Оригинальное название:
The Colour Code. Why We See Red, Feel Blue and Go Green
Научные редакторы Мария Лисичникова, Азат Гизатулин
Все права защищены. Никакая часть данной книги не может быть воспроизведена в какой бы то ни было форме без письменного разрешения владельцев авторских прав.
Copyright © Paul Simpson, 2021
© Издание на русском языке, перевод, оформление. ООО «Манн, Иванов и Фербер», 2022
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Цвет является средством, которым можно непосредственно влиять на душу. Цвет – это клавиш; глаз – молоточек; душа – многострунный рояль[1].
Василий Кандинский
Сколько цветов у радуги? С тех пор как Исаак Ньютон кодифицировал спектр, ответ очевиден – семь: красный, оранжевый, желтый, зеленый, голубой, синий и фиолетовый, по первым буквам которых составлен акростих «Каждый охотник желает знать, где сидит фазан». Однако Аристотель в своем трактате «Метеорологика» предположил, что в радуге всего три основных цвета: красный, зеленый и фиолетовый. Появление желтого, утверждал Аристотель, было просто эффектом контраста красного и зеленого. По мнению антропологов, для проживающих в Амазонии племен пирахан и кандоши, в языке которых нет конкретных терминов для обозначения цветов, в радуге только два тона: более темный (холодный) и более светлый (теплый). На самом деле в радуге нет определенного числа цветов, потому что каждый цвет незаметно переходит в другой. Когда мы даем названия цветам, мы устанавливаем порядок в той небольшой части электромагнитного спектра, которую называем видимым светом (это волны длиной приблизительно от 400 до 740 нанометров).
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)
Возможно, Ньютон (признававший, что его «собственные глаза не слишком хорошо различают цвета») решил, что семь – правильное число потому, что обратил внимание на давнюю традицию выделения групп из семи предметов (семь дней в неделе, семь чудес света, семь нот в музыкальной гамме, семь свободных искусств и т. д.).
В монографии «Оптика» (1704) Ньютон разделил цвета на основные (красный, синий и желтый), вторичные (зеленый, оранжевый и фиолетовый) и третичные (цвета, названия которых пишутся через дефис). Смешивая основные цвета, можно создать любой другой цвет. Своими экспериментами Ньютон доказал, что белый свет можно разложить на чистые «призматические» цвета (цвета радуги), а затем объединить их и снова получить белый свет. И вот какой вывод сделал ученый: «Если бы солнечный свет состоял из одного только сорта лучей, во всем мире был бы только один цвет»[2].
Взгляды Ньютона разделяли далеко не все. Джон Китс, как известно, сетовал на то, что Ньютон «разрушил поэзию радуги, сведя ее к призме», а немецкий поэт и естествоиспытатель Иоганн Вольфганг фон Гёте в своей книге «Учение о цвете» (1810) горячо отстаивал точку зрения, что цвет – это нечто субъективное, а не чисто научное явление. Цвет, утверждал Гёте, возникает как результат взаимодействия между физическим поведением света и аппаратом, с помощью которого мы его воспринимаем. В соответствии с этим Гёте разделил спектр на улучшающие жизнь «положительные» цвета (желтый, желто-красный) и вызывающие тревогу «отрицательные» (синий, фиолетовый и сине-зеленый). Философ Людвиг Витгенштейн заметил: «На самом деле Гёте искал не физиологическую, а психологическую теорию цвета».
Симметричное цветовое колесо Гёте с «взаимно вызванными цветами». 1810
Упорство, с которым Гёте настаивал на эмоциональной силе цвета, вдохновило Уильяма Тёрнера, который назвал свою картину «Свет и цвет (теория Гёте). Утро после потопа. Моисей пишет Книгу Бытия» (1843). Со временем идеи Гёте подхватили самые разные художники, в том числе Винсент Ван Гог, Казимир Малевич, Василий Кандинский (чья книга «О духовном в искусстве» написана под влиянием Гёте) и Марк Ротко. Можно сказать, что Гёте, особо отмечавший субъективность визуального восприятия, был предшественником таких мыслителей, как французский историк культуры Мишель Пастуро, автор серии великолепных книг о цвете. Мы смотрим на мир сквозь призму более сложную, чем призма Ньютона. Эмоции, культурная среда, возраст, пол, религиозная принадлежность, политические взгляды, спортивные предпочтения и личный жизненный опыт – все это играет свою роль в нашем видении окружающего мира. Выражаясь словами Пастуро, «цвет – это прежде всего социальная конструкция».
Размышления Гёте о контрастных, взаимодополняющих и переходящих один в другой цветах получили научное обоснование в трудах французского химика Мишеля Эжена Шеврёля. В 1824 году ему было поручено возродить парижскую мануфактуру Гобеленов. Покупатели жаловались, что цвета изделий слишком тусклые и серые. Изучив использовавшиеся красители и убедившись, что они такие же яркие, как и у других производителей, Шеврёль пришел к выводу, что проблема не химического, а оптического свойства: кажущаяся тусклость была вызвана тем, как цвета взаимодействовали друг с другом. Шеврёль сформулировал теорию одновременного цветового контраста и описал ее в книге «О законе одновременного контраста цветов» (1839), где проанализировал, каким образом на интенсивность цвета влияют соседние с ним цвета. Объединив все цвета видимого спектра в круг, Шеврёль показал, что взаимодополняющие цвета – они занимают противоположные положения на цветовом круге – дают в сочетании друг с другом больший визуальный эффект.
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)
Иллюстрация из книги Мишеля Эжена Шеврёля «О законе одновременного контраста цветов»
Для художников XIX века книга Шеврёля стала самым распространенным и авторитетным руководством по применению цвета. Эжен Делакруа настолько проникся работой Шеврёля, что заявил: «Дайте мне грязь, и я сотворю вам кожу Венеры, если вы разрешите мне избрать то окружение, которое я пожелаю»[3]. Импрессионисты признавали, что, нанося на холст мазки чистого цвета и позволяя глазу зрителя оптически комбинировать их, можно сделать свет и цвет ярче. Один из цветовых эффектов Шеврёля, использование множества монохроматических точек, вдохновил Жоржа Сёра и Поля Синьяка на создание течения пуантилизм. Абстрактные цвета, которые применяли художники-орфисты, в частности Робер и Соня Делоне и Франтишек Купка, тоже берут начало в основополагающем труде Шеврёля.
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Как мы видим цвет? Через зрительный нерв мозг получает сигналы от двух типов фоторецепторов на задней стороне сетчатки – палочек и колбочек. Палочки дают нам возможность видеть при тусклом свете, а колбочки позволяют различать цвета при ярком свете. В самом начале XIX века английский ученый Томас Юнг предположил, что клетки колбочек чувствительны к трем длинам волн излучения: красного, зеленого и сине-фиолетового цветов. Теорию Юнга развил немецкий физик Герман Гельмгольц, утверждавший, что каждая колбочка воспринимает свет одной из этих волн, а относительная интенсивность волн интерпретируется мозгом как цвет. Большинство из нас – трихроматы, потому что у нас есть три типа колбочек, каждый из которых способен видеть сто оттенков, а максимальное число цветовых комбинаций, которые может увидеть наш мозг, составляет один миллион. Однако среди нас встречаются и тетрахроматы; о том, сколько таких людей, ведутся жаркие споры. Тетрахроматы (чаще всего это женщины) обладают четырьмя типами колбочек, поэтому различают до ста миллионов оттенков.