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.
Two Stage Histogram Enhancement Schemes To Improve Visual Quality Of Funds Images
Abstract Main objective of image enhancement is to process an image in order that result is more appropriate than original image for specific domain. To increasing the visual quality of image, image enhancement technique...
Study Of Coronal Mass Ejections Associated With Radio Burst Related Geomagnetic Storms With Solar Wind Disturbances
Abstract In this manuscript we have studied radio bursts (RB) related geomagnetic storms (GMS) Dst ≤ -90nT for the period 1997 to 2012. From the data analysis, we have found total number of radio bursts related geomagnet...
Equalibrium Chain Of Stars: Curve Path
Abstract The open (hyperbolic) model of the Universe is characterized by the values of q < ½. The transition between open and closed models of the Universe is characterized by the flat (parabolic) model which corresponds...
Theoretical Study Of Geomagnetic Storms With CMEs And Solar Flares
Abstract In this article we have taken the data of coronal mass ejections (CMEs), solar flares and geomagnetic storms (GMS) for the period 2000-2010. For this time duration we have found 31 geomagnetic storms events, out...
Energy Module In The Life Of Stars: A Study
The historical back ground of different to settle down to a neutron star equilibrium configuration. The contraction would continue without end beyond the event horizon and ultimately what is left is nothing but a gravita...