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ERTH/OCN312 General solution to the n-order linear homogeneous ODE
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ERTH/OCN312: Advanced Mathematics for Scientists & Engineers
Prof. Garrett Apuzen-Ito
University of Hawaii, Dept. of Earth Sciences
School of Ocean and Earth Science and Technology (SOEST)
Prof. Garrett Apuzen-Ito
University of Hawaii, Dept. of Earth Sciences
School of Ocean and Earth Science and Technology (SOEST)
0:28:41
ERTH/OCN312 General solution to the n-order linear homogeneous ODE
0:36:06
ERTH/OCN312: Solutions to the Homogeneous Equation with Constant Coefficients
0:31:01
ERTH/OCN312: Higher Order ODE's with Non-Constant Coefficients
0:11:32
ERTH/OCN312: Higher order, non-homogeneous ODE with constant coefficients: Some preliminaries
0:40:41
ERTH/OCN312: Homogeneous ODE with Constant Coefficients
0:22:17
ERTH/OCN312: Non-homogeneous Linear ODE: Integrating Factor Method
0:22:01
ERTH/OCN 312: Solution to non-linear ODE by method of undetermined coefficients
0:12:46
ERTH/OCN312: Applications of ODEs: Chemical Mixing
0:09:57
ERTH/OCN312 Linear, 1st Order ODE's, Application to Chemical Mixing
0:28:14
ERTH/OCN312: Finding the Integrating Factor that Makes an Exact Differential
0:20:35
ERTH/OCN 312: Euler's Method Explained
0:16:08
ERTH/OCN312: ODE's: Linear 1st order, homogeneous cases
0:38:44
ERTH/OCN312: Gauss-Jordan Reduction
0:27:40
ERTH/OCN312: Applications of ODEs: The RL Electrical Circuit
0:19:47
ERTH/OCN312: 1st Order ODE Applications: Mass on a hill
0:28:46
ERTH/OCN312: Separable First Order ODE's
0:23:54
ERTH/OCN312: 1st-order, Linear, Non-homogenous ODEs II: Variation of Parameters
0:38:44
ERTH/OCN312 Gauss-Jordan Reduction
0:26:38
ERTH/OCN312: Numerical Methods, Runge-Kutta
0:21:23
ERTH/OCN312: Applications of the Eigenvalue Problem
0:26:55
ERTH/OCN312: Free Oscilations of the Harmonic Oscillator
0:36:18
ERTH/OCN312 Systems of Linear Equations and Gauss Elimination
0:23:56
ERTH/OCN312: Damped Forced Oscillator
0:06:53
ERTH/OCN312: Spherical Coordinates
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