2. Изобаралық процесс. Француз физигі Гей–Люссак 1802 ж. тәжірибе жүзінде тұрақты қысымда газдың берілген массасы көлемінің температураға сызықты тәуелді болатынын тағайындады, яғни немесе . Бұл заң Гей–Люссак заңы деп аталады.
![](data:image/jpeg;base64,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)
3. Изохоралық процесс. Бұл процесті француз физигі Ж.Шарль зерттеген. 1787 ж. ол тәжірибе жүзінде тұрақты көлемде берілген газ массасының оның температурасына тура пропорционал болатынын тағайындады, яғни немесе . Бұл Шарль заңы.
Достарыңызбен бөлісу: |