Numerical Solution of Wave Equation - Part 1 | Engineering Mathematics

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The wave equation is a fundamental concept in physics and engineering that describes the propagation of waves through space and time. In this video, we'll explore how to solve the numerical solution of the wave equation, a crucial skill for engineering mathematics.

We'll start by introducing the wave equation and its importance in various fields of engineering. Then, we'll discuss the numerical method for solving the wave equation, including finite difference method and finite element method.

We'll walk you through the step-by-step process of solving numerical problems using these methods, including the boundary conditions and initial conditions. We'll also discuss the advantages and limitations of each method, so you can choose the one that works best for your specific application.

By the end of this video, you'll have a solid understanding of how to solve the numerical solution of the wave equation, a valuable skill for any engineer or physics student. So, if you're ready to enhance your engineering mathematics skills, watch this tutorial and learn how to solve the wave equation numerically.

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[ 📐 Watch Next ]
[21MAT31] Numerical Solution of Wave Equation

[ ⭐ 21MAt31 Solved Module Question Paper]

[ ⭐ 21mat31 Important - Passing Package]

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[21MAT31] - Engineering Mathematics 3

OfficialMathematicsTutor
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Good explaining sir
THANK YOU...
My all doubts cleared

Bharathr
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Sir her k and h values are given y u didn't apply explicit formula

akshay
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Sir we should be multiple k and t for x and y, but you are telling to add

vyshnavivyshu