Sudarshan_Hebbar
- 17
- 4
How to understand this derivation in a very intuitive way?
Last edited by a moderator:
Mainly, The differential equation. I imagine that it Is describing the process of a small volume change in an adiabatic system and how the pressure is changing in accordance withDale said:Which part are you finding unintuitive?
It is basically the conservation of energy, the ideal gas law, the definitions of specific heat, and a bunch of math. So is it the laws, the definitions, or the math?
The equation ##\Delta (PV)=P\Delta V+V\Delta P## is incorrect. It should read d(PV)=PdV+VdP. $$\Delta (PV)=P_2V_2-P_1V_1=\left(\frac{P_1+P_2}{2}\right)\Delta V+\left(\frac{V_1+V_2}{2}\right)\Delta P$$Sudarshan_Hebbar said:View attachment 363379
How to understand this derivation in a very intuitive way?
Sudarshan_Hebbar said:Mainly, The differential equation.
Sudarshan_Hebbar said:I imagine that it Is describing the process of a small volume change in an adiabatic system and how the pressure is changing