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工程數學|資訊工程學系 王俊堯

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Engineering Mathematics in this class is to teach how to solve differential equations, which are models in many engineering problems. This post-calculus mathematics is needed and used by today's scientists and engineers. It will cover the following topics: (1) First order differential equations, (2) Second order differential equations, (3) Laplace transform, (4) Series solutions for differential equations , (5) Systems of differential equations, (6) Fourier series. 《keywords:工程數學, ☑️Engineering Mathematics, ☑️Variable Separable Method, ☑️Ordinary Differential Equations, ☑️Integrating factors & Linear ODEs, ☑️Higher degree ODEs, ☑️Method of Variation parameter, ☑️The Laplace Transform - Transformation Theorems, ☑️The Laplace Transform - Systems of Linear Diff. Eqs, ☑️Series Solutions3, ☑️Fourier Series》

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  • 第1R講 Introduction
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    第2R講 First-Order ODE: Variable Separable Method
    第3R講 Variable Separatized Method: Homogeneous
    第4R講 First-Order, First-Degree Ordinary Differential Equations
    第5R講 Integrating factors & Linear ODEs
    第6R講 Linearlized ODEs
    第7R講 Higher degree ODEs
    第8R講 Second-Order Ordinary Differential Equations
    第9R講 Second-Order ODEs- Constant Coeff. Linear ODEs
    第10R講 Higher Order Linear ODEs
    第11R講 Method of Variation parameter
    第12R講 Cauchy & Legendre ODEs
    第13R講 Cauchy & Legendre ODEs
    第14R講 Cauchy & Legendre ODEs
    第15R講 The Laplace Transform - Transformation Theorems
    第16R講 The Laplace Transform - Transformation Theorems2
    第17R講 The Laplace Transform - Singular Function
    第18R講 The Laplace Transform - Inverse Transform
    第19R講 The Laplace Transform - ODEs with IC
    第20R講 The Laplace Transform - Systems of Linear Diff. Eqs
    第21R講 Series Solutions1
    第22R講 Series Solutions2
    第23R講 Series Solutions3
    第24R講 Fourier Series
    第25R講 Fourier Series2
    第26R講 Fourier Series3
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