В биноклях используется два типа призм – PORRO-призма и ROOF-призма. PORRO – это классический и самый распространённый тип призм, расположенных таким образом, что одна наполовину перекрывает другую и находится к ней под углом в 90 градусов. Такие бинокли выглядят как обычные, окуляр и объектив располагаются не на одной прямой, а как бы ступенькой. ROOF-призма – более сложная система, в которой объектив и окуляр находятся строго на одной прямой, что позволяет уменьшить габариты бинокля и снизить рассеивание света. Бинокль с ROOF-призмой выглядит как две скрепленные между собой трубки. Некоторые параметры по сравнению с PORRO-системой улучшены, но инструменты с такой призмой и стоят дороже классических.
Схемы биноклей с PORRO-призмой (слева) и ROOF-призмой
Качество оптики, используемой для производства биноклей, в основном определяется тем, какая именно компания выпустила данную модель. Оптическая конструкция бинокля может быть как крайне сложная многолинзовая, так и простая. В любом случае, просветление должно быть нанесено на все элементы оптической системы.
Просветление – необходимый элемент современной технологии оптического производства. Оно призвано минимизировать потери в качестве изображения, связанные с отражением света поверхностями стекла, а также с возникновением хроматических и коматических аберраций, ореола. В дешевых некачественных биноклях просветление (или его имитация) наносится, как правило, только на внешнюю линзу. Но если вы покупаете прибор крупной уважаемой марки, то можете быть уверены, что все его детали соответствуют высочайшим технологическим требованиям. Так, фирма Pentax использует линзы с многослойным эксклюзивным просветлением Pentax smc во всех моделях своих биноклей. Для инструмента с оптической схемой из 6 непросветлённых элементов (12 поверхностей) потери света составят около 40% , а для такой же конструкции с линзами с smc-просветлением – всего 2,4%. Эти цифры – наглядная иллюстрация того, что разница в ценах на кустарную продукцию и высокотехнологичные изделия флагманов оптической промышленности не создаётся искусственно, а является объективным выражением затраченных ресурсов и вложенного труда.
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)
Просветление – неотъемлемый атрибут качественной оптики
Сложная оптическая система дорогих моделей даёт практически идеальное качество изображения. Она приближена к сложнейшей конструкции фотообъектива – именно этим объясняется высокая стоимость таких биноклей. При производстве призм компания Pentax использует лучшее на сегодня оптическое стекло ВаК4, которое существенно уменьшает потери света, вызванные его поглощением и рассеянием. Кроме того, в некоторых биноклях применяются асферические линзы, позволяющие справиться с оптическими искажениями без серьёзного усложнения конструкции.
Думаем, что приведённой информации достаточно для того, чтобы по-новому взглянуть на витрину с десятками биноклей или оценить уже имеющийся прибор. А в следующей публикации мы расскажем о биноклях различного назначения (и разной стоимости) на примере модельного ряда одного из ведущих мировых производителей оптических наблюдательных приборов – компании Pentax.