2. Singularities in perfect fluid mechanics
After this first integral approach on a solid example, we develop here a more physical approach in fluid dynamics.
Here, we'll consider the elementary case of an incompressible perfect-fluid plane flow in an irrotational steady state. This is an example of how singularities generate the solution. What's more, since the current lines coincide with the trajectories in steady state, the flat graphical representation is very simple and unambiguous.
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2.1.1 Flow equations
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Singularities in perfect fluid mechanics
Bibliography
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(1) - WANG (Q.), ZHOU (W.), CHENG (Y.), MA (G.), CHANG (X.), HUANG (Q.) -
An adaptive cell-based domain integration method for treatment of domain integrals in 3D boundary element method for potential and elasticity problems.
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Acta Mechanica Solida Sinica 30 (1), 99-111 (2017).
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(2)...
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