Heat conduction problems - Globe Thesis

Keyword [Heat conduction problems] Result: 21 - 40 \| Page: 2 of 3
21.	Error Analysis Of Interpolating Element-free Galerkin (IEFG) Method In Solving Transient Heat Conduction Problems
22.	The Efficient Finite Element Methods And Fast Solvers For Thin-walled Structural Heat Conduction Problems In Three Dimensions
23.	A Spectral Method For Solving Two Inverse Heat Conduction Problems
24.	Simultaneous Reconstruction Of The Robin Coefficients And Heat Fluxes In Elliptic And Parabolic Equations
25.	Iteration Methods For Solving Two Types Of Inverse Heat Conduction Problems
26.	Non-iterative Algorithm For Identifying Boundary Conditions And Geometry Shapes In Heat Conduction Problems
27.	The Application Of Edge-based Smoothed Finite Element Method In Heat Conduction Problems Of Anisotropic Media
28.	Isogeometric Analysis For Solving Transient Heat Conduction Problems
29.	Research On Numerical Solutions For Direct And Inverse Heat Conduction Problems
30.	Direct Inversion Method For Identifying The Boundary Condition And Geometry For Transient Heat Conduction Problems Of Functionally Graded Materials
31.	Symplectic Superposition Method For Two-dimensional Transient Heat Conduction Problems
32.	A New Algorithm For Solving Multi-dimensional Transient Nonlinear Inverse Heat Conduction Problems
33.	Radial Point Interpolation Method For Solving Two Dimension Heat Conduction Problems With Phase Change
34.	Development of some finite element methods for inverse heat conduction problems
35.	Stabilized numerical solution for inverse heat conduction problems
36.	The application of the complex variable boundary element method to the solution of heat conduction problems in multiply connected domains
37.	The Dual Interpolation Boundary Face Method For Heat Conduction Problems
38.	Regularization Methods For Three Inverse Heat Conduction Problems
39.	A Regularization Method For A Class Of Three-dimensional Reverse-time Heat Conduction Problems
40.	Two Regularization Methods For Solving The Time-inverse Heat Conduction Problems In The Two-dimensional Space And Error Estimations
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