К1=0,8 – сақинаның бірқалыпты жылытылмайтының есепке алатын коэффициент.
Алдымен екі жағдайға да х мөлшерін формуламен анықтаймыз:
t=0,5с
t=0,5с
Суыту жылдамдығын формула арқылы табамыз:
![](data:image/png;base64,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)
Суыту жылдамдығын азайту үшін немесе пісіруге көп уақыт кететін небары «жұмсақ» режиді, немесе беттерді жылыту керек.
5.3 СӨЖ үшін бақылау тапсырмасы (5 тақырып)
1) Байланыс тегіс пісіруде температура таратылуы.
2) Үйкеліс пісіруде температура таратулуы.
3) Мұржаны доғабайланыс пісіруде температура таратылуы.
әдебиет тізімі
1 Теория сварочных процессов / под ред. В.Р. Фролова. – М.: Высшая школа, 1988. – 559 с.
2 Багрянский К.В., Добротина З.А., Хренов К.К. Теория сварочных процессов – Вища школа, 1976. – 424 с.
3 Петров Г.Л., Тумарев А.С. Теория сварочных процессов. - М.: Высшая школа, 1977. – 392 с.
4 Сварка. Резка. Контроль.: Справочник. Том 1. / под общ. ред. Н.П. Алешина, Г,Г. Чернышова. – М.: Машиностроение, 2004. – 624 с.
5 Сварка и свариваемые материалы: В 3-х Т. Т 1. Свариваемость материалов. Справочник под ред. Э.Л. Макарова. М.: Металлургия, 1991. – 528 с.
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