A group of recitation videos in which teaching assistants demonstrate how to work through various problems in differential equations. License: Creative Commons BY-NC-SA
Prof. Haynes Miller, Dr. Jeremy Orloff
Prof. Haynes Miller demonstrates the Fourier Coefficient Applet.
Prof. Haynes Miller demonstrates the Euler's Method Applet.
Prof. Haynes Miller demonstrates the Damped Vibrations Applet.
Prof. Haynes Miller demonstrates the Phase Lines Applet.
Prof. Haynes Miller demonstrates the Amplitude and Phase: Second Order II Applet.
Prof. Haynes Miller demonstrates the Convolution Accumulation Applet.
Prof. Haynes Miller demonstrates the Isoclines Applet.
Prof. Haynes Miller demonstrates the Amplitude and Phase: First Order Applet.
A teaching assistant works through a problem on linearization.
A teaching assistant works through a problem on damped harmonic oscillators.
A teaching assistant works through a problem on phase portraits.
A teaching assistant works through a problem on a trace-determinant diagram.
A teaching assistant works through a problem on pure resonance.
A teaching assistant works through a problem on matrix exponentials.
A teaching assistant works through a problem on linear systems: complex roots.
A teaching assistant works through a problem on linear systems of equations
A teaching assistant works through a problem on pole diagrams.
A teaching assistant works through a problem on linear systems: matrix methods.
A teaching assistant works through a problem on unit step and impulse response.
A teaching assistant works through a problem on Laplace transform.
A teaching assistant works through a problem on step and delta functions.
A teaching assistant works through a problem on solving ODE's.
A teaching assistant works through a problem on partial fractions and Laplace inverse.
A teaching assistant works through a problem on gain and phase lag.
A teaching assistant works through a problem on convolution and Green's formula.
A teaching assistant works through a problem on manipulating Fourier series.
A teaching assistant works through a problem on linear ODE's with periodic input.
A teaching assistant works through a problem on homogeneous constant coefficient equations.
A teaching assistant works through a problem on sinusoidal inputs.
A teaching assistant works through a problem on complex numbers and Euler's formula.
A teaching assistant works through a problem on frequency response.
A teaching assistant works through a problem on computing Fourier series.
A teaching assistant works through a problem on undetermined coefficients.
A teaching assistant works through a problem on forced oscillations.
A teaching assistant works through a problem on autonomous equations and phase lines.
A teaching assistant works through a problem on homogeneous constant coefficient equations: real roots.
A teaching assistant works through a problem on first-order constant coefficient linear ODE's.
A teaching assistant works through a problem on sinusoidal functions.
A teaching assistant works through a problem on solutions of linear equations.
A teaching assistant works through a problem on linear equations.
A teaching assistant works through a problem on separable equations.
A teaching assistant works through a problem on Euler's method.
A teaching assistant works through a problem on direction fields.