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Hybrid solution of partial differential equations by application of invariant imbedding to the serial method

Paul Nelson, JR

Oak Ridge National Laboratory Oak Ridge, Tennessee

Donald W. Altom

Oak Ridge National Laboratory Oak Ridge, Tennessee

This paper presents a hybrid computational method in which invariant imbedding is used to effect analog solution of the boundary-value problems which typically result from time discretization of a partial differential equation. The method is developed from fundamentals, scaling rules are derived, computational results are presented and discussed, and possible extensions are mentioned.

SIMULATION, Vol. 17, No. 4, 147-153 (1971)
DOI: 10.1177/003754977101700403
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