Sl.No | Chapter Name | MP4 Download |
---|---|---|
1 | 1.1 - Course Introduction and Motivation | Download |
2 | 1.2 - Kirchoff's Current and Voltage Laws, and the Incidence Matrix | Download |
3 | 1.3 - Power Conservation and Tellegen's Theorem | Download |
4 | 1.4 - Intuition behind Tellegen's Theorem | Download |
5 | 1.5 - Tellegen's Theorem and reciprocity in linear resistive networks | Download |
6 | 1.6 - Why is reciprocity useful in practice? | Download |
7 | 1.7 - Inter-reciprocity in linear time-invariant networks | Download |
8 | 2.1 - Inter-reciprocity in linear time-invariant networks (contd) | Download |
9 | 2.2 - Inter-reciprocity in networks with ideal operational amplifiers | Download |
10 | 2.3 - Review of Modified Nodal Analysis (MNA) of linear networks | Download |
11 | 2.4 - MNA stamps of controlled sources - the VCCS & VCVS | Download |
12 | 2.5 - MNA stamps of controlled sources - the CCCS & CCVS | Download |
13 | 2.6 - Inter-reciprocity in linear networks - using the MNA stamp approach | Download |
14 | 3.1 - The Adjoint Network | Download |
15 | 3.2 - MNA stamp of an ideal opamp | Download |
16 | 3.3 - Properties of circuits with multiple ideal opamps | Download |
17 | 3.4 - Introduction to Analog Active Filters | Download |
18 | 3.5 - Magnitude approximation principles | Download |
19 | 3.6 - The maximally flat (Butterworth) approximation | Download |
20 | 3.7 - The Butterworth Approximation (contd) | Download |
21 | 3.8 - Connection between magnitude response and pole locations in an all-pole filter | Download |
22 | 3.9 - Cascade-of-biquads, realization of stray-insensitive first-order section | Download |
23 | 4.1 - Opamp-RC biquadratic sections | Download |
24 | 4.2 - Active-RC biquads and Impedance scaling | Download |
25 | 4.3 - Opamp-RC biquadratic sections (contd) | Download |
26 | 4.4 - High-order filters using cascade of biquads, Dynamic range scaling in opamp-RC filters | Download |
27 | 5.1 - The finite gain-bandwidth model of nonideal opamps | Download |
28 | 5.2 - Effect of finite opamp bandwidth on an active-RC integrator | Download |
29 | 5.3 - Effect of finite opamp bandwidth on an active-RC biquad | Download |
30 | 5.4 - Visualization and mitigation of the effect of Q-enhancement | Download |
31 | 6.1 - Transconductance-Capacitance integrators | Download |
32 | 6.2 - Introduction to noise in electrical networks | Download |
33 | 6.3 - Noise processed by a linear time-invariant system | Download |
34 | 6.4 - kT/C noise in a sample-and-hold circuit | Download |
35 | 6.5 - Noise in RLC networks | Download |
36 | 6.6 - Total integrated noise in RLC Networks | Download |
37 | 7.1 - Bode's Noise Theorem - Frequency domain | Download |
38 | 7.2 - Input referred noise in electrical networks - part 1 | Download |
39 | 7.3 - Input referred noise in electrical networks - part 2 | Download |
40 | 7.4 - Input referred noise and the noise factor | Download |
41 | 7.5 - Noise Factor Examples | Download |
42 | 8.1 - Introduction to distributed networks, the ideal transmission line | Download |
43 | 8.2 - Solving the wave equation in an ideal transmission line | Download |
44 | 8.3 - Transmisson line circuit analysis : The short circuited and open circuited line | Download |
45 | 8.4 - Transmission line circuit analysis, the reflection coefficient, open and short-circuited lines | Download |
46 | 8.5 - Transmission line driven by a source, power in a transmission line | Download |
47 | 9.1 - The Smith chart | Download |
48 | 9.2 - The need for scattering parameters | Download |
49 | 9.3 - Scattering Parameters : Introduction | Download |
50 | 9.4 - Example scattering matrix calculations | Download |
51 | 9.5 - Scattering matrices properties | Download |
52 | 9.6 -Measuring the S-parameters of a one-port | Download |
53 | 10.1 - The one-port vector network analyzer | Download |
54 | 10.2 - The two-port vector network analyzer | Download |
55 | 10.3 - Weak nonlinearity in electronic circuits, second-order harmonic distortion, HD2 and IM2 | Download |
56 | 10.4 - Weak nonlinearity in electronic circuits, second-order intermodulation distortion | Download |
57 | 11.1 - Gain compression and third-order harmonic distortion | Download |
58 | 11.2 - Third-order intermodulation distortion | Download |
59 | 11. 3 - Weak nonlinearities in circuits: Intuition behind the method of current injection | Download |
60 | 11. 4 - Weak nonlinearities in circuits: Calculating nonlinear components | Download |
61 | 12.1 - Current-injection analysis of distortion in a negative feedback system | Download |
62 | 12.2 - Current-injection analysis of distortion in a negative feedback system (contd) | Download |
63 | 12.3 - Course summary and recap | Download |
Sl.No | Chapter Name | English |
---|---|---|
1 | 1.1 - Course Introduction and Motivation | PDF unavailable |
2 | 1.2 - Kirchoff's Current and Voltage Laws, and the Incidence Matrix | PDF unavailable |
3 | 1.3 - Power Conservation and Tellegen's Theorem | PDF unavailable |
4 | 1.4 - Intuition behind Tellegen's Theorem | PDF unavailable |
5 | 1.5 - Tellegen's Theorem and reciprocity in linear resistive networks | PDF unavailable |
6 | 1.6 - Why is reciprocity useful in practice? | PDF unavailable |
7 | 1.7 - Inter-reciprocity in linear time-invariant networks | PDF unavailable |
8 | 2.1 - Inter-reciprocity in linear time-invariant networks (contd) | PDF unavailable |
9 | 2.2 - Inter-reciprocity in networks with ideal operational amplifiers | PDF unavailable |
10 | 2.3 - Review of Modified Nodal Analysis (MNA) of linear networks | PDF unavailable |
11 | 2.4 - MNA stamps of controlled sources - the VCCS & VCVS | PDF unavailable |
12 | 2.5 - MNA stamps of controlled sources - the CCCS & CCVS | PDF unavailable |
13 | 2.6 - Inter-reciprocity in linear networks - using the MNA stamp approach | PDF unavailable |
14 | 3.1 - The Adjoint Network | PDF unavailable |
15 | 3.2 - MNA stamp of an ideal opamp | PDF unavailable |
16 | 3.3 - Properties of circuits with multiple ideal opamps | PDF unavailable |
17 | 3.4 - Introduction to Analog Active Filters | PDF unavailable |
18 | 3.5 - Magnitude approximation principles | PDF unavailable |
19 | 3.6 - The maximally flat (Butterworth) approximation | PDF unavailable |
20 | 3.7 - The Butterworth Approximation (contd) | PDF unavailable |
21 | 3.8 - Connection between magnitude response and pole locations in an all-pole filter | PDF unavailable |
22 | 3.9 - Cascade-of-biquads, realization of stray-insensitive first-order section | PDF unavailable |
23 | 4.1 - Opamp-RC biquadratic sections | PDF unavailable |
24 | 4.2 - Active-RC biquads and Impedance scaling | PDF unavailable |
25 | 4.3 - Opamp-RC biquadratic sections (contd) | PDF unavailable |
26 | 4.4 - High-order filters using cascade of biquads, Dynamic range scaling in opamp-RC filters | PDF unavailable |
27 | 5.1 - The finite gain-bandwidth model of nonideal opamps | PDF unavailable |
28 | 5.2 - Effect of finite opamp bandwidth on an active-RC integrator | PDF unavailable |
29 | 5.3 - Effect of finite opamp bandwidth on an active-RC biquad | PDF unavailable |
30 | 5.4 - Visualization and mitigation of the effect of Q-enhancement | PDF unavailable |
31 | 6.1 - Transconductance-Capacitance integrators | PDF unavailable |
32 | 6.2 - Introduction to noise in electrical networks | PDF unavailable |
33 | 6.3 - Noise processed by a linear time-invariant system | PDF unavailable |
34 | 6.4 - kT/C noise in a sample-and-hold circuit | PDF unavailable |
35 | 6.5 - Noise in RLC networks | PDF unavailable |
36 | 6.6 - Total integrated noise in RLC Networks | PDF unavailable |
37 | 7.1 - Bode's Noise Theorem - Frequency domain | PDF unavailable |
38 | 7.2 - Input referred noise in electrical networks - part 1 | PDF unavailable |
39 | 7.3 - Input referred noise in electrical networks - part 2 | PDF unavailable |
40 | 7.4 - Input referred noise and the noise factor | PDF unavailable |
41 | 7.5 - Noise Factor Examples | PDF unavailable |
42 | 8.1 - Introduction to distributed networks, the ideal transmission line | PDF unavailable |
43 | 8.2 - Solving the wave equation in an ideal transmission line | PDF unavailable |
44 | 8.3 - Transmisson line circuit analysis : The short circuited and open circuited line | PDF unavailable |
45 | 8.4 - Transmission line circuit analysis, the reflection coefficient, open and short-circuited lines | PDF unavailable |
46 | 8.5 - Transmission line driven by a source, power in a transmission line | PDF unavailable |
47 | 9.1 - The Smith chart | PDF unavailable |
48 | 9.2 - The need for scattering parameters | PDF unavailable |
49 | 9.3 - Scattering Parameters : Introduction | PDF unavailable |
50 | 9.4 - Example scattering matrix calculations | PDF unavailable |
51 | 9.5 - Scattering matrices properties | PDF unavailable |
52 | 9.6 -Measuring the S-parameters of a one-port | PDF unavailable |
53 | 10.1 - The one-port vector network analyzer | PDF unavailable |
54 | 10.2 - The two-port vector network analyzer | PDF unavailable |
55 | 10.3 - Weak nonlinearity in electronic circuits, second-order harmonic distortion, HD2 and IM2 | PDF unavailable |
56 | 10.4 - Weak nonlinearity in electronic circuits, second-order intermodulation distortion | PDF unavailable |
57 | 11.1 - Gain compression and third-order harmonic distortion | PDF unavailable |
58 | 11.2 - Third-order intermodulation distortion | PDF unavailable |
59 | 11. 3 - Weak nonlinearities in circuits: Intuition behind the method of current injection | PDF unavailable |
60 | 11. 4 - Weak nonlinearities in circuits: Calculating nonlinear components | PDF unavailable |
61 | 12.1 - Current-injection analysis of distortion in a negative feedback system | PDF unavailable |
62 | 12.2 - Current-injection analysis of distortion in a negative feedback system (contd) | PDF unavailable |
63 | 12.3 - Course summary and recap | PDF unavailable |
Sl.No | Language | Book link |
---|---|---|
1 | English | Not Available |
2 | Bengali | Not Available |
3 | Gujarati | Not Available |
4 | Hindi | Not Available |
5 | Kannada | Not Available |
6 | Malayalam | Not Available |
7 | Marathi | Not Available |
8 | Tamil | Not Available |
9 | Telugu | Not Available |