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Digital Signal Processing. Electrical Engineering Department Iran University of Science & Tech. Digital Signal Processing Topic 1: Time Domain. 1. Discrete-time systems 2. Convolution 3. Linear Constant-Coefficient Difference Equations (LCCDEs) 4. Correlation. 1. Discrete-time systems.
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Digital Signal Processing Electrical Engineering Department Iran University of Science & Tech. DSP Course-IUST-Spring Semester
Digital Signal ProcessingTopic 1: Time Domain 1.Discrete-time systems 2.Convolution 3.Linear Constant-Coefficient Difference Equations (LCCDEs) 4.Correlation DSP Course-IUST-Spring Semester
1. Discrete-time systems DSP Course-IUST-Spring Semester
Moving Average (MA) DSP Course-IUST-Spring Semester
MA Smoother DSP Course-IUST-Spring Semester
Accumulator DSP Course-IUST-Spring Semester
Accumulator DSP Course-IUST-Spring Semester
Classes of DT systems DSP Course-IUST-Spring Semester
Linearity: Example 1 DSP Course-IUST-Spring Semester
Linearity Example 2: DSP Course-IUST-Spring Semester
Linearity Example 3: DSP Course-IUST-Spring Semester
Property: Shift (time) invariance DSP Course-IUST-Spring Semester
Shift-invariance counterexample DSP Course-IUST-Spring Semester
Another counterexample DSP Course-IUST-Spring Semester
Linear Shift Invariant (LSI) DSP Course-IUST-Spring Semester
Causality DSP Course-IUST-Spring Semester
Causality example DSP Course-IUST-Spring Semester
Impulse response (IR) DSP Course-IUST-Spring Semester
Impulse response example DSP Course-IUST-Spring Semester
2. Convolution DSP Course-IUST-Spring Semester
Convolution sum DSP Course-IUST-Spring Semester
Convolution properties DSP Course-IUST-Spring Semester
Interpreting convolution DSP Course-IUST-Spring Semester
Convolution interpretation 1 DSP Course-IUST-Spring Semester
Convolution interpretation 2 DSP Course-IUST-Spring Semester
Matrix interpretation DSP Course-IUST-Spring Semester
Convolution notes DSP Course-IUST-Spring Semester
Convolution in MATLAB DSP Course-IUST-Spring Semester
Connected systems DSP Course-IUST-Spring Semester
Inverse systems DSP Course-IUST-Spring Semester
Inverse systems DSP Course-IUST-Spring Semester
Inverse system example DSP Course-IUST-Spring Semester
Parallel connection DSP Course-IUST-Spring Semester
3. Linear Constant-CoefficientDifference Equation (LCCDE) DSP Course-IUST-Spring Semester
Solving LCCDEs DSP Course-IUST-Spring Semester
Complementary Solution DSP Course-IUST-Spring Semester
Complementary Solution DSP Course-IUST-Spring Semester
Complementary Solution DSP Course-IUST-Spring Semester
Particular Solution DSP Course-IUST-Spring Semester
LCCDE example DSP Course-IUST-Spring Semester
LCCDE example DSP Course-IUST-Spring Semester
LCCDE example DSP Course-IUST-Spring Semester
LCCDE example DSP Course-IUST-Spring Semester
LCCDE example DSP Course-IUST-Spring Semester
LCCDE solving summary DSP Course-IUST-Spring Semester
LCCDEs: zero input/zero state DSP Course-IUST-Spring Semester
Impulse response of LCCDEs DSP Course-IUST-Spring Semester
LCCDE IR example DSP Course-IUST-Spring Semester
System property: Stability DSP Course-IUST-Spring Semester
Stability DSP Course-IUST-Spring Semester