Abstract
The integral equation method or the boundary element method has been used increasingly for nonlinear problems of fluid mechanics. In particular, the general integral equation formulation for the flow problems of an incompressible viscous fluid has attracted interesting attention in many researchers. Several papers 1~4 for the problems can be available.
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References
Wu, J.C. (1982), SP Problems of General Viscous Flow, Developments in Boundary Element Methods-2, (Eds., P.K. Banerjee and R.P. Shaw), Applied Science Publishers, pp.69–109\
Onishi, K., T. Kuroki and M. Tanaka (1984), An Application of Boundary Element Method to Incompressible Laminar Viscous Flows, Engineering Analysis 1(3), pp.122
Skerget, P., A. Alujevic and C.A. Brebbia (1984), SP The Solution of Navier-Stokes Equations in terms of Vorticity-Velocity Variables by Boundary Elements, Boundary Elements, (Ed., C.A. Brebbia), pp.4/41, Springer-Verlag
Tosaka, N., K. Kakuda and K. Onishi (1985.9), Boundary Element Analysis of Steady Viscous Flows Based on P-U-V Formulatin, pp.9/71–9/80, Boundary Elements VII Vol.2, (Eds., C.A. Brebbia and G. Maier), Springer-Verlag
Tosaka, N. and K. Onishi (1985), Boundary Integral Equation Formulations for Steady Navier-Stokes Equations Using the Stokes Fundamental Solutions, Engng. Analy. 2(3), pp.128–132
Tosaka, N. and K. Onishi, Boundary Integral Equation Formulations for Unsteady Incompressible Viscous Fluid Flow by Time-Differencing, Engineering Analysis (in press)
Tosaka, N. (1985), Integral Equation Formulations for Viscous Flow Problems (in Japanese), Proc. Second Japan National Symp. BEM, JASCOME, Tokyo, pp.155–160
Tosaka, N.(1986), Numerical Methods for Viscous Flow Problems Using an Integral Equation, Proc. third Int. Symp. on River Segmentation, Mississippi, pp.1514–1525
Tosaka, N. and K. Kakuda (1986), Numerical Solutions of Steady Incompressible Viscous Flow Problems by the Integral Equation Method, Proc. 4th Int. Symp.(Eds., R.P. Shaw et al.) Georgia Institute of Technology, USA, pp.211–222
Tosaka, N. and K. Kakuda (1986), Numerical Simulations of the Unsteady-State Incompressible Viscous Flows Using an Integal Equation, Int. Con. BE, Tsinghua University, China
Tosaka, N. and K. Onishi (1986), Integral Equation Method for Termal Fluid Flow Problems, Proc. Int. Con. on Computational Mechanics, Tokyo
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Tosaka, N., Kakuda, K. (1986). Numerical Simulations for Incompressible Viscous Flow Problems Using the Integral Equation Methods. In: Tanaka, M., Brebbia, C.A. (eds) Boundary Elements VIII. Boundary Elements, vol 8. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-662-22335-2_27
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DOI: https://doi.org/10.1007/978-3-662-22335-2_27
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