Abstract
"In this article, the unified difference and quasi qudratization method are developed and discussed to obtain an approximate numerical solution for the Troesch’s problem, a nonlinear differential equation and corresponding boundary value problems. The degree of accuracy in numerical solution by the proposed method is good and comparable to other existing methods in literature for the range of values of parameter in Troesch’s problem."
Reference15 articles.
1. "[1]+AC143:AC157 B.A. Troesch, Intrinsic difficulties in the numerical solution of a boundary value problem. Internal Report NN-142, TRW, Inc. Redondo Beach, California, 1960."
2. "[2] C.E. Froberg, Introduction to Numerical Analysis. Second Ed., Addison-Wesley, New York, 1969."
3. "[3] D. Gidaspow and B.S. Baker, A model for discharge of storage batteries. J. Electrochemical Society 120 (1973), 8, 1005-1010."
4. "[4] D.J. Jones, Solution of Troesch's and other two point boundary value problems by shooting techniques. J. Comput. Phys. 12 (1973), 429-434."
5. "[5] E.S. Weibel, On the confinement of a plasma by magnetostatic fields. Physics of Fluids 2 (1959), 1, 52-56."