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Improved Vector FEM Solutions of Maxwell's Equations Using Grid Pre-Conditioning

Improved Vector FEM Solutions of Maxwell's Equations Using Grid Pre-Conditioning

Daniel White, Garry Rodrigue

This paper demonstrates that the accuracy and efficiency of the Time Domain Vector Finite Element Method (TDVFEM) for solving Maxwell's equations are highly dependent on the quality of the computational grid. It investigates several grid pre-conditioning techniques, including Laplacian smoothing, edge swapping, and a novel energy minimization method. These techniques are shown to make grids more equilateral, which reduces numerical errors and decreases overall computation time.

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Isentropic Compression with a Rectangular Configuration for Tungstene and Tantalum

Isentropic Compression with a Rectangular Configuration for Tungstene and Tantalum

This paper focuses on benchmarking the new electromagnetism module in the LS-DYNA software by simulating isentropic compression experiments on tungsten and tantalum. The simulations use experimental current data from the Z accelerator to predict material behavior, such as free surface velocity and pressure, under intense electromagnetic loading. The results are part of an ongoing comparison with physical experiments to validate the code's coupled mechanical and electromagnetic capabilities.

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Study of Optically Induced Effects Due to Bending and Twisting Using the Vector FEM

Study of Optically Induced Effects Due to Bending and Twisting Using the Vector FEM

Jennifer Dacles-Mariani, Garry Rodrigue

This paper investigates how mechanical stresses from bending and twisting affect signal transmission in optical waveguides. Using a high-order vector finite element method to solve Maxwell's equations, the study analyzes the resulting power loss and optical anisotropy. The results show distinct patterns of power leakage for bending versus twisting deformations.

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DSI3D-RCS Test Case Manual

DSI3D-RCS Test Case Manual

Niel Madsen, David Steich, Grant Cook, Bill Eme

This technical report details the validation of the DSI3D-RCS code, a program designed to solve Maxwell's equations in the time-domain for calculating the radar cross section of complex objects. It presents a series of test cases comparing the code's numerical results against measured data for different object geometries and polarizations.

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Simulating Solid Propellant Rockets at CSAR

Simulating Solid Propellant Rockets at CSAR

M. Heath, R. Fiedler,and W. Dick

This paper details the Center for Simulation of Advanced Rockets' (CSAR) efforts in computationally simulating solid propellant rockets, specifically the NASA Space Shuttle's solid rocket boosters. It covers the development of integrated simulation codes, including fluid dynamics (ROCFLO) and structural analysis (ROCSOLID), to model complex phenomena from normal operation to potential failure scenarios. The research aims to advance whole-system simulation from first principles.

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