Signals and Systems Made Ridiculously SimpleSignals and Systems Made Ridiculously Simple is designed to be an easy-to-read study guide and concise reference book for making learning or relearning introductory signal processing and linear system theory as simple as possible. Basically, this book tells you what you need to know and tells it to you fast, without having to wade through a 700 page textbook. |
From inside the book
Results 1-3 of 8
Page 31
... bandwidth is 2a . Another way of describing a resonance curve is to define the sharpness of its peak , known as the " Q " of the system . A typical resonance curve is shown below : Resonance Curve H ( s ) = S 5 s2 + 0.2s + 1.01 ...
... bandwidth is 2a . Another way of describing a resonance curve is to define the sharpness of its peak , known as the " Q " of the system . A typical resonance curve is shown below : Resonance Curve H ( s ) = S 5 s2 + 0.2s + 1.01 ...
Page 75
... bandwidth ( frequency domain ) of a signal in terms of its statistical moments , it is possible to prove that all real waveforms must satisfy the following compact relationship . ( duration ) ( bandwidth ) > Π This statement of the ...
... bandwidth ( frequency domain ) of a signal in terms of its statistical moments , it is possible to prove that all real waveforms must satisfy the following compact relationship . ( duration ) ( bandwidth ) > Π This statement of the ...
Page 91
... bandwidth of the FM signal . FM Bandwidth ( Wideband & Narrowband FM ) As mentioned above , the Fourier transform XFM ) is not easily found . However , it is important to have some idea of its bandwidth so we know how close adjacent ...
... bandwidth of the FM signal . FM Bandwidth ( Wideband & Narrowband FM ) As mentioned above , the Fourier transform XFM ) is not easily found . However , it is important to have some idea of its bandwidth so we know how close adjacent ...
Contents
Introduction to Signals and Systems | 1 |
The Frequency Domain | 7 |
The Laplace Transform | 13 |
Copyright | |
14 other sections not shown
Common terms and phrases
a₁ amplifier analysis asymptotic bandwidth BIBO stable Black's formula block diagram Bode plot breakpoints capacitor causal systems circuit coefficients complex exponentials complex frequency complex number concepts continuous-time signal continuous-time systems convolution operation convolving CT systems deconvolution derivative differential equation discrete discrete signals discrete-time signals discrete-time systems doublet eigenfunctions example finite flipping Fourier series Fourier transform frequency domain Frequency rad/sec frequency response graph H(jw h₂(t Im{s impulse response impulse response h(t infinite initial conditions input signal integral inverse transform jo-axis known Laplace transform lowpass filter LTI system magnitude and phase magnitude plot matched filter method modulation multiply Note output signal phase response pole/zero poles and zeros Re{s region of convergence right-sided ROC(x s-plane samples scaled and shifted Section shown signal x(t Signals and Systems sinusoid stability steady-state system function H(s transfer function unit impulse Z-transform ZH(jw