Concentric Semicircular PV Diagram | Thermodynamics Advanced Problem |

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  • Опубликовано: 22 дек 2024
  • A monoatomic ideal gas undergoes a process consists of concentric semi-circles on PV graph, starting from A(Po,Vo) and ending at B(Po, 2Vo). The point B is the common centre of the PV semi circles. Let r_n be the magnitude of radius of nth circle. It is given that r_n=2/3 r_(n−1) n∈N. Find the magnitude of heat gained (or rejected) by the system in undergoing whole process from A to B. Process is isobaric from (n-1)th to nth circle.
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    In this video, I have applied the concept of first law of thermodynamics. First, I calculated Work done in the complete process and then calculated change in internal energy.
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    Timecodes:
    00:08 - Problem Overview

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