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Solution of Wave Equation Using Pade Approximation

Different numerical methods offer for solving wave equation with diverse boundary conditions. In these methods given partial (Differential Equation: DE) change to a normal DE system using equation separating in terms of time variable method. Pade approximation is used for appreciative calculation of exponential matrix function which is created in response of normal DE. Furthermore, its error and stability are investigated by separating method, parallel algorithm is proposed for solving normal Differential Equation and numbers of function in serial and parallel methods are compared.