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one dimensional heat conduction equation derivation | 1D heat conduction equation
1) GATE mechanical engineering popular 20 videos | Physical significance of mechanical engineering topics playlist;
2) Heat transfer important topics Playlist;
3) Playlist for heat exchanger concepts, LMTD derivation, NTU method and Correction factor method;
Hello viewers, I am Dr. Amit Mandal and in this video I am explaining a technical topic in a lucid way.
when heat conducts through some body, it follows some well defined mathematical rule. The various parameters which effects the heat transfer rate in conduction are thermal conductivity, density, specific heat and heat generation rate. In case heat is transferring in one direction then it developes a temperature profile with the advance of heat which depends on the parameters I stated in last sentence. One dimensional heat conduction equation depicts the temperature profile with displacement of heat taking in account all the parameters which effects it .This video easily demonstrates the one dimensional heat conduction equation with its derivation.
1) GATE mechanical engineering popular 20 videos | Physical significance of mechanical engineering topics playlist;
2) Heat transfer important topics Playlist;
3) Playlist for heat exchanger concepts, LMTD derivation, NTU method and Correction factor method;
Hello viewers, I am Dr. Amit Mandal and in this video I am explaining a technical topic in a lucid way.
when heat conducts through some body, it follows some well defined mathematical rule. The various parameters which effects the heat transfer rate in conduction are thermal conductivity, density, specific heat and heat generation rate. In case heat is transferring in one direction then it developes a temperature profile with the advance of heat which depends on the parameters I stated in last sentence. One dimensional heat conduction equation depicts the temperature profile with displacement of heat taking in account all the parameters which effects it .This video easily demonstrates the one dimensional heat conduction equation with its derivation.
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