2nd Order Linear Homogeneous Differential Equations 1 Introduction to 2nd order, linear, homogeneous differential equations with constant coefficients.
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Channels: Mathematics
Tags: 2nd Order Linear Homogeneous Differential Equations 1
Uploaded by: khandifequations ( Send Message ) on 10-09-2012.
Duration: 9m 44s
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Lec - 1 What is a differential equation
Lec 2 - Separable Differential Equations
Lec 3 - Separable differential equations 2
Lec 4 - Exact Equations Intuition 1 (proofy)
Lec 5 - Exact Equations Intuition 2 (proofy)
Lec 6 - Exact Equations Example 1
Lec 7 - Exact Equations Example 2
Lec 8 - Exact Equations Example 3
Lec 10 - Integrating factors 2
Lec 11 - First order homegenous equations
Lec 12 - First order homogenous equations 2
Lec 14 - 2nd Order Linear Homogeneous Differential Equations 2
Lec 15 - 2nd Order Linear Homogeneous Differential Equations 3
Lec 16 - 2nd Order Linear Homogeneous Differential Equations 4
Lec 17 - Complex roots of the characteristic equations 1
Lec 18 - Complex roots of the characteristic equations 2
Lec 19 - Complex roots of the characteristic equations 3
Lec 20 - Repeated roots of the characteristic equation
Lec 21 - Repeated roots of the characterisitic equations part 2
Lec 22 - Undetermined Coefficients 1
Lec 23 - Undetermined Coefficients 2
Lec 24 - Undetermined Coefficients 3
Lec 25 - Undetermined Coefficients 4
Lec 28 - Laplace Transform 3 (L{sin(at)})
Laplace transform of cosine and polynomials
Lec 32 - Laplace Transform to solve an equation
Lec 33 - Laplace Transform solves an equation 2
Lec 34 - More Laplace Transform tools
Lec 35 - Using the Laplace Transform to solve a nonhomogenous eq
Lec 36 - Laplace Transform of : L{t}
Lec 37 - Laplace Transform of t^n: L{t^n}
Lec 38 - Laplace Transform of the Unit Step Function
Lec 39 - Inverse Laplace Examples
Lec 40 - Laplace/Step Function Differential Equation
Lec 42 - Laplace Transform of the Dirac Delta Function
Lec 43 - Introduction to the Convolution
Lec 44 - The Convolution and the Laplace Transform
Lec 45 - Using the Convolution Theorem to Solve an Initial Value Prob