周家麒
理工學院
電機工程學系
1 9/25 6:00~8:00 Ch1. First-Order ODEs:
2 10/2 6:00~8:00 Ch2. Second-Order ODEs: Homogeneous Linear ODEs
3 10/9 6:00~8:00 Ch2. Second-Order ODEs: Nonhomogeneous ODEs
4 10/16 6:00~8:00 Ch3. Higher Order ODEs
5 10/23 6:00~8:00 Ch6. Laplace Transform: Linearity, s-Shifting, Transforms of Derivatives and Integrals
6 10/30 6:00~8:00 Ch6. Laplace Transform: Unit Step & Impulse Functions
7 11/20 6:00~8:00 Ch6. Laplace Transform: Convolution. Differentiation and Integration of Transforms
8 11/27 6:00~8:00 Ch5. Series Solutions of ODEs: Power Series Method
9 12/4 6:00~8:00 Ch5. Series Solutions of ODEs: Frobenius Method
10 12/11 6:00~8:00 Ch5. Series Solutions of ODEs: Bessel Functions
11 12/18 6:00~8:00 Ch4. Systems of ODEs: Modeling, Wronskian
12 12/25 6:00~8:00 Ch4. Systems of ODEs: Phase Plane Method, Qualitative Methods for Nonlinear Systems