Self-adaptive degree-of-freedom electromagnetic-temperature multi-physical field coupling analysis method
A multi-physics, coupled analysis technology, applied in special data processing applications, complex mathematical operations, computer-aided design, etc., can solve the problems of mapping function selection, large mapping errors, etc.
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Embodiment 1
[0065] On the basis of considering the discretization requirements difference between the electromagnetic field and the temperature field, the present invention proposes an adaptive degree-of-freedom finite element method for the weak coupling analysis of the electromagnetic-temperature multi-physics field based on the unstructured grid, on a set of grids Realize the independent and flexible adjustment of the two degrees of freedom of the physical field, meet the different requirements of the physical field for discreteness with smaller computing resources, and avoid the use of grid mapping functions and the errors that may be introduced; in this invention, the increase of the degree of freedom Realized by mesh refinement and synchronized after the two physics meshes are independently refined; the removal of degrees of freedom is only realized in the finite element space by master-slave technology, and resumed after the solution is completed, thereby avoiding the actual mesh Sp...
Embodiment 2
[0143] refer to Figure 3-6 , is another embodiment of the present invention. In order to verify and explain the technical effect adopted in this method, this embodiment uses the traditional weak coupling analysis method to conduct a comparative test with the method of the present invention, and compares the calculation results by means of scientific demonstration to verify The real effect of this method.
[0144] This embodiment is a transient electromagnetic-temperature coupling problem. The adaptive degree of freedom finite element step calculation is calculated with a time step of 0.5ms to the time node 25ms. During the adaptive calculation process, a grid with 467202 elements is generated. And about 17% of the magnetic field degrees of freedom and 29% of the thermal field degrees of freedom are moved out of the finite element space in each calculation step, such as Figure 4~6 As shown, the Z-direction component of the magnetic flux density obtained at the time node 25ms...
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