виноград и плодовые (2-е место по сбору в США). Туризм.</p> <p><emphasis>  В. М. Гохман.</emphasis></p> <p>  Коренное население территории современного штата Н.-Й. составляли индейские племена ирокезов, которые в ходе европейской колонизации Северной Америки подверглись значительному истреблению. В начале 17 в. эта территория была захвачена голландцами и включена в состав голландских колониальных владений в Северной Америке, получивших название <emphasis><a l:href="page_082-358">Новые Нидерланды</a></emphasis>. В 1626 был основан г. Новый Амстердам (будущий <emphasis><a l:href="page_082-903">Нью-Йорк</a></emphasis>), ставший центром голландских колоний. В 17 в. территория была объектом длительной англо-голландской борьбы. С 1664 (кроме 1673—74) ею владели англичане (присвоившие своей новой колонии наименование Н.-Й.). Население Н.-Й. активно участвовало в Войне за независимость английских колоний в Северной Америке 1775—83. Н.-Й. стал в 1776 одним из 13 первых штатов США. В Гражданской войне в США 1861—65 участвовал на стороне Севера. </p>  <image l:href="#i009-001-220902463.jpg"/><p>Штат Нью-Йорк.</p>
</section>
<section id="page_082-907"><title><p>Нью-Йоркский музей современного искусства</p></title> <p><strong>Нью-Йо'ркский музе'й совреме'нного иску'сства</strong> (Museum of Modern Art), крупнейшее в США собрание искусства последней четверти 19—20 вв. Основан в 1929. Обширные коллекции музея (живопись, скульптура, графика, декоративно-прикладное искусство, дизайн, архитектура, фотоискусство, фильмотека) и его постоянно обновляющиеся выставки, а также просветительная деятельность делают Н.-Й. м. с. и. ведущим центром пропаганды новейших течений европейского и американского искусства, главным образом модернистских. В музее хранятся «Герника» П. Пикассо, произведения. П. Сезанна, А. Майоля, А. Матисса, Д. Сикейроса, Д. Риверы, X. К. Ороско, Э. Хоппера, Э. Уайета и мн. др.</p>  <p>  <emphasis>Лит.:</emphasis> Painting and sculpture in the Museum of Modern Art. A catalogue, N. Y., 1958. </p>  
</section>
<section id="page_082-908"><title><p>Нью-Йорк-Стейт-Бардж-Канал</p></title> <p><strong>Нью-Йорк-Стейт-Бардж-Кана'л</strong> (New York State Barge Canal), система канализованных водных путей на С.-В. США, в штате Нью-Йорк. Протяжённость около 835 <emphasis>км</emphasis>. Состоит из Эри-канала (длиной 540 <emphasis>км</emphasis>), тянущегося от озера Эри (у г. Буффало) до р. Гудзон (у г. Кохос) и связывающего Великие озёра с Атлантическим океаном, и ряда ответвлений: канал Осуиго соединяет Эри-канал с озером Онтарио, канал Шамплейн — р. Гудзон с озером Шамплейн и р. Св. Лаврентия, канал Кейюга-Сенека — Эри-канал с озером Кейюга и Сенека. Построенный в 19 в. канал сыграл важную роль в экономике США. Ныне постепенно утрачивает своё значение. Объём перевозок около 4 млн. <emphasis>т</emphasis> в год (главным образом стройматериалы, а также нефтепродукты, зерно). </p>  
</section>
<section id="page_082-910"><title><p>Ньюкасл (город в Австралии)</p></title> <p><strong>Ньюка'сл</strong> (Newcastle), город в Австралии, в штате Новый Южный Уэльс. 351 тыс. жителей (1971; с пригородами). Порт на берегу Тасманова моря, в устье р. Хантер. Ж.-д. станция. Центр крупного угольного бассейна. Чёрная металлургия. Судостроение. Автомобильная и химическая промышленность. Вывоз угля. </p>  
</section>
<section id="page_082-909"><title><p>Ньюкасл (город в Великобритании)</p></title> <p><strong>Ньюка'сл,</strong> Ньюкасл-эпон-Тайн (Newcastle upon Tyne), город в Великобритании. Административный центр графства Нортамберленд. 222,2 тыс. жителей (1971). Транспортный узел, порт в эстуарии р. Тайн, близ её впадения в Северное море. Центр конурбации <emphasis><a l:href="page_108-517">Тайнсайд</a></emphasis>. Из отраслей промышленности представлены судостроение и судоремонтная электротехническая промышленность, котло- и турбостроение, производство судовых двигателей, горно-шахтного и др. оборудования. Торгово-финансовый центр. В Н. — университет (с 1963); музей науки и техники, где экспонируется паровоз Дж. Стефенсона. Сохранились остатки римского вала (2 в.) и городских стен (с 1265). Планировка города стихийная; в начале 19 в. частично перестроены некоторые улицы (архитекторы Дж. Добсон, Р. Грейнджер). Романский замок (около 1080), донжон (1172—77), «Чёрные ворота» (середина 13 в.), позднеготический собор (около 1216—1359, башня — 2-я треть 15 в.), ратуша (середина 17 в. архитектор Р. Троллоп). Железный 2-ярусный мост (1845—49, инженер Р. Стивенсон). Здание судостроительной компании (1943—52, архитектор Р. Шепперд).</p>  <p>  <emphasis>Лит.:</emphasis> Middlebrook S., Newcastle-upon-Tyne..., -upon-Tyne, 1950.</p> <image l:href="#i009-001-212307018.jpg"/><p>Ньюкасл-эпон-Тайн.</p>
</section>
<section id="page_082-912"><title><p>Ньюкасл (город в ЮАР)</p></title> <p><strong>Ньюка'сл</strong> (Newcastle), город на востоке ЮАР, в провинции Наталь, у подножия Драконовых гор. Ж. д. связан с портом Дурбан. 17,5 тыс. жителей (1970). Центр добычи коксующегося угля. Металлургический завод. </p>  
</section>
<section id="page_082-913"><title><p>Ньюком Саймон</p></title> <p><strong>Нью'ком</strong>, Ньюкомб (Newcomb) Саймон (Симон) (12.3.1835, Уоллис, Новая Шотландия, — 11.7.1909, Вашингтон), американский астроном. Родился в Канаде. В 1853 переехал в США. В 1861—77 профессор математики в Морской академии и астроном-наблюдатель Морской обсерватории в Вашингтоне; в 1877—97 руководитель Американского морского астрономического ежегодника («Nautical Almanae»). Основные труды по изучению движения больших планет, определению астрономических постоянных и составлению каталогов точных положений звёзд. Занимался также теорией движения Луны, спутников планет, теорией солнечных затмений, проблемой происхождения астероидов и др.</p>  <p>  Соч.: A compendium of spherical astronomy, N. Y. — L., 1906; The elements of the four inner planets and the fundamental constants of astronomy, Wash., 1895; Researches of the motion of the Moon, Wash., 1878; в рус. пер. — Астрономия для всех, Од., 1905. </p>  
</section>
<section id="page_082-914"><title><p>Ньюкомен Томас</p></title> <p><strong>Нью'комен</strong> (Newcomen) Томас (28.2.1663, Дартмут, — 7.8.1729, Лондон), английский изобретатель. Кузнец по профессии. В 1705 совместно с лудильщиком Дж. Коули построил паровой насос, опыты по совершенствованию которого продолжались около 10 лет, пока он не начал исправно работать (1712). В этой установке двигатель соединён с насосом. Своё изобретение Н. не мог запатентовать, т.к. паровой водоподъёмник был запатентован в 1698 Т. <emphasis><a l:href="page_100-510">Севери</a></emphasis>, с которым Н. позднее сотрудничал. Паровая машина Н. не была универсальным двигателем и могла работать только как насос. Однако заслуга Н. в том, что он одним из первых реализовал идею использования пара для получения механической работы. Его имя носит Общество историков техники Великобритании.</p>  <p>  <emphasis>Лит.:</emphasis> Конфедератов И. Я., История теплоэнергетики. Начальный период (17—18 вв.), М. — Л., 1954. </p>  
</section>
<section id="page_082-915"><title><p>Нью-Лондон</p></title> <p><strong>Нью-Ло'ндон</strong> (New London), город на С.-В. США, в штате Коннектикут. 32 тыс. жителей (1970), с соседними городами Норуич и <emphasis><a l:href="page_015-316">Гротон</a></emphasis> и общей пригородной зоной — около 200 тыс. жителей. Порт при впадении р. Темс в пролив Лонг-Айленд. Машино-строительная, металлообрабатывающая, текстильная, швейная, фармацевтическая промышленность; судостроение. База подводных лодок. Основан в 1646. </p>  
</section>
<section id="page_082-916"><title><p>Нью-Мексико</p></title> <p><strong>Нью-Ме'ксико</strong> (New Mexico), штат на Ю.-З. США, в бассейне р. Рио-Гранде. Граничит с Мексикой. Площадь 315 тыс. <emphasis>км<sup>2</sup></emphasis>. Население 1 млн. чел. (1970), в том числе 69,8% городского. Значит. часть населения — индейцы (73 тыс. чел. в 1970) и мексиканцы. Администрвативный центр — г. Санта-Фе, главный экономический центр — г. Альбукерке. Большей частью территории занята Скалистыми горами (высотой до 4000 <emphasis>м</emphasis>) и плато (Льяно-Эстакадо, Колорадо). Климат субтропический засушливый. На плато саванная и степная растительность, горы покрыты преимущественно сосновым лесом.</p> <p>  В добывающей промышленности 17 тыс. занятых. В Н.-М. находится около <sup>2</sup>/<sub>3</sub> разведанных запасов урана в США. Добыча урановой руды (5 тыс. <emphasis>т</emphasis> U<sub>3</sub>O<sub>8</sub> в 1971, центр — Амбросия-Лейк), калийных солей (2,2 млн. <emphasis>т</emphasis> K<sub>2</sub>O, св. 80% их добычи в США; главный центр — Карлсбад), нефти (18 млн. <emphasis>т</emphasis>), природного газа (34 млрд. <emphasis>м<sup>3</sup></emphasis>), меди (150 тыс. <emphasis>т</emphasis>), цинка (16 тыс. <emphasis>т</emphasis>), полиметаллов. В обрабатывающей промышленности 21 тыс. занятых. Основные отрасли: цветная металлургия, пищевая, атомная промышленность (главные центры — Лос-Аламос, Сандия). Мощность электростанций 3,6 <emphasis>Гвт</emphasis>. В сельском хозяйстве преобладает пастбищное животноводство (свыше <sup>3</sup>/<sub>4</sub> товарной с.-х. продукции). Поголовье крупного рогатого скота 1,3 млн. (из них молочного 35 тыс.), овец 0,8 млн. На орошаемых землях возделывают травы, хлопчатник, сорго, пшеницу, овощи. Туризм.</p> <p><emphasis>  В. М. Гохман.</emphasis></p> <p><emphasis>  </emphasis>В 16 в. территория Н.-М., населённая индейскими племенами, была завоёвана испанцами. В 1771 включена в состав испанской колонии Новая Испания. Во время <emphasis><a l:href="page_006-162">Войны за независимость испанских колоний в Америке 1810—26</a> </emphasis>вошла (в 1821) в состав Мексики. В ходе <emphasis><a l:href="page_039-642">американо-мексиканской войны 1846—48</a></emphasis> захвачена США. В 1850 на захваченных землях была образована территория Нью-Мексико (включавшая в тот период также территории современных штатов Юта и Аризона, а также часть территории Техаса и Колорадо). С 1912 Н.-М. — 47-й штат США. </p>  <image l:href="#i010-001-259650101.jpg"/><p>Нью-Мексико.</p>
</section>
<section id="page_082-917"><title><p>Ньюмен Джон Генри</p></title> <p><strong>Нью'мен</strong> (Newman) Джон Генри (21.2.1801, Лондон, — 11.8.1890, Эджбастон, близ Бирмингема), английский теолог, педагог-теоретик, публицист и церковный деятель. Сын банкира. Окончив Оксфордский университет, до 1833 совмещал университетское преподавание с должностью викария. Уже в первом сочинении «Ариане IV столетия» (1833) предуказано направление дальнейших попыток Н. укрепить религиозную доктрину англиканской церкви. Однако осуществляя этот замысел в 90 периодически публиковавшихся «Трактатах на злобу дня» (1833—41), целью которых было провозглашено приостановить «засилье либерализма в религиозной мысли» и оживить в умах «истинное понятие о соотношении англиканства и католической религии в целом», Н. всё дальше отходил от англиканства. В 1845 он перешёл в католичество, в 1847 стал священником римско-католической церкви. В 1854—58 Н. — ректор католического университета в Дублине. С 1879 кардинал. В сочинении «Оправдание своей жизни, или История моих религиозных взглядов» (1864) проповедовал активное принятие авторитарных религиозных воззрений на основе интуиции и с помощью напряжения воли и нравствственного чувства. Это положение Н. философски развил в «Грамматике согласия» (1870). Сочинения Н. получили широкое распространение в католической среде и были переведены на разные языки. В спорах между представителями <emphasis><a l:href="page_111-232">томизма</a></emphasis> и скотизма Н. был на стороне последователей <emphasis><a l:href="page_056-260">Иоанна Дунса Скота</a>,</emphasis> защищал принцип свободной от схоластических рамок «открытой теологии», явившись, т. о., одним из предшественников обновления и модернизации католицизма в середине 20 в.</p>  <p>  Соч.: Works, v. 1—37, L., 1868—81; Essays and sketches, v. 1—3, N. Y., 1948; The letters and diaries, v. 1—18, L.— N. Y., 1961—68; The philosophical notebook of J. Н. Newman (in 2 vol.), v. I, N. Y., 1969.</p>  <p>  <emphasis>Лит.:</emphasis> Ward W., The life of Cardinal Newman, v. 1—2, L., 1912; Bouyer L., Newman. Sa vie, sa spiritualit&#233;, P., 1952; Hollis С h., Newman and the modern world. N. Y., 1968.</p> <p><emphasis>  В. С. Муравьев. </emphasis></p>  
</section>
<section id="page_082-918"><title><p>Нью-Плимут</p></title> <p><strong>Нью-Пли'мут</strong> (New Plymouth), город в Новой Зеландии, на Северном острове. 39,7 тыс. жителей (1972). Порт на берегу залива Северной Таранаки, ж.-д. станция. Кожевенная, мясная, текстильная, химическая промышленность. Близ Н.-П. — добыча нефти и природного газа. </p>  
</section>
<section id="page_082-919"><title><p>Ньюпорт (город-графство в Великобритании)</p></title> <p><strong>Нью'порт</strong> (Newport), город-графство в Великобритании, в Уэльсе, административного центра графства Монмутшир. 112 тыс. жителей (1971). Важный транспортный узел, порт на р. Аск, близ её впадения в эстуарий р. Северн. Индустриальный центр. Основные отрасли: чёрная металлургия, машиностроение и металлообработка, химическая промышленность. Вывоз продукции металлургической промышленности; ввоз железной руды. </p>  
</section>
<section id="page_082-920"><title><p>Ньюпорт (курорт в Великобритании)</p></title> <p><strong>Нью'порт</strong> (Newport), приморский климатический курорт на южном побережье Великобритании, в Англии (графство Хэмпшир), на о. Уайт (в проливе Ла-Манш), к Ю.-З. от Портсмута. Климат умеренно влажный и тёплый. Зима мягкая (средняя температура января 5 °С), лето умеренно прохладное (средняя температура июля 16 °С); осадков около 600 <emphasis>мм</emphasis> в год. Лечебные средства: солнечно-воздушные ванны, морские купания. Лечение больных с анемиями, повторными катарами верхних дыхательных путей, реконвалесцентов и др. Мелкогалечный пляж. Парусный, гребной спорт. </p>  
</section>
<section id="page_082-921"><title><p>Ньюпорт (курорт в США)</p></title> <p><strong>Нью'порт</strong> (Newport), приморский климатический курорт на Атлантическом побережье США, в штате Род-Айленд (на о. Род-Айленд). Климат тёплый, морской. Лето жаркое, солнечное (средняя температура июля 28 °С), зима мягкая (средняя температура января О °С); осадков около 1000 <emphasis>мм</emphasis> в год. Лечение больных с функциональными расстройствами нервной системы, повторными катарами верхних дыхательных путей, ожирением, сердечно-сосудистыми нарушениями функционального характера. Плавательные бассейны, солярий, благоустроенный пляж, частные виллы. Используется в основном для отдыха и туризма. </p>  
</section>
<section id="page_082-923"><title><p>Ньюпорт-Ньюс</p></title> <p><strong>Нью'порт-Ньюс</strong> (Newport News), город на юге США, в штате Виргиния. 138 тыс. жителей (1970; с пригородами 292 тыс.). Порт в заливе Хэмптон-Родс, при впадении в него р. Джеймс. Грузооборот 13 млн. <emphasis>т </emphasis>(1970), в основном вывоз каменного угля, табака. В промышленности 27 тыс. занятых. Одна из крупнейших верфей США (в т. ч. строительство атомных подводных лодок). Металлообработка и производство крупных металлоконструкций (для химической и атомной промышленности), нефтеперерабатывающая, химическая, консервная промышленность. Рыболовство. Основан в 1621. </p>  
</section>
<section id="page_082-924"><title><p>Ньюпортское восстание</p></title> <p><strong>Ньюпо'ртское восста'ние</strong>, восстание горняков Уэльса, организованное чартистами в ноябре 1839 в г. Ньюпорт; явилось кульминационным событием первого этапа чартистского движения (см. <emphasis><a l:href="page_121-524">Чартизм</a></emphasis>). Н. в. было вызвано крайне тяжёлым положением шахтёров и усилившимся среди них недовольством в результате отклонения парламентом петиции летом 1839 и арестов чартистских агитаторов. На рассвете 4 ноября в Ньюпорт вступили 3 повстанческих отряда (общая численность 3 тыс. чел.). Заранее стянутые сюда правительств. войска и полиция открыли по слабовооруженным повстанцам огонь и разгромили их. 9 участников восстания были убиты, 50 ранены, 125 арестованы. После поражения Н. в. преследования чартистов усилились.</p>  <p>  <emphasis>Лит.</emphasis> см. при ст. <emphasis><a l:href="page_121-524">Чартизм</a></emphasis>. </p>  
</section>
<section id="page_082-925"><title><p>Нью-Рошелл</p></title> <p><strong>Нью-Роше'лл</strong> (New Rochelle), город на С.-В. США, в штате Нью-Йорк, на берегу пролива Лонг-Айленд; северный жилой пригород Нью-Йорка. 75 тыс. жителей (1970). Производство хирургических инструментов, приборов, игрушек, парфюмерных изделий. </p>  
</section>
<section id="page_082-926"><title><p>«Ньюсуик»</p></title> <p><strong>«Нью'суик»</strong> («Newsweek» — «Новости педели»), еженедельный журнал в США. Основан в 1933. Издаётся в Нью-Йорке. Тираж (1974) 2 млн. экземпляров. Имеет также ряд международных изданий, выходящих в различных странах. Публикует статьи и др. материалы по политическим и социально-экономическим вопросам. </p>  
</section>
<section id="page_082-929"><title><p>Ньютон (гора на о. Зап. Шпицберген)</p></title> <p><strong>Нью'тон</strong>, гора на о. Западный Шпицберген (владение Норвегии), высшая точка архипелага Шпицберген (1712 <emphasis>м</emphasis>). Сложена кристаллическими породами. Впервые обследована Э. <emphasis><a l:href="page_036-719">Едерином</a></emphasis> в 1899. Названа в честь И. <emphasis><a l:href="page_082-927">Ньютона</a></emphasis>. </p>  
</section>
<section id="page_082-930"><title><p>Ньютон (город в США)</p></title> <p><strong>Нью'тон</strong> (Newton), город на С.-В. США, в штате Массачусетс. 91 тыс. жителей (1970). Западный жилой и промышленный пригород Бостона. В промышленности 13 тыс. занятых. Радиоэлектронная, приборостроительная, лёгкая промышленность; общее машиностроение. </p>  
</section>
<section id="page_082-928"><title><p>Ньютон (единица силы)</p></title> <p><strong>Нью'тон</strong>, единица силы <emphasis><a l:href="page_074-958">Международной системы единиц</a></emphasis> (СИ). Названа в честь И. <emphasis><a l:href="page_082-927">Ньютона</a></emphasis>; русское обозначение <emphasis>н</emphasis>, международное N. Н. равен силе, сообщающей телу массой 1 <emphasis>кг</emphasis> ускорение 1 <emphasis>м/сек<sup>2</sup></emphasis> в направлении действия силы. С введением в практику Международной системы единиц Н. должен заменить другие единицы силы, в частности килограмм-силу (1 <emphasis>кгс</emphasis> = 9,80665 <emphasis>н</emphasis>), тонну-силу (1 <emphasis>тс</emphasis> =9806,65 <emphasis>н</emphasis>), дину (1 <emphasis>дин =</emphasis> 10<sup>-5</sup> <emphasis>н</emphasis>), английскую фунт-силу (1 lbf = 4,45 <emphasis>н</emphasis>) и др. </p>  
</section>
<section id="page_082-927"><title><p>Ньютон Исаак</p></title> <p><strong>Нью'тон</strong> (Newton) Исаак (4.1.1643, Вулсторп, около Граптема, — 31.3.1727, Кенсингтон), английский физик и математик, создавший теоретические основы механики и астрономии, открывший закон всемирного тяготения, разработавший (наряду с Г. <emphasis><a l:href="page_069-319">Лейбницем</a></emphasis>) дифференциальное и интегральное исчисления, изобретатель зеркального телескопа и автор важнейших экспериментальных работ по оптике.</p> <p>  Н. родился в семье фермера; отец Н. умер незадолго до рождения сына. В 12 лет Н. начал учиться в Грантемской школе, в 1661 поступил в Тринити-колледж Кембриджского университета в качестве субсайзера (так назывались бедные студенты, выполнявшие для заработка обязанности слуг в колледже), где его учителем был известный математик И. <emphasis><a l:href="page_098-282">Барроу</a></emphasis>. Окончив университет, Н. в 1665 получил учёную степень бакалавра. В 1665—67, во время эпидемии чумы, находился в своей родной деревне Вулсторп; эти годы были наиболее продуктивными в научном творчестве Н. Здесь у него сложились в основном те идеи, которые привели его к созданию дифференциального и интегрального исчислений, к изобретению зеркального телескопа (собственноручно изготовленного им в 1668; см. <emphasis><a l:href="page_082-938">Ньютона система рефлектора</a></emphasis>), открытию закона всемирного тяготения (см. <emphasis><a l:href="page_082-932">Ньютона закон тяготения</a></emphasis>), здесь он провёл опыты над разложением света (см. <emphasis><a l:href="page_029-107">Дисперсия света</a></emphasis>). В 1668 Н. была присвоена степень магистра, а в 1669 Барроу передал ему почётную люкасовскую физико-математическую кафедру, которую Н. занимал до 1701. В 1671 Н. построил второй зеркальный телескоп — больших размеров и лучшего качества. Демонстрация телескопа произвела сильное впечатление на современников, и вскоре после этого Н. был избран (в январе 1672) член Лондонского королевского общества (в 1703 стал его президентом). В 1687 он опубликовал свой грандиозный труд «Математические начала натуральной философии» (кратко —«Начала»). В 1695 получил должность смотрителя Монетного двора (этому, очевидно, способствовало то, что Н. изучал свойства металлов). Н. было поручено руководство перечеканкой всей английской монеты. Ему удалось привести в порядок расстроенное монетное дело Англии, за что он получил в 1699 пожизненное высокооплачиваемое звание директора Монетного двора. В том же году Н. избран иностранным членом Парижской АН. В 1705 за научные труды он возведён в дворянское достоинство. Похоронен Н. в английском национальном пантеоне — Вестминстерском аббатстве.</p> <p>  Основные вопросы механики, физики и математики, разрабатывавшиеся Н., были тесно связаны с научной проблематикой его времени. Оптикой Н. начал интересоваться ещё в студенческие годы, его исследования в этой области были связаны со стремлением устранить недостатки оптических приборов. В первой оптической работе «Новая теория света и цветов», доложенной им в Лондонском королевском обществе в 1672, Н. высказал свои взгляды о «телесности света» (корпускулярную гипотезу света). Эта работа вызвала бурную полемику, в которой противником корпускулярных взглядов Н. на природу света выступил Р. <emphasis><a l:href="page_016-603">Гук</a></emphasis> (в то время господствовали волновые представления). Отвечая Гуку, Н. высказал гипотезу, сочетавшую корпускулярные и волновые представления о свете. Эту гипотезу Н. развил затем в сочинении «Теория света и цветов», в котором он описал также опыт с <emphasis><a l:href="page_082-935">Ньютона кольцами</a></emphasis> и установил периодичность света. При чтении этого сочинения на заседании Лондонского королевского общества Гук выступил с притязанием на приоритет, и раздражённый Н. принял решение не публиковать оптических работ. Многолетние оптические исследования Н. были опубликованы им лишь в 1704 (через год после смерти Гука) в фундаментальном труде «Оптика». Принципиальный противник необоснованных и произвольных гипотез, Н. начинает «Оптику» словами: «Мое намерение в этой книге — не объяснять свойства света гипотезами, но изложить и доказать их рассуждениями и опытами» (Ньютон И., Оптика..., М., 1954, с. 9). В «Оптике» Н. описал проведённые им чрезвычайно тщательные эксперименты по обнаружению дисперсии света — разложения с помощью призмы белого света на отдельные компоненты различной цветности и преломляемости и показал, что дисперсия вызывает искажение в линзовых оптических системах — <emphasis><a l:href="page_119-861">хроматическую аберрацию</a></emphasis>. Ошибочно считая, что устранить искажение, вызываемое ею, невозможно, Н. сконструировал зеркальный телескоп. Наряду с опытами по дисперсии света Н. описал интерференцию света в тонких пластинках и изменение интерференционных цветов в зависимости от толщины пластинки в кольцах Ньютона. По существу Н. первым измерил длину световой волны. Кроме того, он описал здесь свои опыты по дифракции света.</p> <p>  «Оптика» завершается специальным приложением — «Вопросами», где Н. высказывает свои физические взгляды. В частности, здесь он излагает воззрения на строение вещества, в которых присутствует в неявном виде понятие не только атома, но и молекулы. Кроме того, Н. приходит к идее иерархического строения вещества: он допускает, что «частички тел» (атомы) разделены промежутками — пустым пространством, а сами состоят из более мелких частичек, также разделённых пустым пространством и состоящих из ещё более мелких частичек, и т.д. до твёрдых неделимых частичек. Н. вновь рассматривает здесь гипотезу о том, что свет может представлять собой сочетание движения материальных частиц с распространением волн эфира.</p> <p>  Вершиной научного творчества Н. являются «Начала», в которых Н. обобщил результаты, полученные его предшественниками (Г. <emphasis><a l:href="page_008-161">Галилей</a></emphasis>, И. <emphasis><a l:href="page_060-697">Кеплер</a></emphasis>, Р. <emphasis><a l:href="page_021-991">Декарт</a></emphasis>, Х. <emphasis><a l:href="page_017-835">Гюйгенс</a></emphasis>, Дж. <emphasis><a l:href="page_128-887">Борелли</a></emphasis>, Гук, Э. <emphasis><a l:href="page_008-219">Галлей</a></emphasis> и др.), и свои собственные исследования и впервые создал единую стройную систему земной и небесной механики, которая легла в основу всей классической физики. Здесь Н. дал определения исходных понятий — количества материи, эквивалентного массе, плотности; количества движения, эквивалентного импульсу, и различных видов силы. Формулируя понятие количества материи, Н. исходил из представления о том, что атомы состоят из некой единой первичной материи; плотность Н. понимал как степень заполнения единицы объёма тела первичной материей. Н. впервые рассмотрел основной метод феноменологического описания любого физического воздействия через посредство силы. Определяя понятия пространства и времени, он отделял «абсолютное неподвижное пространство» от ограниченного подвижного пространства, называя «относительным», а равномерно текущее, абсолютное, истинное время, называя «длительностью», — от относительного, кажущегося времени, служащего в качестве меры «продолжительности». Эти понятия времени и пространства легли в основу классической механики. Затем Н. сформулировал свои 3 знаменитые «аксиомы, или законы движения»: закон инерции (открытый Галилеем, первый закон Н.), закон пропорциональности количества движения силе (второй закон Н.) и закон равенства действия и противодействия (третий закон Н.) — т. н. <emphasis><a l:href="page_082-934">Ньютона законы механики</a></emphasis>. Из 2-го и 3-го законов он выводит закон сохранения количества движения для замкнутой системы.</p> <p>  Н. рассмотрел движение тел под действием центральных сил и доказал, что траекториями таких движений являются конические сечения (эллипс, гипербола, парабола). Он изложил своё учение о всемирном тяготении, сделал заключение, что все планеты и кометы притягиваются к Солнцу, а спутники — к планетам с силой, обратно пропорциональной квадрату расстояния, и разработал теорию движения небесных тел. Н. показал, что из закона всемирного тяготения вытекают <emphasis><a l:href="page_060-698">Кеплера законы</a></emphasis> и важнейшие отступления от них. Так, он объяснил особенности движения Луны (вариацию, попятное движение узлов и т.д.), явление прецессии и сжатие Юпитера, рассмотрел задачи притяжения сплошных масс, теории приливов и отливов, предложил теорию фигуры Земли.</p> <p>  В «Началах» Н. исследовал движение тел в сплошной среде (газе, жидкости) в зависимости от скорости их перемещения и привёл результаты своих экспериментов по изучению качания маятников в воздухе и жидкостях (см. <emphasis><a l:href="page_082-939">Ньютоновская жидкость</a></emphasis>). Здесь же он рассмотрел скорость распространения звука в упругих средах. Н. доказал посредством математического расчёта полную несостоятельность гипотезы Декарта, объяснявшего движение небесных тел с помощью представления о разнообразных вихрях в эфире, заполняющем Вселенную. Н. нашёл закон охлаждения нагретого тела. В этом же сочинении Н. уделил значительное внимание закону механического подобия, на основе которого развилась <emphasis><a l:href="page_090-378">подобия теория</a></emphasis>.</p> <p>  Т. о., в «Началах» впервые дана общая схема строгого математического подхода к решению любой конкретной задачи земной или небесной механики. Дальнейшее применение этих методов потребовало, однако, детальной разработки аналитической механики (Л. <emphasis><a l:href="page_125-363">Эйлер</a></emphasis>, Ж. Л. <emphasis><a l:href="page_018-560">Д'Аламбер</a></emphasis>, Ж. Л. <emphasis><a l:href="page_068-269">Лагранж</a></emphasis>, У. Р. <emphasis><a l:href="page_008-368">Гамильтон</a></emphasis>) и гидромеханики (Эйлер и Д. <emphasis><a l:href="page_112-832">Бернулли</a></emphasis>). Последующее развитие физики выявило пределы применимости механики Н. (см. <emphasis><a l:href="page_085-750">Относительности теория</a></emphasis>, <emphasis><a l:href="page_060-302">Квантовая механика</a></emphasis>, <emphasis><a l:href="page_125-397">Эйнштейн</a></emphasis> А.).</p> <p>  Задачи естествознания, поставленные Н., потребовали разработки принципиально новых математических методов. Математика для Н. была главным орудием в физических изысканиях; он подчёркивал, что понятия математики заимствуются извне и возникают как абстракция явлений и процессов физического мира, что по существу математика является частью естествознания.</p> <p>  Разработка <emphasis><a l:href="page_029-620">дифференциального исчисления</a></emphasis> и <emphasis><a l:href="page_055-368">интегрального исчисления</a></emphasis> явилась важной вехой в развитии математики. Большое значение имели также работы Н. по алгебре, интерполированию и геометрии. Основные идеи метода флюксий (см. <emphasis><a l:href="page_116-718">Флюксий исчисление</a></emphasis>) сложились у Н. под влиянием трудов П. <emphasis><a l:href="page_115-797">Ферма</a></emphasis>, Дж. <emphasis><a l:href="page_002-945">Валлиса</a></emphasis> и его учителя И. Барроу в 1665—66. К этому времени относится открытие Н. взаимно обратного характера операций дифференцирования и интегрирования и фундаментальные открытия в области бесконечных рядов, в частности индуктивное обобщение т. н. теоремы о <emphasis><a l:href="page_082-931">Ньютона биноме</a></emphasis> на случай любого действительного показателя. Вскоре были написаны и основные сочинения Н. по анализу, изданные, однако, значительно позднее. Некоторые математические открытия Н. получили известность уже в 70-е гг. благодаря его рукописям и переписке.</p> <p>  В понятиях и терминологии метода флюксий с полной отчётливостью отразилась глубокая связь математических и механических исследований Н, Понятие непрерывной математической величины Н. вводит как абстракцию от различных видов непрерывного механического движения. Линии производятся движением точек, поверхности — движением линий, тела — поверхностей, углы — вращением сторон и т.д. Переменные величины Н. назвал флюентами (текущими величинами, от лат. fluo — теку). Общим аргументом текущих величин — флюент — является у Н. «абсолютное время», к которому отнесены прочие, зависимые переменные. Скорости изменения флюент Н. назвал флюксиями, а необходимые для вычисления флюксий бесконечно малые изменения флюент — «моментами» (у Лейбница они назывались дифференциалами). Таким образом, Н. положил в основу понятия флюксий (производной) и флюенты (первообразной, или неопределённого интеграла).</p> <p>  В сочинении «Анализ при помощи уравнений с бесконечным числом членов» (1669, опубликовано 1711) Н. вычислил производную и интеграл любой степенной функции. Различные рациональные, дробно-рациональные, иррациональные и некоторые трансцендентные функции (логарифмическую, показательную, синус, косинус, арксинус) Н. выражал с помощью бесконечных степенных рядов. В этом же труде Н. изложил метод численного решения алгебраических уравнений (см. <emphasis><a l:href="page_082-936">Ньютона метод</a></emphasis>), а также метод для нахождения разложения неявных функций в ряд по дробным степеням аргумента. Метод вычисления и изучения функций их приближением бесконечными рядами приобрёл огромное значение для всего анализа и его приложений.</p> <p>  Наиболее полное изложение дифференциального и интегрального исчислений содержится в «Методе флюксий...» (1670—1671, опубл. 1736). Здесь Н. формулирует две основные взаимно-обратные задачи анализа: 1) определение скорости движения в данный момент времени по известному пути, или определение соотношения между флюксиями по данному соотношению между флюентами (задача дифференцирования), и 2) определение пройденного за данное время пути по известной скорости движения, или определение соотношения между флюентами по данному соотношению между флюксиями (задача интегрирования дифференциального уравнения и, в частности, отыскания первообразных). Метод флюксий применяется здесь к большому числу геометрических вопросов (задачи на касательные, кривизну, экстремумы, квадратуры, спрямления и др.); здесь же выражается в элементарных функциях ряд интегралов от функций, содержащих квадратный корень из квадратичного трёхчлена. Большое внимание уделено в «Методе флюксий» интегрированию обыкновенных дифференциальных уравнений, причём основную роль играет представление решения в виде бесконечного степенного ряда. Н. принадлежит также решение некоторых задач вариационного исчисления.</p> <p>  Во введении к «Рассуждению о квадратуре кривых» (основной текст 1665—66, введение и окончательный вариант 1670, опубликован 1704) и в «Началах» он намечает программу построения метода флюксий на основе учения о пределе, о «последних отношениях исчезающих величин» или «первых отношениях зарождающихся величин», не давая, впрочем, формального определения предела и рассматривая его как первоначальное. Учение Н. о пределе через ряд посредствующих звеньев (Ж. Л. Д'Аламбер, Л. Эйлер) получило глубокое развитие в математике 19 в. (О. Л. <emphasis><a l:href="page_065-508">Коши</a></emphasis> и др.).</p> <p>  В «Методе разностей» (опубликован 1711) Н. дал решение задачи о проведении через <emphasis>n</emphasis> + 1 данные точки с равноотстоящими или неравноотстоящими абсциссами параболической кривой <emphasis>n</emphasis>-го порядка и предложил <emphasis><a l:href="page_055-748">интерполяционную формулу</a></emphasis>, а в «Началах» дал теорию конических сечений. В «Перечислении кривых третьего порядка» (опубликована 1704) Н. приводится классификация этих кривых, сообщаются понятия диаметра и центра, указываются способы построения кривых 2-го и 3-го порядка по различным условиям. Этот труд сыграл большую роль в развитии аналитической и отчасти проективной геометрии. Во «Всеобщей арифметике» (опубликована в 1707 по лекциям, читанным в 70-е гг. 17 в.) содержатся важные теоремы о симметрических функциях корней алгебраических уравнений, об отделении корней, о приводимости уравнений и др. Алгебра окончательно освобождается у Н. от геометрической формы, и его определение числа не как собрания единиц, а как отношения длины любого отрезка к отрезку, принятому за единицу, явилось важным этапом в развитии учения о действительном числе.</p> <p>  Созданная Н. теория движения небесных тел, основанная на законе всемирного тяготения, была признана крупнейшими английским учёными того времени и резко отрицательно встречена на европейском континенте. Противниками взглядов Н. (в частности, в вопросе о тяготении) были картезианцы (см. <emphasis><a l:href="page_059-531">Картезианство</a></emphasis>), воззрения которых господствовали в Европе (в особенности во Франции) в 1-й половине 18 в. Убедительным доводом в пользу теории Н. явилось обнаружение рассчитанной им приплюснутости земного шара у полюсов вместо выпуклостей, ожидавшихся по учению Декарта. Исключительную роль в укреплении авторитета теории Н. сыграла работа А. К. <emphasis><a l:href="page_061-873">Клеро</a></emphasis> по учёту возмущающего действия Юпитера и Сатурна на движение кометы Галлея. Успехи теории Н. в решении задач небесной механики увенчались открытием планеты Нептун (1846), основанном на расчётах возмущений орбиты Юпитера (У. <emphasis><a l:href="page_069-108">Леверье</a></emphasis> и Дж. <emphasis><a l:href="page_126-392">Адамс</a></emphasis>).</p> <p>  Вопрос о природе тяготения во времена Н. сводился в сущности к проблеме взаимодействия, т. е. наличия или отсутствия материального посредника в явлении взаимного притяжения масс. Не признавая картезианских воззрений на природу тяготения, Н., однако, уклонился от каких-либо объяснений, считая, что для них нет достаточных научно-теоретических и опытных оснований. После смерти Н. возникло научно-философское направление, получившее название ньютонианства, наиболее характерной чертой которого была абсолютизация и развитие высказывания Н.: «гипотез не измышляю» («hypotheses non fingo») и призыв к феноменологическому изучению явлений при игнорировании фундаментальных научных гипотез.</p> <p>  Могучий аппарат ньютоновской механики, его универсальность и способность объяснить и описать широчайший круг явлений природы, особенно астрономических, оказали огромное влияние на многие области физики и химии. Н. писал, что было бы желательно вывести из начал механики и остальные явления природы, и при объяснении некоторых оптических и химических явлений сам использовал механической модели. Влияние взглядов Н. на дальнейшее развитие физики огромно. «Ньютон заставил физику мыслить по-своему, “классически”, как мы выражаемся теперь... Можно утверждать, что на всей физике лежал индивидуальный отпечаток его мысли; без Ньютона наука развивалась бы иначе» (Вавилов С. И., Исаак Ньютон, 1961, с. 194, 196).</p> <p>  Материалистические естественнонаучные воззрения совмещались у Н. с религиозностью. К концу жизни он написал сочинение о пророке Данииле и толкование Апокалипсиса. Однако Н. четко отделял науку от религии. «Ньютон оставил ему (богу) ещё “первый толчок”, но запретил всякое дальнейшее вмешательство в свою солнечную систему» (Ф. Энгельс, Диалектика природы, 1969, с. 171).</p> <p>  На русский язык переведены все основные работы Н.; большая заслуга в этом принадлежит А. Н. <emphasis><a l:href="page_066-778">Крылову</a></emphasis> и С. И. <emphasis><a l:href="page_002-640">Вавилову</a></emphasis>.</p>  <p>Соч.: Opera quae extant omnia. Commentariis illustravit S. Horsley, v. 1—5, L., 1779—85; в рус. пер.— Математические начала натуральной философии, с примечаниями и пояснениями А. Н. Крылова, в кн.: Крылов А. Н., Собр. трудов, т. 7, М.—Л., 1936; Лекции по оптике, пер. С. И. Вавилова, [М.], 1946; Оптика или трактат об отражениях, преломлениях, изгибаниях и цветах света, пер. и примечания С. И, Вавилова, 2 изд., М., 1954; Математические работы, пер. с лат. Д. Д. Мордухай-Болтовского, М.—Л., 1937; Всеобщая арифметика или книга об арифметическом синтезе и анализе, пер. А. П. Юшкевича, М.—Л., 1948.</p>  <p>  <emphasis>Лит.:</emphasis> Вавилов С. И., Исаак Ньютон, М., 1961; Исаак Ньютон. 1643—1727. Сб. статей к трехсотлетию со дня рождения, под ред. С. И. Вавилова, М.—Л., 1943.</p> <image l:href="#i008-pictures-001-289217780.jpg"/><p>Зеркальный телескоп И. Ньютона, хранящийся в Лондонском королевском обществе.</p><image l:href="#i009-001-201363707.jpg"/><p>Титульный лист первого издания «Начал».</p><image l:href="#i009-001-237065565.jpg"/><p>Надгробный памятник И. Ньютону в Вестминстерском аббатстве в Лондоне.</p><image l:href="#i010-001-265198813.jpg"/><p>И. Ньютон.</p>
</section>
<section id="page_082-931"><title><p>Ньютона бином</p></title> <p><strong>Нью'тона бино'м</strong>, название формулы, выражающей любую целую положительную степень суммы двух слагаемых (бинома, двучлена) через степени этих слагаемых, а именно:</p> <p><image l:href="#i-images-116355872.png"/>(1)</p> <p>  (1) где <emphasis>n —</emphasis> целое положительное число, <emphasis>а</emphasis> и <emphasis>b</emphasis> — какие угодно числа.</p> <p>  Частными случаями Н. б. при <emphasis>n</emphasis> = 2 и <emphasis>n</emphasis> = 3 являются известные формулы для квадрата и куба суммы а и <emphasis>b</emphasis>: (<emphasis>а</emphasis> + <emphasis>b</emphasis>)<sup>2</sup> = <emphasis>а<sup>2</sup> + 2ab</emphasis> + <emphasis>b<sup>2</sup></emphasis>, (<emphasis>а + b</emphasis>)<sup>3</sup> =<emphasis> а<sup>3</sup></emphasis> + <emphasis>3a<sup>2</sup>b</emphasis> + <emphasis>3ab<sup>2</sup> + b<sup>3</sup></emphasis>; при <emphasis>n</emphasis> = 4 получают (а + <emphasis>b</emphasis>)<sup>4</sup> = <emphasis>a<sup>4</sup>+</emphasis> 4<emphasis>a</emphasis><sup>3</sup><emphasis>b </emphasis>+ 6a<sup>2</sup>b<sup>2</sup> + <emphasis>4ab<sup>3</sup> + b<sup>4</sup></emphasis> и т.д.</p> <p>  Коэффициенты формулы (или разложения) Н. б. называют биномиальными коэффициентами; коэффициент при a<sup>n-k</sup>b<sup>k</sup> обозначается так: <image l:href="#i-images-198345570.png"/> или <image l:href="#i-images-132456085.png"/>. Последнее обозначение связано с <emphasis><a l:href="page_063-207">комбинаторикой</a></emphasis>: <image l:href="#i-images-102757504.png"/>есть число сочетаний из <emphasis>n </emphasis>различных между собой элементов, взятых по <emphasis>k</emphasis>. Биномиальные коэффициенты обладают многими замечательными свойствами: все они целые положительные числа; крайние коэффициенты равны единице; коэффициенты членов, равноотстоящих от концов, одинаковы; коэффициенты возрастают от краев к середине; сумма всех коэффициентов равна 2<emphasis><sup>n</sup></emphasis>. Особенно важное значение имеет следующее свойство: сумма двух соседних коэффициентов в разложении (а + b) <sup>n</sup> равна определённому коэффициенту в разложении <emphasis>(а + b) <sup>n+1</sup></emphasis>; например, суммы 1+3, 3+3, 3+1 соседних коэффициентов в формуле для (а + <emphasis>b</emphasis>)<sup>3</sup> дают коэффициенты 4, 6 и 4 в формуле для <emphasis>(а + b)<sup>4</sup></emphasis>. Вообще:</p> <p>  <image l:href="#i-images-167071597.png"/></p> <p>  Пользуясь этим свойством, можно, отправляясь от известных коэффициентов для (а + <emphasis>b</emphasis>)1, получить путём сложения биномиальные коэффициенты для любого <emphasis>n</emphasis>. Выкладки располагают в виде таблицы (см. <emphasis><a l:href="page_070-318">Арифметический треугольник</a></emphasis>).</p> <p>  Формула Н. б. для целых положительных показателей была известна задолго до И. <emphasis><a l:href="page_082-931">Ньютона</a></emphasis>; но им была указана (1676) возможность распространения этого разложения и на случай дробного или отрицательного показателя (хотя строгое обоснование этого было дано лишь Н. <emphasis><a l:href="page_002-009">Абелем</a></emphasis>, 1826). В этом более общем случае формула Н. б. начинается так же, как формула (1); коэффициентом при <emphasis>a<sup>n-k</sup>b<sup>k</sup></emphasis> служит выражение <image l:href="#i-images-120366923.png"/>, которое, в случае целого положительного <emphasis>п</emphasis>, обращается в нуль при всяком <emphasis>k &gt; п</emphasis>, вследствие чего формула (1) содержит лишь конечное число членов. В случае же дробного или отрицательного <emphasis>n</emphasis> все биномиальные коэффициенты отличны от нуля, и правая часть формулы содержит бесконечный ряд членов (биномиальный ряд). Если &#234;<emphasis>b</emphasis>&#234; &lt; &#234;<emphasis>а</emphasis>&#234;, то этот ряд сходится, т. е., взяв достаточно большое число его членов, можно получить величину, сколь угодно близкую к (а <emphasis>+ b</emphasis>) <sup>n</sup> (см. <emphasis><a l:href="page_098-560">Ряд</a></emphasis>). Формула Н. б. играет важную роль во многих областях математики (алгебре, теории чисел и др.). </p>  
</section>
<section id="page_082-932"><title><p>Ньютона закон тяготения</p></title> <p><strong>Нью'тона зако'н тяготе'ния</strong>, закон всемирного тяготения, один из универсальных законов природы; согласно Н. з. т. все материальные тела притягивают друг друга, причём величина силы тяготения не зависит от физических и химических свойств тел, от состояния их движения, от свойств среды, где находятся тела. На Земле тяготение проявляется прежде всего в существовании силы тяжести, являющейся результатом притяжения всякого материального тела Землёй. С этим связан термин «гравитация» (от лат. gravitas — тяжесть), эквивалентный термину «тяготение».</p> <p>  Н. з. т., открытый в 17 в. И. <emphasis><a l:href="page_082-927">Ньютоном</a></emphasis>, формулируется следующим образом. Каждые две материальные частицы притягивают друг друга с силой <emphasis>F</emphasis>, прямо пропорциональной их массам <emphasis>m<sub>1</sub></emphasis> и <emphasis>m<sub>2</sub> </emphasis>и обратно пропорциональной квадрату расстояния <emphasis>r</emphasis> между ними:</p> <p><image l:href="#i-images-179917668.png"/>; (1)</p> <p>  сила <emphasis>F</emphasis> направлена вдоль прямой, соединяющей эти частицы. Коэффициент пропорциональности G — постоянная величина, наз. <emphasis><a l:href="page_012-643">гравитационной постоянной</a></emphasis> в системе СГС G » 6,7·10<sup>-8</sup> <emphasis>дин</emphasis>&#215;<emphasis>см</emphasis>&#215;<emphasis>г<sup>-2</sup></emphasis>. Под «частицами» здесь подразумеваются тела, размеры которых пренебрежимо малы по сравнению с расстояниями между ними, т. е. материальные точки. Н. з. т. можно интерпретировать иначе, полагая, что каждая материальная точка с массой <emphasis>m<sub>1</sub></emphasis> создаёт вокруг себя поле тяготения (гравитационное поле), в котором любая другая свободная материальная точка, находящаяся на расстоянии <emphasis>r</emphasis> от центра поля, приобретает ускорение, не зависящее от своей массы, равное</p> <p>  <image l:href="#i-images-180359933.png"/> (2)</p> <p>  и направленное к центру поля.</p> <p>  Силы тяготения (и гравитационные поля) отдельных интегральных частиц обладают свойством <emphasis><a l:href="page_129-060">аддитивности</a></emphasis>, т. е. сила, действующая на некоторую частицу со стороны нескольких др. частиц, равна геометрической сумме сил, действующих со стороны каждой частицы. Из этого следует, что тяготение между реальными материальными телами, с учётом их размеров, формы и распределения плотности вещества, можно определить, вычислив сумму сил тяготения (учитывающую направление составляющих сил) отдельных малых частиц, на которые можно мысленно разбить тела. Таким путём установлено, что шарообразное тело (однородное или со сферическим распределением плотности вещества) притягивает точно так же, как материальная точка, если расстояние <emphasis>r </emphasis>измеряется от центра шара.</p> <p>  В основном силы тяготения определяют характер движения небесных тел в космическом пространстве. Именно при изучении движения планет и их спутников был открыт Н. з. т. и впоследствии строго обоснован. В начале 17 в. И. <emphasis><a l:href="page_060-697">Кеплером</a></emphasis> были установлены эмпирическим путём основные закономерности движения планет (<emphasis><a l:href="page_060-698">Кеплера законы</a></emphasis>). Исходя из них, современники Ньютона (французский астроном И. Бульо, итальянский физик Дж. <emphasis><a l:href="page_128-887">Борелли</a></emphasis>, английский физик Р. <emphasis><a l:href="page_016-603">Гук</a></emphasis>) высказывали соображения, что движение планет может быть объяснено действием силы, которая притягивает каждую планету к Солнцу и которая убывает пропорционально квадрату расстояния от Солнца. Однако только Ньютон в «Математических началах натуральной философии» (1687) впервые это строго доказал, опираясь на свои первые два закона механики (см. <emphasis><a l:href="page_082-934">Ньютона законы механики</a></emphasis>) и на созданные им новые математические методы, составившие основу дифференциального и интегрального исчисления. Ньютон доказал, что движение каждой планеты должно подчиняться первым двум законам Кеплера именно в том случае, если они движутся под действием силы тяготения Солнца в соответствии с формулой (1). Далее Ньютон показал, что движение Луны может быть приближённо объяснено с помощью аналогичного силового поля Земли и что сила тяжести на Земле есть результат воздействия этого же силового поля на материальные тела вблизи поверхности Земли. На основании 3-го закона механики Ньютон заключил, что притяжение есть взаимное свойство, и пришёл к формулировке своего закона тяготения для любых материальных частиц. Выведенный по эмпирическим данным, на основании результатов наблюдений, с неизбежностью приближённых, Н. з. т. представлял собой вначале рабочую гипотезу. В дальнейшем потребовалась колоссальная работа в течение более чем двухсот лет для строгого обоснования этого закона.</p> <p>  Н. з. т. явился основой <emphasis><a l:href="page_080-661">небесной механики</a></emphasis>. В течение 17—19 вв. одной из основных задач небесной механики было доказательство того, что гравитационное взаимодействие по закону Ньютона точно объясняет наблюдаемые движения небесных тел в Солнечной системе. Сам Ньютон показал, что взаимное притяжение между Землёй, Луной и Солнцем объясняет довольно точно ряд наблюдавшихся с давних пор особенностей в движении Луны (т. н. вариации, движение узлов, движение перигея, колебания наклона лунной орбиты), что Земля из-за своего вращения и вследствие действия сил тяготения между частицами вещества Земли должна быть сплюснута у полюсов; действием сил тяготения Ньютон объяснил также и явление <emphasis><a l:href="page_092-586">прецессии</a></emphasis> земной оси, <emphasis><a l:href="page_092-783">приливы</a> </emphasis>и отливы и т.д. Одним из наиболее ярких в истории астрономии подтверждений справедливости Н. з. т. явилось открытие в 1845—46 планеты Нептун — результат предварительных теоретических расчётов, предсказавших положение планеты. Современные теории движения Земли, Луны и планет, основанные на Н. з. т., отражают наблюдаемые движения этих тел во всех деталях, за исключением нескольких эффектов (движения перигелиев Меркурия, Венеры, Марса), которые находят своё объяснение в релятивистской небесной механике, основанной на теории тяготения Эйнштейна (см. <emphasis><a l:href="page_113-305">Тяготение</a></emphasis>).</p> <p>  Гравитационное взаимодействие в соответствии с Н. з. т. играет главную роль в движении звёздных систем типа двойных и кратных звёзд, внутри звёздных скоплений и галактик. Однако гравитационные поля внутри звёздных скоплений и галактик имеют очень сложный характер, изучены ещё недостаточно, вследствие чего движения внутри них изучают методами, отличными от методов небесной механики (см. <emphasis><a l:href="page_044-821">Звёздная астрономия</a></emphasis>). Гравитационное взаимодействие играет также существенную роль во всех космических процессах, в которых участвуют скопления больших масс вещества. Н. з. т. является основой при изучении движения искусственных небесных тел, в частности искусственных спутников Земли и Луны, космических зондов. На Н. з. т. опирается <emphasis><a l:href="page_012-609">гравиметрия</a></emphasis>. Силы притяжения между обычными макроскопическими материальными телами на Земле могут быть обнаружены и измерены, но не играют сколько-нибудь заметной практической роли. В микромире силы притяжения ничтожно малы по сравнению с внутримолекулярными и внутриядерными силами.</p> <p>  Ньютон оставил открытым вопрос о природе тяготения. Не было объяснено также и предположение о мгновенном распространении тяготения в пространстве (т. е. предположение о том, что с изменением положений тел мгновенно изменяется и сила тяготения между ними), тесно связанное с природой тяготения. Трудности, связанные с этим, были устранены лишь в теории тяготения Эйнштейна, представляющей собой новый этап в познании объективных законов природы.</p>  <p>  <emphasis>Лит.:</emphasis> Исаак Ньютон. 1643—1727. Сб. ст. к трехсотлетию со дня рождения, под ред. акад. С. И. Вавилова, М. — Л., 1943; Берри А., Краткая история астрономии, пер. с англ., М. — Л., 1946; Субботин М. Ф., Введение в теоретическую астрономию, М., 1968.</p> <p><emphasis>  Ю. А. Рябов. </emphasis></p>  
</section>
<section id="page_082-934"><title><p>Ньютона законы механики</p></title> <p><strong>Нью'тона зако'ны меха'ники</strong>, три закона, лежащие в основе т. н. классической <emphasis><a l:href="page_076-108">механики</a></emphasis>. Сформулированы И. <emphasis><a l:href="page_082-927">Ньютоном</a></emphasis> (1687). Первый закон: «Всякое тело продолжает удерживаться в своём состоянии покоя или равномерного и прямолинейного движения, пока и поскольку оно не понуждается приложенными силами изменить это состояние». Второй закон: «Изменение количества движения пропорционально приложенной движущей силе и происходит по направлению той прямой, по которой эта сила действует». Третий закон: «Действию всегда есть равное и противоположное противодействие, иначе, взаимодействия двух тел друг на друга между собой равны и направлены в противоположные стороны».</p> <p>  Н. з. м. появились как результат обобщения многочисленных наблюдений, опытов и теоретических исследований Г. Галилея, Х. Гюйгенса, самого Ньютона и др.</p> <p>  Согласно современным представлениям и терминологии, в первом и втором законах под телом следует понимать <emphasis><a l:href="page_074-347">материальную точку</a></emphasis>, а под движением — движение относительно <emphasis><a l:href="page_054-637">инерциальной системы отсчёта</a></emphasis>. Математическое выражение второго закона в классической механике имеет вид: <image l:href="#i-images-185754808.png"/> или <emphasis>mw = F</emphasis>, где <emphasis>m</emphasis> — масса точки, u — её скорость, a w — ускорение, <emphasis>F</emphasis><strong> </strong>— действующая сила (см. <emphasis><a l:href="page_028-087">Динамика</a></emphasis>).</p> <p>  Н. з. м. перестают быть справедливыми для движения объектов очень малых размеров (элементарные частицы) и при движениях со скоростями, близкими к скорости света. См. <emphasis><a l:href="page_060-302">Квантовая механика</a></emphasis>, <emphasis><a l:href="page_085-750">Относительности теория</a></emphasis>.</p>  <p>  <emphasis>Лит.:</emphasis> Галилей Г., Беседы и математические доказательства, касающиеся двух новых отраслей науки, относящихся к механике и местному движению. Соч., [пер. с лат.], т. 1, М. — Л., 1934; Ньютон И., Математические начала натуральной философии, пер. с лат., в кн.: Крылов А. Н., Собр. трудов, т. 7, М. — Л., 1936, См. также лит. при ст. <emphasis><a l:href="page_076-108">Механика</a></emphasis>.</p> <p><emphasis>  С. М. Тарг. </emphasis></p> 
</section>
<section id="page_082-935"><title><p>Ньютона кольца</p></title> <p><strong>Ньютона кольца</strong>, интерференционные <emphasis><a l:href="page_091-094">полосы равной толщины</a></emphasis> в форме колец, расположенные концентрически вокруг точки касания двух поверхностей (двух сфер, плоскости и сферы и т.д.). Впервые описаны в 1675 И. <emphasis><a l:href="page_082-927">Ньютоном</a></emphasis>. <emphasis><a l:href="page_055-836">Интерференция света</a></emphasis> происходит в тонком зазоре (обычно воздушном), разделяющем соприкасающиеся тела; этот зазор играет роль тонкой плёнки, см. <emphasis><a l:href="page_084-660">Оптика тонких слоев</a></emphasis>. Н. к. наблюдаются и в проходящем и — более отчётливо — в отражённом свете. При освещении <emphasis><a l:href="page_077-930">монохроматическим светом</a></emphasis> длины волны Л, Н. к. представляют собой чередующиеся тёмные и светлые полосы. Светлые возникают в местах, где зазор вносит <emphasis><a l:href="page_095-210">разность хода</a></emphasis> между прямым и дважды отражённым лучом (в проходящем свете) или между лучами, отражёнными от обеих соприкасающихся поверхностей (в отражённом свете), равную целому числу l. Тёмные кольца образуются там, где разность хода лучей равна целому нечётному числу <sup>l</sup>/<sub>2</sub>. Разность хода определяется <emphasis><a l:href="page_084-679">оптической длиной пути</a></emphasis> луча в зазоре и изменением фазы световой волны при отражении (см. <emphasis><a l:href="page_085-794">Отражение света</a></emphasis>). Так, при отражении от границы воздух — стекло фаза меняется на p, а при отражении от границы стекло — воздух остаётся неизменной. Поэтому в случае двух стеклянных поверхностей <emphasis>т</emphasis>-е тёмное Н. к. в отражённом свете соответствует разности хода <emphasis>ml</emphasis> (т. е. толщине зазора <emphasis>d<sub>m</sub> = m</emphasis>l/2), где <emphasis>m </emphasis>— целое число. При касании сферы и плоскости (<strong><emphasis>рис. 1</emphasis></strong>) <emphasis>r<sub>m</sub> = </emphasis>(<emphasis>mlR</emphasis>)<emphasis><sup>1/2</sup></emphasis>. По теореме Пифагора, для треугольников с катетами <emphasis>r<sub>п</sub></emphasis> и <emphasis>r<sub>m</sub><sub> </sub> R<sup>2</sup> = </emphasis>(<emphasis>R — lm/2</emphasis>)<emphasis><sup>2</sup></emphasis> + <emphasis>r<sub>n</sub><sup>2</sup></emphasis> и <emphasis>R<sup>2</sup> = </emphasis>(<emphasis>R </emphasis>— <emphasis>lm/2</emphasis>)<emphasis><sup>2</sup> + r<sup>2</sup><sub>m</sub>,</emphasis> откуда следует — в пренебрежении очень малыми членами (<emphasis>ml</emphasis>/2)<sup>2</sup> и (<emphasis>nl</emphasis>/2)<sup>2</sup> и др.— часто используемая формула для Н. к.: R<emphasis> =</emphasis> (<emphasis>r<sub>n</sub><sup>2</sup></emphasis> — r<sup>2</sup><emphasis><sub>m</sub></emphasis>)<emphasis>/l(n — m</emphasis>). Эти соотношения позволяют с хорошей точностью определять l по измеренным <emphasis>r<sub>m</sub></emphasis> и <emphasis>r<sub>п</sub></emphasis> либо, если l известна, измерять радиусы поверхностей линз (<strong><emphasis>рис. 2</emphasis></strong>). Н. к. используются также для контроля правильности формы сферических и плоских поверхностей (<strong><emphasis>рис. 3</emphasis></strong>). При освещении немонохроматическим (например, белым) светом Н. к. становятся цветными, причём чередование цветов в них существенно отличается от обычного радужного из-за переналожения систем колец, соответствующих разным <emphasis>т</emphasis>. Наиболее отчётливо Н. к. наблюдаются при использовании сферических поверхностей малых радиусов кривизны (толщина зазора мала на большем расстоянии от точки касания).</p>  <p><emphasis>Лит.:</emphasis> Шишловский А. А., Прикладная физическая оптика, М., 1961; Дитчберн Р., Физическая оптика, пер. с англ., М., 1965.</p> <p><emphasis>  А. П. Гагарин.</emphasis></p> <image l:href="#i009-001-218357364.jpg"/><p>Рис. 2. Фотография колец Ньютона в отражённом свете.</p><image l:href="#i010-001-248199429.jpg"/><p>Рис. 1. К выводу соотношения между радиусами <emphasis>r</emphasis><sub>m</sub> колец Ньютона в отражённом свете, радиусом <emphasis>R</emphasis> сферической линзы и длиной волны l освещающего монохроматического света. О — точка касания сферы и плоскости; АА' = d<sub>m</sub> — толщина воздушного зазора в области образования <emphasis>m</emphasis>-го тёмного кольца. Применяя теорему Пифагора к прямоугольному треугольнику, малый катет (равный <emphasis>r</emphasis><sub>m</sub>) которого составляет перпендикуляр, опущенный из A' на СО, получим <emphasis>r</emphasis><sub>m </sub>= <emphasis>R</emphasis><sup>2</sup> — (<emphasis>R — </emphasis>d<sub>m</sub>)<sup>2 </sup>» 2Rd<sub>m</sub>, откуда условие d<sub>m</sub> = l<sub>m</sub>/2 даёт <image l:href="#i-images-193854771.png"/>.</p><image l:href="#i010-001-275529943.jpg"/><p>Рис. 3. Кольца Ньютона, полученные с посеребрёнными поверхностями. Извилины полос выявляют дефекты поверхностей.</p>
</section>
<section id="page_082-936"><title><p>Ньютона метод</p></title> <p><strong>Нью'тона ме'тод</strong>, метод приближённого нахождения корня <emphasis>x<sub>0</sub></emphasis> уравнения <emphasis>f </emphasis>(<emphasis>x</emphasis>)<emphasis> =</emphasis> 0, называемый также методом касательных. Н. м. состоит в том, что по исходному («первому») приближению <emphasis>х = a<sub>1</sub></emphasis> находят второе (более точное), проводя касательную к графику (см. <strong><emphasis>рис.</emphasis></strong>) <emphasis>у = f </emphasis>(<emphasis>x</emphasis>)<emphasis> в</emphasis> точке <emphasis>А [а<sub>1</sub> f </emphasis>(<emphasis>a<sub>1</sub></emphasis>)<emphasis>]</emphasis> до её пересечения с осью <emphasis>Ox</emphasis>; точка пересечения <emphasis>х = a<sub>1 </sub>—</emphasis> <emphasis>f </emphasis>(<emphasis>a<sub>1</sub></emphasis>)<emphasis>/f’</emphasis>(<emphasis>a<sub>1</sub></emphasis>) и принимается за новое значение <emphasis>a<sub>2</sub></emphasis>. корня. Повторяя в случае необходимости этот процесс, получают всё более и более точные приближения <emphasis>a<sub>2</sub></emphasis>, <emphasis>a<sub>3</sub></emphasis>,... корня <emphasis>x<sub>0</sub></emphasis> при условии, что производная <emphasis>f’</emphasis>(<emphasis>x</emphasis>) монотонна и сохраняет знак на сегменте, содержащем <emphasis>x<sub>0</sub></emphasis>. Ошибка e<sub>2</sub> = <emphasis>x<sub>0 </sub></emphasis>—<emphasis>a<sub>2</sub></emphasis> нового значения <emphasis>a<sub>2</sub></emphasis> связана со старой ошибкой e<emphasis><sub>1</sub></emphasis> <emphasis>= x<sub>0 </sub></emphasis>— <emphasis>a<sub>1</sub></emphasis> формулой <image l:href="#i-images-184817397.png"/>,   где <image l:href="#i-images-100407045.png"/> — значение второй производной функции <emphasis>f </emphasis>(<emphasis>x</emphasis>) в некоторой точке x, лежащей между <emphasis>x<sub>0</sub></emphasis> и <emphasis>a<sub>1</sub></emphasis>. Иногда рекомендуется Н. м. применять одновременно с к.-л. другим способом, например с <emphasis><a l:href="page_070-423">линейного интерполирования методом</a></emphasis>. Н. м. допускает обобщения, которые позволяют применять его для решения уравнений <emphasis>F </emphasis>(<emphasis>x</emphasis>)<emphasis> =</emphasis> 0 в нормированных пространствах (<emphasis>F—</emphasis> оператор в этом пространстве), в частности для решения систем уравнений и функциональных уравнений. Метод разработан И. <emphasis><a l:href="page_082-927">Ньютоном</a></emphasis> в 1669. </p>  <image l:href="#i009-001-207917579.jpg"/><p>Рис. к ст. Ньютона метод.</p>
</section>
<section id="page_082-937"><title><p>Ньютона механика</p></title> <p><strong>Нью'тона меха'ника</strong>, механика, в основе которой лежат <emphasis><a l:href="page_082-934">Ньютона законы механики</a></emphasis>; то же, что классическая <emphasis><a l:href="page_076-108">механика</a></emphasis>. </p>  
</section>
<section id="page_082-938"><title><p>Ньютона система рефлектора</p></title> <p><strong>Нью'тона систе'ма рефле'ктора</strong>, система <emphasis><a l:href="page_096-733">рефлектора</a></emphasis>, в которой лучи, отражаемые главным параболическим зеркалом, перехватываются плоским зеркалом и отражаются в направлении к стенке трубы телескопа, где размещается светоприёмная аппаратура. Используется только в небольших телескопах. Предложена И. <emphasis><a l:href="page_082-927">Ньютоном</a></emphasis> около 1670. </p>  
</section>
<section id="page_082-939"><title><p>Ньютоновская жидкость</p></title> <p><strong>Нью'тоновская жи'дкость</strong>, вязкая жидкость, жидкость, подчиняющаяся при своём течении закону вязкого трения Ньютона. Для прямолинейного ламинарного (слоистого) течения этот закон устанавливает наличие линейной зависимости (прямой пропорциональности) между касательным напряжением t в плоскостях соприкосновения слоев жидкости и производной от скорости течения u по направлению нормали <emphasis>n </emphasis>к этим плоскостям, т. е. <image l:href="#i-images-109132785.png"/>, где h — динамический коэффициент вязкости. В общем случае пространственного течения для Н. ж. имеет место линейная зависимость между тензорами напряжений и скоростей деформаций. Свойствами Н. ж. обладают большинство жидкостей (вода, смазочное масло и др.) и все газы. Течение Н. ж. изучается в <emphasis><a l:href="page_010-201">гидроаэромеханике</a></emphasis>. Жидкости, для которых указанные выше зависимости не являются линейными [например, при прямолинейном течении <image l:href="#i-images-114534351.png"/>, где k &amp;sup1; 1], называются неньютоновскими. К ним относится ряд суспензий и растворов полимеров. Такие течения изучает <emphasis><a l:href="page_096-557">реология</a></emphasis>.</p> <p><emphasis>  С. М. Тарг. </emphasis></p>  
</section>
<section id="page_082-940"><title><p>Нью-Уэстминстер</p></title> <p><strong>Нью</strong>-<strong>Уэ'стминстер</strong> (New Westminster), город и порт в Канаде, в провинции Британская Колумбия. 43 тыс. жителей (1971). Промышленный пригород Ванкувера. Лесопильное, целлюлозно-бумажное, рыбо- и фруктоконсервное производство. Машиностроение (суда, горное оборудование). Вывоз зерна, пиломатериалов, угля, цветных металлов. </p>  
</section>
<section id="page_082-941"><title><p>Ньюфаундленд (остров)</p></title> <p><strong>Ньюфа'ундле'нд</strong> (Newfoundland), остров в Атлантическом океане, у берегов Северной Америки; отделен от полуострова Лабрадор проливом Белл-Айл. Часть территории канадской провинции Ньюфаундленд. Площадь 111 тыс. <emphasis>км<sup>2</sup></emphasis> (по др. данным, 125 тыс. <emphasis>км<sup>2</sup></emphasis>). Население около 470 тыс. чел. (1966), сосредоточено главным образом на побережье. В структурно-геологическом отношении Н. — часть горной системы <emphasis><a l:href="page_066-091">Аппалачей</a></emphasis>. Поверхность — волнистая равнина с останцовыми кряжами высотой до 814 <emphasis>м</emphasis>. Берега преимущественно скалистые, высокие. Климат умеренный, осадков 750—1500 <emphasis>мм</emphasis> в год. Средние месячные температуры от —4, —10 °С до 10—15 °С. Реки короткие и порожистые. Много озёр и болот. Почвы преимущественно подзолистые, щебнистые. До высоты 350—400 <emphasis>м —</emphasis> хвойные леса из бальзамической пихты, белой и чёрной ели, американские лиственницы с примесью берёзы, выше — участки тундровой растительности. </p>  
</section>
<section id="page_082-943"><title><p>Ньюфаундленд (порода собак)</p></title> <p><strong>Ньюфа'ундленд</strong>, водолаз, порода служебных собак. Выведена на острове Ньюфаундленд. Крупная собака с большой головой, висячими ушами, густой длинной чёрной шерстью. Высота в холке кобелей 68—75 <emphasis>см</emphasis>, сук 62—70 <emphasis>см</emphasis>. Используется для караульной службы, вытягивания рыбачьих сетей, спасения утопающих. Разводят Н. главным образом в США, странах Западной Европы. В СССР скрещиванием Н. с местными породами выведен отечественный Н., известный более под названием «водолаз».</p>  <image l:href="#i010-001-254267275.jpg"/><p>Илл. к ст. Ньюфаундленд.</p>
</section>
<section id="page_082-942"><title><p>Ньюфаундленд (провинция в Канаде)</p></title> <p><strong>Ньюфа'ундле'нд</strong> (Newfoundland), провинция на В. Канады, у Атлантического побережья. Включает о. Ньюфаундленд и северо-восточную часть полуострова Лабрадор. Площадь 404,6 тыс. <emphasis>км<sup>2</sup></emphasis>. Население 522 тыс. чел. (1971), в том числе городского 57%. Административный центр и главный порт — г. Сент-Джонс. Н. даёт около <sup>1</sup>/<sub>3</sub> улова рыбы (в основном треска) и около 10% лесозаготовок страны. Добыча железной руды (Лабрадор-Сити, Уобуш), свинца и цинка (Баканс, Уэлбек), меди (Бей-де-Верд), плавикового шпата (Сент-Лоренс). Главные отрасли промышленности — целлюлозно-бумажная (Корнер-Брук, Гранд-Фолс) и рыбоперерабатывающая. Нефтехимия и транспортное машиностроение (Сент-Джонс). Крупная ГЭС — Черчилл-Фолс. Сельское хозяйство носит подсобный характер.</p> <p>  В 11 в. побережье острова Н. посещали норманны, в 1497 — английская экспедиция Дж. <emphasis><a l:href="page_057-305">Кабота</a></emphasis>. После длительного соперничества с Францией по Утрехтскому миру 1713 Н. был признан английским владением. Коренное население (индейцы и эскимосы) к началу 19 в. было почти полностью истреблено. В 1855 было создано т. н. ответственное правительство. 2-я половина 19 — начало 20 вв. отмечены быстрым ростом промышленности Н. Помимо традиционного рыболовства и лесозаготовок, начались разработка рудных месторождений, строительство железных дорог. Появился промышленный пролетариат, возникли профсоюзы. В 1917 за Н. был признан статус доминиона; в 1927 в его состав была включена часть полуострова Лабрадор. В 1934—1949 управлялся как колония английским губернатором. 31 марта 1949 вошёл в качестве провинции в состав Канады.</p> <p><emphasis>  В. А. Тишков. </emphasis></p>  <image l:href="#i009-001-203540630.jpg"/><p>Провинция Ньюфаундленд.</p>
</section>
<section id="page_082-945"><title><p>Нью-Хейвен</p></title> <p><strong>Нью-Хе'йвен</strong> (New Haven), город на С.-В. США, в штате Коннектикут, на Ю. Новой Англии. 137 тыс. жителей, с пригородами 356 тыс. (1970). Порт на берегу пролива Лонг-Айленд (грузооборот свыше 10 млн. <emphasis>m</emphasis> в 1970). В промышленности 45 тыс. занятых (1969). Производство огнестрельного оружия и боеприпасов, приборов, часов, электротоваров, промышленного оборудования и инструмента, химическая и резиновая промышленность. Йельский университет (основан в 1701). Н.-Х. основан в 1638. </p>  
</section>
<section id="page_082-946"><title><p>Нью-Хэмпшир</p></title> <p><strong>Нью-Хэ'мпшир</strong> (New Hampshire), штат на С.-В. США, в Новой Англии, граничит с Канадой. Большая часть штата занята хребтами Аппалачей; на С.-В. — Белые горы (г. Вашингтон, 1916 <emphasis>м</emphasis>), на Ю.-В. — приморская низменность. Площадь 24,2 тыс. <emphasis>км<sup>2</sup></emphasis>. Население 738 тыс. чел. (1970), в т.ч. городского 56,4%. Административный центр — г. Конкорд, самый большой город — Манчестер. В обрабатывающей промышленности занято 104 тыс. (1970; 35,5% экономически активного населения). Машиностроение (электротехника, производство промышленного оборудования), кожно-обувная, текстильная, целлюлозно-бумажная, судостроительная промышленность. В сельском хозяйстве преобладает животноводство молочного направления, птицеводство. Возделываются кормовые травы, кукуруза на силос, картофель. Садоводство и огородничество. Много озёр. На С. значительная площадь под хвойными лесами. Туризм.</p> <p><emphasis>  Ю. А. Колосова. </emphasis></p>  <image l:href="#i010-001-268760098.jpg"/><p>Нью-Хэмпшир.</p>
</section>
<section id="page_082-947"><title><p>Ньямлагира</p></title> <p><strong>Ньямлаги'ра</strong>, Ньямурагира (Nyamlagira, Nyamuragira), действующий щитовидный вулкан в группе <emphasis><a l:href="page_005-286">Вирунга</a> </emphasis>в Заире, к С. от озера Киву. Высота 3056 <emphasis>м</emphasis>. Имеет форму очень пологого купола, на вершине которого находится широкий (около 2 <emphasis>км</emphasis>) кратер с крутыми, частично разрушенными стенами и плоским, разбитым трещинами днищем. Наиболее крупное извержение в 1938—40. </p>  
</section>
<section id="page_082-948"><title><p>Ньянгчу</p></title> <p><strong>Ньянгчу'</strong>, река на Тибетском нагорье, правый приток р. Цангпо (Брахмапутра). Длина около 250 <emphasis>км</emphasis>, площадь бассейна около 12 тыс. <emphasis>км<sup>2</sup></emphasis>. Истоки на северных склонах Гималаев, протекает в узкой долине. Весенне-летнее половодье, зимой замерзает. Долина Н. плодородна. По ней проходит основной транспортный путь через Гималаи из Сиккима в Лхасу. На Н. — населённые пункты Джангдзе, Шигацзе (в устье). </p>  
</section>
<section id="page_082-949"><title><p>Ньянджа язык</p></title> <p><strong>Нья'нджа язы'к</strong>, чиньянджа, манганджа, язык народности <emphasis><a l:href="page_072-971">малави</a></emphasis> (мараве, в том числе ньянджа) и близких к ней народностей — мбо, тонга, маканга, тумба и матенго в Малави, соседних районах Замбии и Мозамбика. Выделяются диалекты манганджа, пета, чева, восточный (ньяса), мбо, мазаро. Литературный язык ньянджа (чиньянджа) построен на диалектах манганди, чева и пета, распространённых на Ю. Малави. По классификации К. Дока (ЮАР), относится к восточно-центральной зоне языков <emphasis><a l:href="page_095-351">банту</a></emphasis>.</p>  <p>  <emphasis>Лит.:</emphasis> Hetherwick A., A practical manual of the Nyanja language, 6 ed., L., 1922; Scott D. C., Hetherwick A., Dictionary of the Nyanja language, L., 1951. </p>  
</section>
<section id="page_082-950"><title><p>Ньяса</p></title> <p><strong>Нья'са</strong> (Nyasa), Малави, озеро в Африке, в Мозамбике, Танзании и Малави. Расположено в сбросовой впадине на высоте 472 <emphasis>м</emphasis>. Площадь 30,8 тыс. <emphasis>км<sup>2</sup></emphasis>. Глубина до 706 <emphasis>м</emphasis> (в северной части водоёма, где дно его лежит значительно ниже уровня моря). Берега крутые и скалистые, высокие, особенно на С. и С.-В. Южная часть котловины лежит в широкой впадине, берега обрамляет узкая полоса прибрежной равнины. Среднегодовой приход воды в озеро (речной сток плюс осадки) около 72 <emphasis>км<sup>2</sup></emphasis>, испарение около 66 <emphasis>км<sup>3</sup></emphasis>. Сток по р. Шире, впадающей в р. Замбези. Сезонные колебания уровня достигают 1 <emphasis>м</emphasis>. Помимо сезонных, наблюдаются многолетние колебания уровня, связанные с колебаниями осадков, процессами образования и разрушения бара в истоке р. Шире. Озеро богато рыбой (около 230 видов), в частности видами тилапи, водятся крокодилы, бегемоты, много водоплавающей птицы. Характерны сильные штормы и прибои у крутых берегов, затрудняющие судоходство (пассажиры перевозятся только днём). Порты: Чипока, Нкота-Кота, Каронга, Бандаве, Монки-Бей (Малави), Мвая, Мбамба-Бей (Танзания), Кобве, Метангула (Мозамбик). Открыто в 1616 португальцем Г. Букарру.</p> <p><emphasis>  А. П. Муранов. </emphasis></p>  
</section>
<section id="page_082-951"><title><p>Ньясаленд</p></title> <p><strong>Нья'саленд</strong> (Nyasaland), бывшее английское владение в Восточной Африке (с конца 19 в.). В 1953—63 входило в созданную Великобританией колонию Федерацию Родезии и Ньясаленда. С 1964 — государство <emphasis><a l:href="page_072-971">Малави</a></emphasis>. </p>  
</section>
<section id="page_082-952"><title><p>Ньяя</p></title> <p><strong>Нья'я</strong> (санскр., буквально— правило, канон, логика вообще), одна из шести ортодоксальных (т. е. признающих авторитет <emphasis><a l:href="page_003-662">вед</a></emphasis>) систем индийской философии. Различают «первоначальную» Н., исходным текстом которой была «Ньяя-сутра» Гаутамы (2 в. до н. э. или 2 в. н. э.), а наиболее важными комментариями к ней — «Ньяя-бхашья» Ватсьяяны (4—5 вв.), «Ньяя-варттика» Удьотакары (7 в.), «Ньяя-варттика-татпарьятика» Вачаспати Мишры (9 в.), «Ньяя-манджари» Джаянты Бхатты (10 в.) и «Киранавали» Удаянты (10 в.), и «новую» Н. («Навья-Ньяя»), основной текст которой — «Таттва-чин-тамани» Гангеши Упадхьяи (12 в.) и многочисленные работы его последователей в 14—18 вв.: Васудевы Сарвабхаумы, Рагхунатхи Широмани, Матхуранатхи и др. Предметом «первоначальной» Н. являлся анализ проблем логики, семантики, грамматики и теории познания, возникавших при определении правил ведения философских диспутов и нахождении критериев достоверного опытного знания. Эти проблемы распределялись по 16 основным темам: источники истинного знания (чувственное восприятие, логический вывод, аналогия и словесное свидетельство авторитета), объекты познания (в т. ч. материальные предметы, морально-этические ценности, психические состояния и религиозные феномены), ситуации сомнения в подлинности знания, мотивы к совершению действий, примеры, на которых возможно достижение согласия между участниками диспута, основания для доказательств, структура логического вывода, гипотетического умозаключения, способы открытия нового знания, диспуты, приводящие к установлению истины, софистические споры, правила опровержения оппонента, ошибки в логическом выводе, признаки подмены терминов, уловки в споре и условия признания поражения в споре. По мере развития Н. всё больше внимания уделялось формально-логической проблематике, а вопросы теории познания и методологии, дискуссии отходили на второй план. Сложилась классическая пятичленная форма логического вывода, радикально отличающаяся от аристотелевской силлогистики, во-первых, тем, что термины вывода определяются по правилам <emphasis><a l:href="page_071-051">логики отношений</a></emphasis>, а не логики субъектов и предикатов, во-вторых, той ролью, какую играл пример в структуре вывода. Представители Н., занимая позиции крайнего логического реализма, не допускали возможности отношений с недемонстрируемыми терминами; поэтому пятичленная структура вывода сохраняла особенности умозаключения по аналогии или уподобления образцу и не могла быть сведена к трёхчленному силлогизму.</p> <p>  Усиление реалистических тенденций в теории познания Н. шло параллельно с её сближением, а затем практически слиянием с атомистической философией <emphasis><a l:href="page_002-772">вайшешики</a></emphasis>, у которой Н. заимствовала всю физику и систему онтологических категорий, превращенных Н. в теоретико-познавательные. «Знание» для Н. приобрело такое же положение, как и объекты физического мира, а способам его получения и верификации был придан строго операционалистский характер. Это превращение завершилось в «новой» Н., авторы которой занимались почти исключительно проблемами формальной логики и логической семантики. Они создали законченную систему интенсиональной логики, все правила которой были строго формализованы. При получении терминов логического вывода главными являлись операции многоступенчатого отрицания, позволявшие осуществлять логического действия без кванторов и содержательного ограничения свойств, что позволяло полностью исключить случаи недемонстрируемости терминов.</p>  <p>  <emphasis>Лит.:</emphasis> Vidyabhusana S. С., A history of Indian logic, Calc., 1921; Keith A. B., Indian logic and atomism, Oxf., 1921; Randle Н. N., Indian logic in the early schools, Oxf., 1930; Chatterjee S. C., Ny&#257;ya theory of knowledge, N. Y., 1939; Ingalls D. Н. H., Materials for the study of Navya-ny&#257;ya logic, Camb., 1951; MatiIaI B. K., The Navya-ny&#257;ya doctrine of negation, Camb., 1968; его же, Epistemology, logic and grammar in Indian philosophical analysis, The Hague, 1971. </p> 
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