What quantity remains conserved in a calorimeter when two bodies at different temperatures are mixed

ureji1c8r1

ureji1c8r1

Answered question

2022-05-15

What quantity remains conserved in a calorimeter when two bodies at different temperatures are mixed?
This is the question:
Two identical bodies at different temperatures are mixed in a calorimeter. Which of the following quantities remains conserved?
1) Sum of the temperatures of the two bodies 2) Total heat of the two bodies 3) Total internal energy of the two bodies 4) Internal energy of each body
As we take a calorimeter to be an isolated system, internal energy of the two bodies would remain conserved. But why won't the total heat be conserved? The principle of calorimetry states that total heat gained is equal to total heat lost. I can't figure out what I'm missing here, and I'm very confused. Any help is appreciated.

Answer & Explanation

budd99055uruey

budd99055uruey

Beginner2022-05-16Added 16 answers

Heat is energy transfer between the two bodies due solely to temperature difference between them. Once thermal equilibrium is reached between the two bodies ( they both reach the same final temperature in the calorimeter) heat transfer between the two becomes zero. The energy that transferred results in changes in internal energy of the bodies. The energy is no longer heat. Things don’t “contain” heat.
So while you can say that the heat transferred out of one body equals the heat transferred into the other body, that’s not the same thing as saying heat is conserved. Heat is technically zero after thermal equilibrium is reached. It’s the total internal energy that is conserved.
Hope this helps

Do you have a similar question?

Recalculate according to your conditions!

Ask your question.
Get an expert answer.

Let our experts help you. Answer in as fast as 15 minutes.

Didn't find what you were looking for?