A sparse matrix open boundary method for finite element analysis

IEEE Transactions on Magnetics

Volumn 25, Issue 4, 1989, Pages 2810-2812

  Lowther, D A ^a   Freeman, E M ^a   Forghani, B ^a  

^a Infolytica Corporation   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

ELECTROMAGNETIC FIELD THEORY;

EXTERIOR FIELD PROBLEMS; FAR FIELD PROBLEMS; FINITE ELEMENT ANALYSIS; IMPLICIT MAPPING; NEUMANN CONDITIONS; SPARSE MATRICES;

MATHEMATICAL TECHNIQUES;

EID: 0024704132     PISSN: 00189464     EISSN: 19410069     Source Type: Journal    
DOI: 10.1109/20.34292     Document Type: Article

References (9)

1. C. R. I. Emson, “Methods for the Solution of Open-Boundary Electromagnetic Field Problems,” Proc IEE Pt. A, 135, 1988, pp151-158.
2. M. V. K. Chari, “Electromagnetic Field Computation of Open Boundary Problems by a Semi-Analytic Approach,” IEEE Trans MAG-23, 1987, pp.3566-3568.
3. Y. Saito, K. Takahashi and S. Hayano, “Finite Element Solution of Open Boundary Magnetic Field Problems,” IEEE Trans MAG-23, 1987, pp.3569-3571.
4. A. R. Boothroyd, E. C. Cherry and R. Makar, “An Electrolytic Tank for the Measurement of Steady-State Response, Transient Response, and Allied Properties of Networks,” Proc. IEE, 96, 1949, pp163-177.
5. S. J. Salon and J. D’Angelo, “Application of the Hybrid Finite Element-Boundary Element Method in Electromagnetics,” IEEE Trans MAG-24, 1988, pp80-85.
6. P. P. Silvester, D. A. Lowther, C. J. Carpenter and E. A. Wyatt, “Exterior Finite Elements for 2-Dimensional Field Problems with Open Boundaries,” Proc IEE, 124, 1977, p1267-1270.
7. H. Hurwitz, “Infintesimal Scaling-A New Procedure for Modeling Exterior Field Problems,” IEEE Trans MAG-20, 1984, pp1918-1923.
8. E. M. Freeman and D. A. Lowther, “A Novel Mapping Technique for Open Boundary Finite Element Solutions to Poissons Equation,” Accepted for publication in IEEE Trans-MAG.
9. E. M. Deeley, Private communication on impedance methods, June 1988.