Advances in time-domain computational electromagnetics

30th Plasmadynamic and Lasers Conference

Volumn , Issue , 1999, Pages

  Shang, J S ^a   Camberos, J A ^a   White, M D ^a,b  

^a AIR FORCE RESEARCH LABORATORY   (United States)

^b OHIO AEROSPACE INSTITUTE   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

ANTENNAS; MAGNETOHYDRODYNAMICS; TIME DOMAIN ANALYSIS;

APPLICATION RANGE; CONCURRENT COMPUTING; CRITICAL TECHNOLOGIES; FREQUENCY SPECTRA; HIGH RESOLUTION; INTERDISCIPLINARY RESEARCH; NUMERICAL PROCEDURES; WIDEBAND ANTENNA;

COMPUTATIONAL ELECTROMAGNETICS;

EID: 84964067271     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.2514/6.1999-3731     Document Type: Conference Paper

References (27)

1. Gottlieb, D. and Orsag, S., Numerical analysis of Spectral Methods, SIAM, Philadelphia PA, 1997.
2. Shang, J.S., Challenges for Computational Electromagnetics in the Time Domain, 1997 IEEE International Symp. on Antennas and Propagation, Montreal Canada, July 13-17, Vol 1, pp. 94-97.
3. Lele, S.K., Compact Finite Difference Schemes with Spectral-Like Resolution, J. Comp Physics, Vol 103, 1992, pp 16-42.
4. Tam, C.K.W. and Weber J.C., Dispersion- Relation-Preserving Finite Difference Schemes for Computational Acoustics, J. Comp. Physics, Vol 107, 1993, pp. 262-281.
5. Carpenter, M.K., Gottlieb, D., and Abarbanel, S., The Stability of numerical Boundary Treatments for Compact High Order Finite-Difference Schemes, J. Comp. Physics, Vol 108, 1993, pp 272-295.
6. Shang, J.S. and Gaitonde, D.V., On High- Resolution Schemes for Time-Domain Maxwell Equations, AIAA 96-0832, 34th AIAA Aerospace Science Meeting, Reno, NV, January 15-18,1996.
7. Gaitonde, D.V. and Shang, J.S., Optimized Compact-Difference-Based Finite-Volume Schemes for Lin­ear Wave Phenomena, J. Comp. Physics Vol 138,1997, pp. 617-643.
8. Young, J.L., Gaitonde, D, and Shang, J.S., Towards the Construction of a Fourth-Order Difference Scheme for Transient EM Wave Simulation: Staggered Grid Approach, IEEE Trans on Antennas and Prop., Vol 45, No. 11, Nov. 1997, pp.1573-1580.
9. Visbal, Miguel R. and Gaitonde, Datta V., High-Order Accurate Methods for Unsteady Vortical Flows on Curvilinear Meshes, 36th Aerospace Science Meeting, Reno, NV, January 12-15,1998.
10. Shang, J.S., High-Order Compact-Difference Schemes for time-dependent Maxwell Equations, AIAA 98- 2471, 29th Plasmadynamics and laser Conference Albuquerque, NM, June 15-18,1998.
11. Blake, D.C. and Buter, T.A., Domain Decomposition Strategies for Solving the Maxwell equations on Distributed Parallel Architectures, Applied Comp. Electromagnetics Soc. J., Vol 12, Nov 1997, pp. 111-119.
12. Shang, J.S., Wagner, M., Pan, Y., and Blake, D.C., Strategies for Time-Domain CEM Computations on Multicomputers, AIAA Preprint 98-0979, 36th Aerospace Science Meeting, Reno NV, January 12-15, 1998.
13. Blake, D.C. and Shang, J.S., A Procedure for Rapid Prediction of Electromagnetic Scattering From Complex Objects, AIAA Preprint 98-2915, 29th Plasmadynamics and Lasers Conference, Albuquerque NM, June 15-18,1998.
14. Gurijanov, E.P. and Harsha, P.T., AJAX: New Directions in Hypersonic Technology, AIAA Preprint 96- 4609, 7th International Space Plane and Hypersonic Conf., Norfolk VA, Nov 18-22, 1996.
15. Mishin, G.I., Shock Waves in a Weakly Ionized Nonisothermal Plasma, Sov. Tech. Physics Letter, Vol 11, March 1985, pp. 112-114.
16. Resler, E.L. and Sears W.R., The Prospects for Magneto-Aerodynamics, J. Aero. Science, Vol 25 1958, pp. 235-245 and 258.
17. Ziemer R.W., Experimental Investigation in Magneto-Aerodynamics, American Rocket Soc. J., Vol 29, 1959, pp. 642-647.
18. Bush W. B., Magnetohydrodynamics-Hypersonic Flow Past a Blunt Body, J. Aero. Science Vol 25, Nov 1958, pp. 685-690 and 728.
19. Meyer, R.C., On Reducing Aerodynamic Heat- TVansfer Rates by Magnetohydrodynamic Techniques, J. Aero. Science, March 1958, pp. 561-566 and 572.
20. Harrington, R.F. Time-Harmonic Electromagnetic Fields, McGraw-Hill, New York, NY 1961.
21. Shang, J.S. and Gaitonde, D., Characteristic- Based, Time dependent Maxwell Equations Solvers on a General Curvilinear frame, AIAA J., Vol 33,1995, pp. 491-498.
22. Shang, J.S. and Fithen, R.M., A Comparative Study of Characteristic-Based Algorithms for the Maxwell Equations, J. Comp. Physics Vol 125, 1966, pp. 378-394.
23. Shankar, V., Hall, W. and Palaniswamy, K., Algorithmic Aspects of Wave Propagation Through Stretched Unstructured Cells for Problem in Computational Electromagnetics, AIAA Preprint 97-2089,13th AIAA CFD Conference, Snowmass, CO, June 29-July 2, 1997.
24. Gustafsson, B. Kriess, H O. and Sunderstrom, A., Stability Theory of Difference Approximations for Mixed Initial Boundary Value Problem, II Math. Comp. Vol 26, 1972. pp. 649-686.
25. Berenger, J.A., A Perfectly Matched Layer for the Absorption of Electromagnetic Waves, J. Comp. Physics, Vol 114, 1994, pp. 185-200.
26. Harten, A., Enquist, B., Osher, S., and Chakravarthy, S.R., Uniformly High Order Accurate Es sentially Non-Oscillatory Schemes III, J. Comp. Physics, Vol 71, 1987, pp. 231-303.
27. Sutton, G.W. and Sherman, A., Engineering Magnetohydrodynamics, McGraw-Hill, New York, 1965.