This page contains lecture slides for CS248B. The lecture list below is tentative and likely to change. Slides for each class will be made available shortly before class, along with a short summary of the topics it covers.
Introduces particle systems and their zeroth, first, and second order dynamics, from directly specified parametric motion through particle advection and gradient descent to Newton's equations of motion with simple forces such as gravity, drag, springs, and gravitation. Then develops ordinary differential equations for animation, covering reduction to first-order form, linearization to the model problem, and the accuracy and stability of forward Euler, backward Euler, midpoint, and symplectic Euler, including numerical stiffness and a comparison of integrators on the harmonic oscillator.