A Direct Relaxation-Iteration Technique for the Troesch Problem
Author:
Affiliation:
1. Robnello Unit for Continuum Mechanics and Nonlinear Dynamics, Umuagu Oshimili South, Asaba Delta State, NIGERIA
Abstract
Publisher
World Scientific and Engineering Academy and Society (WSEAS)
Reference16 articles.
1. E.S. Weibel. On the confinement of a plasma by magnetostatic fields, Physics of Fluids Vol. 2 1959 pp.52-56
2. D. Gidaspow, B.S. Baker, A model for the discharge of storage batteries, Jnl. Electrochemical Society ,Vol. 120 1973 pp.1005- 1010
3. Roberts, S.M., J.S. Shipman, On the closed form solution of Troesch problem Journal of Computational Physics, Vol. 21 1976 pp.291-304
4. S.-H. Chang, A variational iteration method for solving the Troesch problem, Applied Mathematics and Computation, Vo. 216 2019 pp. 291-3047
5. B.A. Troesch A simple approach to a sensitive two-point boundary value problem Journal of Computational Physics Vo. 21 1976 pp. 279- 290
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