Особенности фотографирования птиц
Фотографирование птиц, – это настоящая фотоохота, захватывающая и интересная. Люди издавна воспели в своих произведениях любимых птиц. Про соловьев, соколов, чибисов, скворцов поют песни и сейчас.
Сделать хороший снимок птицы – это настоящее искусство. Можно снимать птиц, но, ни в коем случае нельзя им вредить.
При фотографировании запрещено:
– ловить птиц,
– подходить близко к слеткам,
– трогать яйца птиц, от этого родители могут покинуть гнездо,
– брать в руки упавших из гнезда птенцов,
– пугать и преследовать редкие виды,
– категорически запрещено гоняться за птицами, занесенными в Красную книгу.
Запретов этих не так много, все равно вы получите эстетическое удовольствие от встречи с природой при съемке пичуг, таких беззащитных, но красивых и привлекающих наше внимание и любимых.
Вы сможете принести пользу птицам, если сочетать фотографирование с:
– размещением скворечников,
– установкой домиков-кормушек в холодное время года,
– подкормкой птиц зимой.
Главная особенность процесса фотографирования птиц, – это их малые размеры и подвижность. Отсюда и все особенности процесса съемки:
– применение фотоаппаратов или камер с большим увеличением, до 2005 года максимальное увеличение или зум составлял 15 раз, с 2010 года – 35 раз, с 2014 года – 63 раза;
– помимо увеличения оптического за счет выдвижения объектива, существует увеличение цифровое за счет обработки информации миникомпьютерами, встроенными в камеру, общее увеличение сейчас достигает 140 раз;
– по возможности, применение широкоугольных камер с фокусным расстоянием от 20 – 25 мм, способным осуществить форматные снимки;
– высокое разрешение, до 2000 года чаще всего использовали камеры с разрешением до 7 Мпикс, до 2005 года модным стало применять камеры с разрешением до 12 Мпикс, а с 2017 – 2018 года разрешение достигло 20 Мпикс и больше, такие рекордные значения позволяют делать огромные снимки типа плакатов, или же позволяют снять птиц издалека, а затем сделать увеличение снимков с хорошим разрешением;
– учитывая постоянное движение птиц, выдержка должна быть минимальной, предельная минимальная выдержка постоянно уменьшается, если раньше она составляла 1/1000, то теперь достигает 1/4000; за такое короткое время птица, сколько бы она не двигалась, перемещается незначительно, и снимки получаются четкими;
– переключение режима работа в зависимости от условий на вечернюю съемку, или же с преобладанием диафрагмы.
При использовании фотоаппарата с зумом, т.е. со значительным увеличением, усиливаются и колебания изображения. Это означает, что, например, для 35-кратного зума, в 35 раз увеличивается влияние дрожание руки фотографа. Из-за этого трудно найти объект съемки и возможно смазывание изображения. Применение штатива решает эту проблему только в ограниченных случаях. Со штативом, возможно, снимать птиц, которые бывают в одном и том же месте, например, водоплавающих в зоопарке. Можно, также сделать закрытую засаду в лесу или возле болота, и навести аппарат на штативе в одну точку, в одну область, где бывают птицы. Но бегать со штативом по полям и лесам за разными птицами невозможно. Можно, конечно, прислониться к забору или к дереву, но это редкие случаи.
Есть решение этой проблемы. Автор книги вот уже много лет ходит и фотографирует птиц с палкой, заменяющей штатив. Высота палки должна быть на 10 сантиметров выше фотографа. В этом случае, возможно фотографировать птиц в любых местах, в том числе, находящихся на верхушках высоких деревьев. Сущность такой съемки состоит в том, что фотограф левой рукой одновременно сжимает палку и фотоаппарат с левой стороны, а правой рукой регулирует ручки камеры. В результате фотоаппарат оказывается, как бы привязанным к палке и земле, дрожание изображения устраняется. Проверено практически, что это простое приспособление помогает делать отличные снимки при любой кратности зума.
В этом году появился первый фотоаппарат с гироскопом Sony DSC H400, обладающий 63-кратным зумом. Как и любой гироскоп, он не реагирует на колебания определенной частоты. Так как принцип действия гироскопа основан на инерционности системы с подвеской, то он не реагирует на короткие колебания, например, на мелкое дрожание рук, но не может устранить более длительные изменения, например, наклон фотоаппарата, когда при 63-кратном увеличении невозможно найти мелкий объект. Поэтому, приветствуя новую достойную технику, одновременно рекомендую, все-таки использовать дополнительно указанную палку высотой немного больше фотографа. Тогда действия гироскопа, устраняющего мелкие колебания, прибавится привязка к земле через палку, и устранятся все колебания, в том числе и более длительные. В этом случае устраняются все колебания.
Собираясь на фотоохоту на птиц, старайтесь одеваться не слишком ярко. Если у вас есть камуфляжная одежда, лучше всего одеть именно ее. Но можно обойтись и обычной курткой, и брюками неярких, естественных расцветок, чтобы эта одежда не очень заметно выделялась на фоне природы.
Если удается сделать хороший снимок птицы, то это огромное удовольствие, небольшая победа и еще один шаг приближения к природе.
Виды фотоаппаратов для съемки птиц
Учитывая очень малые размеры птиц, а также их постоянное перемещение, наиболее эффективными для съемок являются камеры с зумом. Эти камеры не только снимают фильмы, но и фотографируют. Главное же, что они имеют большое увеличение.
Фотоаппарат с 12-кратным зумом, т.е. с 12-кратным увеличением, Sony DSC-H5, долгое время был лучшим. Его параметры – разрешение 7,2 Мпикс, минимальное фокусное расстояние 36 мм, минимальная выдержка 1/2000 сек.
Я долгое время снимал этой недорогой камерой до тех пор, пока не появилась более современная, с 35-кратным увеличением широкоугольная камера Canon Power Shot SX 30 1S, обладающая фокусным расстоянием 24 – 840 мм. Она имеет 35-кратный зум и140-кратное суммарное увеличение за счет оптического и цифрового увеличения. У неё высокое разрешение в 14,1 Мпикс, минимальная выдержка 1/3200 сек и размер изображения 4320 х 3240 пикс. Многие далее показанные фотографии сделаны именно этим фотоаппаратом – камерой.
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)
Тем не менее, у этой камеры выявился существенный недостаток именно для фотографирования быстро передвигаемых птиц. Она позволяет делать 1,3 кадра в секунду. Поэтому, после появления в магазинах более современной модели Canon Power Shot SX 40 HS, я сразу же перешел на неё из-за вдвое большего быстродействия – 2,4 кадра в секунду. Это означает, что имеющиеся внутри портативные компьютеры более быстродействующие. Есть и другое отличие, последние буквы в названии аппарата HS означают, что эта камера прекрасно снимает в условиях низкой освещенности. Итак, с этим аппаратом «производительность» снимков была улучшена вдвое при лучшем качестве.