The
continuous laminar flow of a viscous incompressible electrically conducting
fluid over a stretching sheet is investigated in this research. An exact
solution to the problem is reached by using the fact that several properties of
the free-parameter approach and the "separation of variables" method
are similar. This answer is contrasted to an estimated solution obtained by
utilising the concept of stretching the variables of the flow problem and then
minimising the variables using the least squares method. A differential
equation's residual is in question. Finally, the results are described in terms
of a magnetic parameter. The stream function is introduced in the applications
of the free parameter approach and the ‘separation of variables' method to
twodimensional boundary layer flows, and a nonlinear partial differential
equation in is developed as a result.
Author (S) Details
Athens University of Economics and Business, Dept. of Statistics, 76 Patision Str, 10434 Athens, Greece.
View Book :- https://stm.bookpi.org/CASTR-V15/article/view/2976
No comments:
Post a Comment