10-15 July 2022 • Denver, Colorado, USA

IEEE AP-S/URSI 2022

10-15 July 2022 • Denver, Colorado, USA

MO-UB.1A.2

Charge Conserving Particle in Cell using Maxwell Finite Element Domain Decomposition Method

Zane Crawford, Omkar Ramachandran, Scott O'Connor, B. Shanker, Michigan State University, United States; Daniel Dault, Air Force Research Laboratory, United States; John Luginsland, Air Force Office of Scientific Research, United States

Session:
Numerical Methods I

Track:
B: Numerical Methods

Location:
Mineral Hall G (HR)

Presentation Time:
Mon, 11 Jul, 08:20 - 08:40 Denver Time (UTC -7)

Session Co-Chairs:
Balasubramaniam Shanker, Michigan State University and Jacob Hawkins, Michigan State University
Presentation
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Discussion
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Session MO-UB.1A
MO-UB.1A.1: Higher Order Charge Conserving Finite Element Electromagnetic Particle in Cell Method
Zane Crawford, Omkar Ramachandran, Scott O'Connor, B. Shanker, Michigan State University, United States; Daniel Dault, Air Force Research Laboratory, United States; John Luginsland, Air Force Office of Scientific Research, United States
MO-UB.1A.2: Charge Conserving Particle in Cell using Maxwell Finite Element Domain Decomposition Method
Zane Crawford, Omkar Ramachandran, Scott O'Connor, B. Shanker, Michigan State University, United States; Daniel Dault, Air Force Research Laboratory, United States; John Luginsland, Air Force Office of Scientific Research, United States
MO-UB.1A.3: Development of New Preconditioners for Analyzing Scattering from Perfect Electrically Conducting Objects
Luke Baumann, Jacob Hawkins, H. Metin Aktulga, Shanker Balasubramaniam, Michigan State University, United States; Daniel Dault, Air Force Research Laboratory, United States
MO-UB.1A.4: Implementation of Decoupled Potential and Decoupled Field Integral equations on Flat Tessellation
Luke Baumann, H. Metin Aktulga, Shanker Balasubramaniam, Michigan State University, United States; Charles Macon, Air Force Research Laboratory, United States
MO-UB.1A.5: H-Matrix and H-LU Compressibility for Generalized Source Integral Equations
Yossi Dahan, Yaniv Brick, Ben-Gurion University of the Negev, Israel
MO-UB.1A.6: Parallel Algorithm for Massive CFIE Problems
Jacob Hawkins, Michael Lingg, Shanker Balasubramaniam, Hasan Aktulga, Michigan State University, United States
MO-UB.1A.7: On analytic preconditioners for the dual potential integral equations for perfect electrically conducting objects
J. Hawkins, L. Baumann, H. M. Aktulga, B. Shanker, Michigan State University, United States; D. Dault, Air Force Research Laboratory, United States
MO-UB.1A.8: Comparison of Non-Linear Frequency Effects in PIN Diodes and Photoconductive Switches in Frequency Reconfigurable Slot Antenna Pairs
Gabriel Muñiz-Negrón, Jennifer Bernhard, University of Illinois at Urbana-Champaign, United States
MO-UB.1A.9: Moment Solution of a Three-Dimensional Generalized Source Integral Equation
Dor Zvulun, Amir Boag, Tel Aviv University, Israel; Yaniv Brick, Ben-Gurion University of the Negev, Israel
MO-UB.1A.10: A Fast and Precise Parallel Numerical Model Using PML for Maxwell's Equations
Sahar Borzooei, Victorita Dolean, Claire Migliaccio, Christian Pichot, Universite Cote d'Azur, CNRS, France; Pierre-Henri Tournier, Sorbonne Universite, CNRS, France
Resources
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