Контактілік потенциалдар айырымы металдардың қасиеттерімен қатар температураға да байланысты. Ол температура өссе артады. Егер термопара немесе термоэлемент деп аталатын жапсарланған әртекті екі металдан тұратын тұйық тізбек құрса, онда
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) (1)
А және В жапсарларында теріс контактілік потенциалдар айырымы пайда болады.
(2)
Достарыңызбен бөлісу: |