1 |
Introduction, signals and systems |
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2 |
Signal Energy and Signal Power |
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3 |
Time shifting &Time reversal,Problems |
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4 |
Periodicity of signals,Problems |
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5 |
Basic signals (impulse,step,ramp)and their propert |
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6 |
Basic signals (impulse ,step ,ramp)and their prope |
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7 |
Even and Odd signals ,Problems |
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8 |
Discrete time signals |
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9 |
Discrete time signals Properties |
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10 |
Systems(linearity ,time variances, causality ,stab |
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11 |
Systems(linearity ,time variances, causality ,stab |
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12 |
LTI systems, Convolution sum |
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13 |
Properties of convolution |
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14 |
Causal LTI system with Differencial equation and d |
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15 |
Fourier analysis of continuous time signal |
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16 |
Fourier series properties |
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17 |
Fourier series properties problems |
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18 |
Coefficient of Fourier series properties problems |
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19 |
Continuous time Fourier Transform |
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20 |
Convergence of Fourier Transform |
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21 |
FT of periodic and aperiodic signals |
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22 |
FT of periodic and aperiodic signals Problems |
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23 |
FT Properties |
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24 |
Inverse FT ,Problems |
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25 |
Discrete time Fourier Analysis |
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26 |
Laplace Transform |
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27 |
Laplace Transform and FT Relation |
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28 |
ROC of Laplace Transform |
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29 |
Laplace Transform Properties |
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30 |
Inverse Laplace Transform and Properties |
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31 |
LaplaceTransform Problems |
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32 |
Z-Transform, ROC ofZ- Transform |
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33 |
Properties ofZ- Transform |
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34 |
Inverse Z-Transform |
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35 |
Inverse Z-Transform Cont. |
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36 |
Inverse Z-Transform Problems |
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37 |
Random Signals & Systems |
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38 |
ASSIGNMENT-1 |
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39 |
ASSIGNMENT-2 |
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40 |
ASSIGNMENT-3 |
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41 |
ASSIGNMENT-4 |
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42 |
ASSIGNMENT-5 |
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