Study Of Numerical Approach To Solve Fluid Flow Equations
Journal Title: International Journal of Innovative Research & Growth - Year 2019, Vol 8, Issue 5
Abstract
Abstract In this paper we numerically investigated the nonlinear boundary value problem. We took the stretching sheet with linear velocity. Choose the suitable similarity variable to convert the nonlinear partial differential equation into nonlinear ordinary differential equation and use suitable numerical approach like runge kutta with shooting method to solve the equations.
Motion Of A Body In A Resisting Medium Using Fractional Calculus Approach
Abstract In this manuscript we propose a fractional differential equation to describe the vertical motion of a body through the air. To keep the dimensionality of the physical parameter in the system, an auxiliary parame...
Study Of Boundary Layer Flow With Natural Convection Boundary Condition
Abstract In this paper we numerically study the nonlinear boundary value problem. We convert the nonlinear partial differential equation into nonlinear ordinary differential equation by taking suitable similarity variabl...
Review Of Boundary Layer Flow Over An Inclined Sheet
Abstract In this paper we study about the Nonlinear Boundary layer flow over an inclined sheet. We study about the similarity transformation to convert partial differential equations into ordinary differential equations,...
Analysis Of A Boost DC-DC Converter With Large Conversion Ratio
Abstract Large voltage step-up can be achieved without high duty-cycle, with low voltage and current stress and without transformer by introducing A new PWM dc-dc converter. This circuit is Incorporated an extension of...
Relation Of Short Term Symmetric Cosmic Ray Decreases With Coronal Mass Ejections And Solar Flare
Abstract We have analyzed asymmetric cosmic ray intensity decreases ≥4%, observed during the period of 1997 to 2013 with coronal mass ejections and X-Ray solar flares. We have found total numbers of symmetric cosmic ray...