🔥 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 3 : MATLAB CODE.
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Hello everyone,
This is the third video on Numerical Analysis of steady state 1D heat transfer and in this video we are going to make a MATLAB code for the given problem.
In the first videos, we have seen the formulation of governing differential equation. Governing differential equation is formed by applying universal laws like law of conservation of mass, law of conservation of energy etc.
In the second video, we have seen how to discretize the domain and how to convert differential equation into algebric equation.
💻 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 1
https://youtu.be/-fKThUAQQqY
💻 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 2
https://youtu.be/U_Ybx4GKzXY
💻 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 3 : MATLAB CODE.
https://youtu.be/SYw9fru417A
Видео 🔥 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 3 : MATLAB CODE. канала CAD CAM CAE TUTORIALS
Hello everyone,
This is the third video on Numerical Analysis of steady state 1D heat transfer and in this video we are going to make a MATLAB code for the given problem.
In the first videos, we have seen the formulation of governing differential equation. Governing differential equation is formed by applying universal laws like law of conservation of mass, law of conservation of energy etc.
In the second video, we have seen how to discretize the domain and how to convert differential equation into algebric equation.
💻 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 1
https://youtu.be/-fKThUAQQqY
💻 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 2
https://youtu.be/U_Ybx4GKzXY
💻 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 3 : MATLAB CODE.
https://youtu.be/SYw9fru417A
Видео 🔥 Numerical Analysis of 1-D Conduction Steady state heat transfer. PART - 3 : MATLAB CODE. канала CAD CAM CAE TUTORIALS
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