Abstract
In earlier papers [1–4] a simple, general, and computationally fast method for investigating heat conduction in heterogeneous and complex materials was presented. In this paper, we show that the method, in principle, can be extended to study the fluid flow around arbitrarily shaped bodies. Initial results are presented for two-dimensional incompressible inviscid flow around a circle and a Rankine oval. Calculated velocity and pressure distributions are compared against those obtained analytically and by other numerical methods.
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