transient heat conduction analysis with finite difference
Transient heat transfer analysis in a slab with different boundary conditions. The solution of transient heat transfer should converge to steady state solution after a certain time. Here the slab is heating from the bottom by a heat flux function. The upper boundary condition is convection heat transfer with constant convective heat flux coefficient (h). The left and right B.C. are adiabatic. The slab is at uniform temperature at t = 0. We expect the temperature of different nodes in the slab converge to a fix value after passing time.
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I have a passion for mathematical analysis and modeling. I can program in MATLAB, C/C++, and FORTRAN and I am familiar with numerical solution methods. I am a [login to view URL] candidate in the field of heat transfer and fluid mechanics. My favorite subjects are radiation heat transfer, conduction heat transfer, optics and light scattering. I also have two years of experience in a mechanical design with Solid Works and Mechanical Desktop.
