2.18. сурет.
мұндағы
![](data:image/png;base64,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)
уақыт аралығындағы судың температурасының өзгеруі.
Ізелінді шаманы жылу мөлшерінің қатынасынан табамыз.
Ескерту. Аз ғана температура айырымында қоршаған ортамен жылуалмаспауынан сақтауға болады, бұл тәжірибенің қиын тұсы. Бірақ бұл айырымды кәдімгі термометрмен үлкен қателіктермен өлшеуге болады.