SIGNALS
AND SYSTEMS
Credits
|
Periods
|
Exam Hrs.
|
Sessional Marks
|
Exam Marks
|
Total Marks
| ||
Theory
|
Tutorial
|
Lab
| |||||
4
|
3
|
1
|
-
|
3
|
30
|
70
|
100
|
Signals,
Transformations of Independent Variables, Basic Continuous Time Signals, Basic
Discrete Time Signals, Systems, Properties of Systems, Linear Time – invariant
Systems.
Linear
Time – Invariant (LTI) Systems
Representation
of Signals in terms of Impulses, Discrete Time LTI Systems, the Convolution
Sum, Continuous Time LTI Systems, the Convolution Integral. Properties of LTI
Systems, Systems Described by Differential and Difference Equations. Block
Diagram Representation of LTI Systems Described by Differential Equations and,
Singularity Functions.
Analogy
between Vectors and Signals, Orthogonal Vector and Signal Spaces. Approximation
of a Function by a Set of Mutually Orthogonal Functions, Fourier Analysis of
Continuous Time Signals and Systems. The Response of Continuous Time LTI
Systems to Complex Exponentials, the Continuous Time Fourier series.
Convergence of Fourier series, A-periodic Signals and Continuous Fourier
Transform. Periodic Signals and Continuous Fourier Transform. Convolution and
Modulation Property. Polar Representation of Continuous Fourier Transform.
Frequency Response Characterized by Linear Constant Coefficient Differential
Equations. First-order and Second-order Systems.
Fourier
Analysis of Discrete Time Signals and Systems Response of Discrete Time LTI
Systems to Complex Exponential. Fourier Series, DTFT, Periodic Signals and
DTFT, Properties of DTFT, Convolution, Modulation and Duality Property. Polar
Representation of DTFT, First-order and Second-order Systems.
Concept of
Z
Sampling
Theorem, Reconstruction of a Signal from Samples, the Effect of Under-sampling,
Discrete Time Processing of Continuous Time Signals. Sampling in Frequency
Domain, Sampling of Discrete Time Signals. Z-transform of a Discrete Sequence,
Region of Convergence for the Z-transform. Inverse Z-transform, Properties of
Z-transform, Relation Between Z and Fourier Transform.
Textbook
:
1. Signals and Systems, K. Raja Rajeswari and B. V. Rao, Prentice Hall of
India.
2. Signals
and Systems, Alan V. Oppenheim, Alan S. Willsky and Ian T. Young, PHI.
References
:
1.
Communication
Systems, B. P. Lathi
2.
Signals Systems
and Communication, B. P. Lathi, BS Publication
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