Application Of Numerical Methods In Solving Schrodinger’s Equation
Journal Title: International Journal of Innovative Research & Growth - Year 2018, Vol 7, Issue 1
Abstract
Abstract In this paper we work on the applications of numerical methods in quantum mechanics problem. The Schrodinger’s equation has converted into polar form and the numerical solution is obtained by using Crank Nicolson’s method.
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...
Loss Of Job Security And Its Impact On Employee Performance – A Study In Sultanate Of Oman
Abstract Every employee looks for a modicum of security and safety of his or her employment and this has been widely recognized as one of the key factors impacting employee commitment and performance. Loss of job securit...
Expansion Of Space Geometry And Contraction Process
Abstract It turnout that q is related to the curvature of space. for the model of the Universe, with positive curvature (one of the Fried man models) the declaration will have to be sufficient as to bring the expansion t...
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...
Sensitivity Analysis Of Inventory Model For Deteriorating Items With On-Hand Inventory Dependent Demand Rate And Infinite Production Rate Without Shortages
Abstract A deterministic inventory model for deteriorating items is considered. The rate of demand is variable and it is on-hand inventory dependent. Rate of replenishment is instantaneous. Shortages are not allowed. The...