High order compact - Globe Thesis

Keyword [High order compact] Result: 21 - 40 \| Page: 2 of 4
21.	High-precision Format Of Three-dimensional Incompressible Viscous Flow Solver
22.	Plane Flow Of High-precision Accuracy Of The Algorithm And The Characteristics Of Transient Simulation
23.	High Order Compact Splitting Multisymplectic Schemes For The Nonlinear Schr(?)dinger Equations
24.	Research And Applications Of High Order Compact Difference Method
25.	The Finite Volume Element Method For Two Classes Of Interface Problems
26.	High Order Compact Difference Method For The Time Fractional Dispersive Equations
27.	Ahigh-order Compact ADI Method On Non-uniform Grid For Unsteady Convection-diffusion Equations
28.	Compact And Conservative Scheme For A Coupled Nonlinear Schr(?)dinger Equations
29.	High Order Compact Splitting Multisymplectic Schemes For Gross-pitaevskii Equation
30.	High-Order Compact Difference Method On Non-Uniform Grids For Solving The Linear Hyperbolic Equations
31.	High-order Compact Difference Schemes And Multigrid Algorithms On Non-uniform Grids For The Two-Dimensional Incompressible Vorticity-stream Function Navier-Stokes Equations
32.	High-order Compact Difference Schemes And Multigrid Algorithms On Nonuniform Grids For The Two Dimensional Unsteady Vorticity-velocity Navier-Stokes Equations
33.	High Order Compact Finite Volume Scheme For Interface Problem With Two Mixed Point Boundary Conditions
34.	A High-order Compact Difference Method On Non-uniform Grids And Its Applications In The Numerical Simulation Of Flow And Sediment Transportation
35.	Two High Order Compact Difference Schemes For Solving Burgers Equations
36.	A High-accuracy Compact Scheme And Its Applications In The Numerical Simulation Of Flow And Sediment Transportation
37.	Blended High-order Compact Difference Schemes For Elliptic Equation
38.	Efficient Structure Preserving Methods For Hamiltonian System
39.	A New High-order Compact ADI Method For The Unsteady 3D Convection-diffusion Equation
40.	High-Order Compact Finite Difference Methods For Fractional Sub-diffusion Equations With Variable Coefficients
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