“Amalgamation of Two methods of Partial Differential Equations”
| Author(s) | : | Ketan Panchal |
| Institution | : | Lecturer, (Humanities & Science Department, S.B. Polytechnic, savli) |
| Published In | : | Vol. 5, Issue 2 — February 2018 |
| Page No. | : | 767-769 |
| Domain | : | Engineering |
| Type | : | Research Paper |
| ISSN (Online) | : | 2348-4470 |
| ISSN (Print) | : | 2348-6406 |
In partial differential complex domain, by comparing two equations or transform one equationin to another is done by considering the coupling of two equations (1) and (2). The for the most partimperative statement is that the combination equation has considerably lots of variables and so the sense ofthe solution is not so inconsequential. The result is applied to the problem of analytic continuation of thesolution. In this paper, I will in attendance a novel draw near to the study of nonlinear partial differentialequations in the composite domain. Since the explore is still in the initial stage, as a replica study I willconverse about only the subsequent two partialDifferential equations in the first stage, as a reproduction swot up I will confer lone the following two partialdifferential equations.????????????????= P ( x,t,y, ????????????????)………………….....(1)(Where (x, t) ∈ C2 are variables and y = y(x, t) is the unknown function)????????????????= Q ( x,t,y, ????????????????)…………………….(2)(where (x, t) ∈ C2 are variables and θ= θ (x, t) is the unknown function)
Ketan Panchal, ““Amalgamation of Two methods of Partial Differential Equations””, International Journal of Advance Engineering and Research Development (IJAERD), Vol. 5, Issue 2, pp. 767-769, February 2018.
