Tutorial 10: Wave Equation and Verlet Method
Let \(M\) be a Riemannian surface and let \(\Delta\colon C^\infty M \to C^\infty M\) denote the corresponding Laplace operator. The second order linear partial differential equation \[\ddot{u} = \Delta u\]is called the wave equationàandâas the name suggestsâdescribes the motion of ⦠Continue reading Tutorial 10: Wave Equation and Verlet Method
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