We provide HeaTra online (apkid: com.nipinl.fvm1d) in order to run this application in our online Android emulator.
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One dimensional and two dimensional heat transfer simulation.
onduction and convection are simulated using finite volume method (FVM).
1D/2D domain is divided into elements(control volumes) and conservation equations are discretized.
Six different class of problems are described here.
1) 1D heat transfer through semi-infinite plate with fixed temperature at both ends.
2) 1D heat transfer through semi-infinite plate with fixed temperature at one end and constant heat flux at other end.
3) 1D heat transfer through cylinder (arbitrary cross section) boundary conditions: constant temperature, constant heat flux and convection.
4) 1D heat transfer through insulated circular cylinder with boundary conditions: constant temperature, constant heat flux and convection on ends and convection through lateral surface.
Uniform heat generation is also simulated
5) 2D heat transfer in rectangular domain.
Boundary conditions: constant temperature, constant heat flux and convection.
6) 2D axisymmetric heat transfer in insulated pipe.
Boundary conditions: constant temperature, constant heat flux and convection.
onduction and convection are simulated using finite volume method (FVM).
1D/2D domain is divided into elements(control volumes) and conservation equations are discretized.
Six different class of problems are described here.
1) 1D heat transfer through semi-infinite plate with fixed temperature at both ends.
2) 1D heat transfer through semi-infinite plate with fixed temperature at one end and constant heat flux at other end.
3) 1D heat transfer through cylinder (arbitrary cross section) boundary conditions: constant temperature, constant heat flux and convection.
4) 1D heat transfer through insulated circular cylinder with boundary conditions: constant temperature, constant heat flux and convection on ends and convection through lateral surface.
Uniform heat generation is also simulated
5) 2D heat transfer in rectangular domain.
Boundary conditions: constant temperature, constant heat flux and convection.
6) 2D axisymmetric heat transfer in insulated pipe.
Boundary conditions: constant temperature, constant heat flux and convection.
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