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Рис. 2. Основные операции при изготовлении одинарного лежачего фальцевого шва: 1 - отбортовка; 2 - получение фальца; 3 - соединение фальцев и уплотнение шва ударами киянки; 4 и 5 - подсечка шва с помощью бруска или фальцмейселя.
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Рис. 3. Последовательность выполнения одинарного углового фальцевого шва на примере соединения дна ведра с основанием его стенки: 1 - дно и основание стенки ведра с отбортованными краями (в разрезе); 2 - дно, плотно надетое на основание; 3 - то же с загнутой кромкой дна; 4 - то же с выполненным угловым одинарным фальцевым швом. |