Long-Wen Chang
lchang@cs.nthu.edu.tw
(O) 573-1076
EECS Room 538
Course Outlines
Handouts
Chapter 1
Introduction of analog signals
Sinusoidal, damped sinusoidal and exponential signals
Rectangular and triangular signals
Complex exponential signals
Periodic signals
Bounded and unbounded analog signals
Absolute integrable and square integrable properties
Energy of an analog signal
Linear convolution
Chapter 2: Continuous Time Systems
Introduction to continuous time systems
Linear time invariant system
Impulse response of a LTI system
The linear ODEs (ordination differential equations)
of order N
Chapter 3: Linear Differential Equations in The Time Domain
Fisrt order ODEs
Second order ODEs
High order ODEs
Several ODEs
Kirchhoff's current and voltage laws.
Circuit analysis with linear ODEs
Chapter 4: The Laplace Transform
The Laplace transform and its properties.
The inverse Laplace transform
The linear convolution computed with the Laplace transform
Chapter 5: Solution of Linear ODEs with Laplace Transform
Solution of the linear ODE with the Laplace transform
Circuit analysis with the Laplace transform
Chapter 6 Continuous Time Fourier Transform
The continuous time Fourier transform
Real Fourier series
Complex Fourier series
Gibbs phenomenon
Chapter 7: Analog Filters
Introduction to the design of analog filters
Butterworth, type I Chebyshev, type II Chebyshev and elliptic
filters
Implementation of analog filters
Analog Filter design with the transformation technique
Analog filter implementation with first order and second
filters.