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Truncating the series expansion for unsteady velocity-dependent Eyring-Powell fluid
2020
Engineering and Applied Science Letters
The main difficulty in dealing with the basic differential equations of fluid momentum is in choosing an appropriate problem-solving methodology. In addition, it is necessary to correct minor errors incurred by neglecting some losses. However, in many cases, such methodologies suffer from long processing time (P-time). Therefore, this article focuses on the truncation technique involving an unsteady Eyring-Powell fluid towards a shrinking wall. The governing differential equations are converted
doi:10.30538/psrp-easl2020.0049
fatcat:lhqlz6s4anbclgssbhm2prwzzi