Abstract
A method is proposed for solving the steady-state temperature distribution of N-combination-layer viscoelastic suspensions with nonuniform heat generation. The suspension's heat flow and temperature distribution formulas are derived and their transformations are analyzed to demonstrate the validation in theory. Two numerical examples are performed to verify the correctness of the proposed method. The temperature results obtained by the formulas are compared with those obtained by the finite element method (FEM). Strong consistency is shown between the results, which indicates the method is feasible. The proposed method can provide a reference for the development of high-performance N-combination-layer viscoelastic suspensions.
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