Parallelization of optimization routines is now increasingly resorted to, because of the heavy computation associated with the optimization of electromagnetic products in the process of their design. This paper evaluated the possibilities for parallelization in electromagnetic product design. The several optimization algorithms available are evaluated for their parallelizability. It is further shown that, given the present limits of technology in relation to the number of processors available on shared memory computers of parallel architecture, parallelization in electromagnetic optimization is not necessarily worth attempting at present. Thus, works of this nature, are of necessity, for the future, in readiness for that day when a new generation of parallel computer is available to us.
[1]
S. A. Meguid,et al.
Computer-Aided Analysis
,
1987
.
[2]
S. Ratnajeevan,et al.
Optimal design, inverse problems and parallel computers
,
1990,
International Conference on Magnetics.
[3]
S. Hoole,et al.
A parallel conjugate gradients algorithm for finite element analysis of electromagnetic fields
,
1990
.
[4]
S.R.H. Hoole.
Finite element electromagnetic field computation on the Sequent Symmetry 81 parallel computer
,
1990
.
[5]
M. Repetto,et al.
A parallel simulated annealing algorithm for the design of magnetic structures
,
1994
.