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Рис. 1. Изготовление фотограммы
Достаточно иметь лабораторный фонарь с красным фильтром (черно-белая бумага не чувствительна к лучам красного цвета, а в настоящей статье говорится о черно-белой фотограмме), пару кювет (ванночек для растворов) и прозрачное, достаточно толстое стекло, как, например, в книжной полке. Из материалов потребуются фотобумага, проявитель и фиксаж.
Фотобумага бывает разных степеней контрастности: мягкая, полумягкая, нормальная, контрастная и особо контрастная. Например, для получения полутонового изображения можно использовать мягкую или нормальную бумагу. Для штриховых и текстовых изображений, а также для получения других изображений и композиции, состоящих из двух тонов (черного и белого), лучше использовать контрастную или особо контрастную фотобумагу.
Проявитель – для обработки фотобумаги. Фиксаж лучше кислый.
Для работы понадобится темное помещение. Наиболее подходящее – ванная комната.
Необходимо помнить, что во время работы в помещение не должен проникать посторонний свет. Наличие посторонней засветки легко проверить следующим образом. Включите красный лабораторный фонарь, выключите посторонний свет и плотно закройте дверь. (Если работа происходят днем и в ванной комнате есть окно – занавесьте его плотной тканью.) Достаньте из пакета лист фотобумаги, отрежьте от него полоску шириной 2–3 см и положите ее на предполагаемое место работы эмульсионной стороной вверх. (Эмульсионная сторона фотобумаги может быть гладкой, блестящей, если фотобумага глянцевая или с полиэтиленовым покрытием; тисненой, если фотобумага тисненая; бархатистой на ощупь, если фотобумага матовая.) На полоску положите пятикопеечную монету и подождите 10–15 мин. Затем погрузите полоску фотобумаги в проявитель на 2–3 мин. Если помещение надежно защищено от постороннего света, то полоска бумаги останется белой (неэкспонированной). Кстати, на этом примере хорошо иллюстрируется способ изготовления фотограммы: если бы в помещении была посторонняя засветка или включили нечаянно свет, то на полоске фотобумаги появилось бы негативное изображение (белое на темном фоне) силуэта монеты.
Итак, надежность затемнения проверена, и можно приступать к работе.
Положите на ровную сплошную горизонтальную поверхность например табуретку, лист фотобумаги эмульсионной стороной вверх (рис. 1). На бумагу положите заранее приготовленные заготовки (предметы, фигурки, вырезанные из плотной бумаги или картона). Теперь проэкспонируйте фотобумагу, включив в помещении свет. Освещение должно быть по возможности равномерным. Заготовки не должны отбрасывать теней (если это не специальный художественный прием). Продолжительность засветки находящейся под потолком лампой мощностью 100 Вт приблизительно 5–7 с. Можно использовать настольную лампу и поднести ее ближе к фотобумаге, тогда время экспонирования уменьшится. Вообще продолжительность засветки зависит от многих факторов и выбирается опытным путем. Например, особо контрастная фотобумага менее чувствительна, чем все остальные фотобумаги, и продолжительность засветки может быть увеличена в 2 раза. Необходимо также помнить, что продолжительность засветки прямо пропорциональна квадрату расстояния до источника света и обратно пропорциональна его яркости.
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)
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)
Рис. 2. Поздравительная открытка с ежиком: исходное изображение (слева); контратип (справа]
Рис. 3. Фотограммы листьев
После экспонирования погрузите бумагу в проявитель, следя за тем, чтобы она равномерно покрылась раствором, и, слегка покачивая кювету, проявляйте бумагу 2–8 мин. Затем ополосните ее в чистой воде и перенесите в фиксирующий раствор. (Время фиксирования указано на упаковке.)
По окончании фиксирования тщательно промойте полученный отпечаток в проточной воде или в нескольких сменах воды, если вода не проточная. Продолжительность промывки не менее получаса.
Теперь высушите готовый отпечаток: предварительно удалив бумажной салфеткой или ватным тампоном капли воды с эмульсионной поверхности, положите отпечаток изображением вверх на газету. Если высушенная фотограмма скрутится, то выровнять ее можно, прогладив горячим утюгом со стороны подложки. Гладить нужно на достаточно мягкой ровной поверхности. Необходимо помнить, что нельзя проглаживать фотобумагу с полиэтиленовым покрытием («Березка», «Самшит» и др.) После проглаживания положите фотографию на некоторое время под пресс.
В фотографии существует понятие негативного и позитивного изображения. Эти термины, правда достаточно условно, можно применить и к фотограммам. Так, если вырезать фигурку из листа черной бумаги, приложить этот лист к фотобумаге и проэкспонировать ее, то получится черное изображение фигурки на белом фоне. Если же лист заменить вырезанной фигуркой, то получится белое изображение фигурки на черном фоне. Таким образом, первое изображение будем называть позитивным, а второе – негативным.