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A two-dimensional rectangular plate is 2m wide x1m high. It is composed of copper with thermal conductivity of 380W/m2K and thermal diffusivity 11.2105m2/s, both assumed constant. It is initially at a uniform temperature of 0C and is subjected to constant temperature boundary conditions as shown: The governing equation for conduction within the plate is the diffusion equation, tT=(x22T+y22T) It is desired to compute the transient solution. E.g., what is the temperature distribution T(x,y) in the plate as a function of time. - Debug and validate your computer code for the test case of T1=T2=T4=50C and T2=150C. Plot some representative isotherms. Comment on the physical correctness of the plot. Is a steady state achieved?.
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A two-dimensional rectangular plate is 2�m wide x1�m high. It is comp.pdf
- A two-dimensional rectangular plate is 2m wide x1m high. It is composed of copper with thermal conductivity of 380W/m2K and thermal diffusivity 11.2105m2/s, both assumed constant. It is initially at a uniform temperature of 0C and is subjected to constant temperature boundary conditions as shown: The governing equation for conduction within the plate is the diffusion equation, tT=(x22T+y22T) It is desired to compute the transient solution. E.g., what is the temperature distribution T(x,y) in the plate as a function of time. - Debug and validate your computer code for the test case of T1=T2=T4=50C and T2=150C. Plot some representative isotherms. Comment on the physical correctness of the plot. Is a steady state achieved?