Calorie to Joules: Understanding the Fundamentals

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The discussion centers on understanding the conversion between joules and calories, specifically why 4.184 joules equals one calorie. It highlights the relationship between temperature and work, emphasizing that temperature reflects the average kinetic energy of molecules. An experimental approach is suggested, involving passing an electric current through a heating coil to heat water, demonstrating the energy transfer. This method can help visualize how energy input translates to temperature change in water. Understanding these concepts is crucial for grasping thermodynamics fundamentals.
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I can find the conversion easy enough, but I want to understand the fundamentals behind it. How do we KNOW that 4.184 J are in a cal? I'm learning thermodynamics and my book neglects to mention this(yet), and I'm getting hung up on it.

I am having difficulty understanding how temperature translates into work this way. Temperature is the average kinetic energy of the system, I can see how they are related, but I'm just not understanding how you can experimentally show that 4.184 kg m2/s2 would raise the temperature of 1g of water 1°C.
 
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Dunce said:
I can find the conversion easy enough, but I want to understand the fundamentals behind it. How do we KNOW that 4.184 J are in a cal? I'm learning thermodynamics and my book neglects to mention this(yet), and I'm getting hung up on it.

I am having difficulty understanding how temperature translates into work this way. Temperature is the average kinetic energy of the system, I can see how they are related, but I'm just not understanding how you can experimentally show that 4.184 kg m2/s2 would raise the temperature of 1g of water 1°C.
Temperature is a statistical average of the translational kinetic energy of the molecules.

One way to do this would be to pass an electric current through a heating coil to heat water. That is what your kettle does. If you pass 1 ampere at 120 volts through the coil for 1 second, you will add 120 J. to the water. If you also have an ammeter and a measuring cup you should be able to do the experiment with your own kettle.

AM
 
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