Человек, который более полувека занимается научной работой, рано или поздно начинает задумываться об истоках и эволюции идей и принципов (постулатов), положенных в основу существовавших и существующих наук о природе материи и духа. Порою кажется, что в поисках и озарениях, связанных с изучением законов природы, ничуть не меньше мистики, чем в актах творчества, имеющих отношение к созданию гениальной музыки, живописи, поэзии и прозы, хотя люди, далёкие от науки, нередко полагают, что труд учёного подобен скрупулёзной и скучной работе бухгалтера, которому крайне важно, чтобы дебет сходился с кредитом в бесконечных столбцах цифр.
Попытки представить себе целостную картину мира приводят к формированию мировоззрения. Эти попытки автор отобразил в цикле научно-популярных статей, которые были написаны в разное время. в силу этого, в некоторых статьях возможны повторения описания отдельных идей. Тематика статей весьма разнообразна: история естествознания («Плечи гагинтов», «От непрерывного к дискретному миру», современная картина природы («Размышления о вечном», «Круги на воде», «Ландшафт Вселенной», «Приподнимем занавес за краешек…») или общефилософские («Просто – не получится», «Зрение мира», «Человек»). Многие статьи неоднократно перерабатывались. Некоторые публиковались ранее в сетевом альманахе «Лебедь» (www.lebed.com), другие публикуются впервые.
Автор у старого здания Петербургского университета, 2003 г.
Публицистическая и научно-популярная деятельность автора начинается со статьи «Человек», которая имеет необычную историю. Дело в том, что во времена Советского Союза автору не удалось опубликовать ни строчки, помимо собственно научных статей. Когда он появлялся в редакциях, серьёзный человек в пиджаке с галстуком или дама в роговых очках, вперяли в него суровый взгляд и спрашивали: «Вы кто?». Узнав, что посетитель не член Союза писателей, они возмущённо разводили руками: «Что же вы здесь делаете?». С началом перестройки автор послал свой рассказ другу, перебравшемуся на жительство на Аляску. Тот, под впечатлением прочитанного, спросил, можно ли это опубликовать. Получил разрешение, и через день (!) рассказ был опубликован в газете «Новое русское слово».
Валентин Иванов, 23 августа 2021 г.
«If I have seen further it is by standing on the shoulders of Giants».
(Если я видел дальше других, то потому, что стоял на плечах гигантов)
Исаак Ньютон, 1676.
Полотно истории рождения физических идей соткано усилиями тысяч талантливых исследователей самых разных стран и народов. Полное его описание составит многие десятки томов, но именно по этой причине чтение этого полотна не профессионалами очень скоро превратится в скучное и утомительное занятие. В то же время, знание общей структуры этого полотна совершенно необходимо современному человеку, ибо такое знание предопределяет мировоззрение каждого из нас. Настоящая работа ставит своей целью дать широкому читателю представление о краеугольных камнях истории познания природы, которые разделяют полотно истории на самостоятельные этапы. Каждый из таких этапов носит отдельное название, определяется своей методологией познания и ассоциируется с именами конкретных гениев-учёных. Возможно, кому-то такое приписывание рождения принципиально новых идей одному человеку покажется несправедливым, но точное и подробное описание всех предшественников каждой идеи непременно порождает многословие и скуку при чтении.
Из всего полотна истории мы выделим лишь четыре главных страницы. Первую из них мы ассоциируем с именем Аристотеля, родом из фракийского города Стагир, прозванного по месту происхождения Стагиритом (384 – 322 г. до н.э.). Аристотель, по-видимому, был первым учёным энциклопедических познаний в науках эллинского периода: философии, медицине, политике, логике, риторике, физике, ботанике, теологии, этике и пр. Ученик великого греческого философа Платона, воспитатель Александра Македонского, основатель Ликея и философской школы перипатетиков, именно он заложил основы современных естественных наук, создал понятийный аппарат философии и физики. Научный авторитет Аристотеля был непререкаемым в течение более чем полутора тысячелетий. Он ввёл понятия философских категорий: пространства, времени, материи, пустоты, бесконечности и движения. Оставил после себя восьмитомный труд под названием «Физика», в котором отделил бытовавший в то время термин «Натуральная философия» от собственно изучения свойств природы, дав названием ему «физика» и определив физиком исследователя природных явлений. С именем Аристотеля ассоциируют также термин «Метафизика» (дословный перевод «после физики»), хотя сам автор этого слова не употреблял, а слово ввёл издатель его трудов Андроник Родосский, озаглавив этим термином 14 философских книг, изданных после цикла «Физика».
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Аристотель Стагирит (384 – 322 гг. до н.э.)
С Аристотеля начинается систематическое построение науки логики. Он разработал теорию мышления и его формы, понятия суждения и умозаключения. Метод же познания, развиваемый большинством философов того времени, можно назвать созерцательным или умозрительным. В соответствии с этим методом, наблюдение явлений природы, получение первичных ощущений, накопление фактов является низшей ступенью познания. Главная задача исследователя заключается в том, чтобы путём строгих логических рассуждений построить цепочку внутренне непротиворечивых силлогизмов, заключительная часть которых и содержит новое знание о предмете. Сам же опыт (эксперимент) не позволяет получить истинного знания о сущности изучаемого объекта, поскольку опыт предполагает создание искусственных условий для изучения, в то время как сущность объекта раскрывается во всей полноте только при естественном, ненасильственном ходе явления природы, ибо высшие формы достоверного знания созерцаются умом непосредственно.
Рассуждения Аристотеля о природе пространства и времени прездставляют значительный интерес и в наше время, поскольку именно он дал первые точные формулировки этих фундаментальных физических и философских категорий. Смысл и содержание этих категорий со времён Аристотеля неоднократно подвергались полному пересмотру вплоть до ХХ века. Этот проницательный учёный впервые сформулировал, что главной задачей физики является изучение свойств движения, причём он различал три основных вида движения: простейший – перемещение тела в пространстве с одного места на другое, изменение качества предмета (превращение) и количественные изменения его свойств (прибыль-убыль). Главная же задача физика заключается в поиске причин появления или прекращения движения. Объект, инициирующий движение Аристотель называет двигателем, а изучаемое тело – движимое. Передача свойств движения от двигателя к движимому телу осуществляется непосредственным контактом двигателя с движимым или через промежуточные тела, контактирующие между ними. В таком случае возникает парадокс: каким образом движется камень в свободном полёте, брошенный рукой, когда контакта камня с рукой уже нет. Этот парадокс Аристотель блестяще разрешает, объясняя, что камень движется в воздухе, частицы которого пришли в движение в момент начала броска. Сместившийся в полёте камень создаёт позади себя область разрежения, в которую устремляются частицы окружающего воздуха и, тем самым, толкают камень, побуждая его продолжать движение. Главной количественной характеристикой двигателя является сила, которая и определяет скорость движения. То, что мы называем теперь уравнениями движения в эпоху Аристотеля сводилось к пропорциям, поскольку складывать, вычитать, умножать, делить и сравнивать можно было только величины одного сорта. В этом смысле, уравнение движения в теории Аристотеля можно было записать как