Differential Equations by MIT

This book explains the following
topics: IFirst-order differential equations, Direction fields, existence and
uniqueness of solutions, Numerical methods, Linear equations, models,
Complex numbers, roots of unity, Second-order linear equations, Modes and
the characteristic polynomial, Good vibrations, damping conditions,
Exponential response formula, spring drive, Complex gain, dashpot drive,
Operators, undetermined coefficients, resonance, Frequency response, LTI
systems, superposition, RLC circuits, Engineering applications, Fourier
series, Operations on fourier series , Periodic solutions; resonance, Step
functions and delta functions, Step response, impulse response, Convolution,
First order systems, Linear systems and matrice, Eigenvalues, eigenvectors,
etc.

**Author(s):** Prof. Haynes Miller, Prof. Arthur Mattuck,
Massachusetts Institute of Technology

NA Pages