Titlebook: Vortex Flows and Related Numerical Methods; J. T. Beale,G.-H. Cottet,S. Huberson Book 1993 Springer Science+Business Media Dordrecht 1993

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Francis Cassot,Serge Hubersonpanied by the dramatic rise in popular, public, and elite discourses that offer the promise to imagine India. Written mostly in the future tense, these discourses conceive of India through specific frames of global change and simultaneously offer prescriptive suggestions for the pathways to fulfilli

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David G. Dritschel: ‘Seeing warfare as theatre provides a psychic escape for the participant: with a sufficient sense of theatre, he can perform his duties without implicating his “real” self and without impairing his innermost conviction that the world is still a rational place’ (p. 192). The participant’s position

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Operator Splitting for Navier-Stokes and Chorin-Marsden Product Formulation of incompatible initial conditions at each time step. A one-dimensional model problem which can be solved explicitly and in which operator splitting converges is presented. Euler/Stokes and the Chorin-Marsden product formula are discussed. Convergence results are reviewed.

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Velicity Methods: Lagrangian Numerical Methods which Preserve the Hamiltonian Structure of Incompresbased on the canonical Hamiltonian formulation of incompressible flow. The method preserves at least three invariants of the flow: the kinetic energy, the impulse, and the angular momentum. We present numerical results which validate the method and elucidate the structure of the Hamiltonian variable

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On Singular Solutions of the Vlasov-Poisson Equationsl velocity of the fluid is discontinuous across the surface. Many theoretical, numerical and analytical investigations have been done to try to understand the properties of solutions to the incompressible Euler Equations with non-smooth (vortex sheet) initial data, see [1], [3], [4], [5], [6], [8],