# Circuits and Systems with Prof. Ali Hajimiri

## Video Lectures

Displaying all 38 video lectures.
 Lecture 1 Play Video Circuits Fundamentals: Definitions, graph properties, current & voltage, power & energyCircuits fundamentals derived from EM, definitions, circuit conditions, graphs (nodes, meshes, and branches), current, voltage, power and energy flow. 160927 Lecture 2 Play Video Circuits Fundamental: Passivity and Activity, KCL and KVL, Ideal SourcesPassivity and Activity, KCL and KVL, Ideal Sources Lecture 3 Play Video Circuits Fundamentals: Resistance, Ohm's law, linearity, time-variance, diode circuits.Resistance, Ohm's law, linearity, diodes, ideal diode circuits, time-variance Lecture 4 Play Video Nodal Analysis: ground, Y-Matrix, node voltage & stimulus vectors, Linear algebra, determinantNodal Analysis: Y-Matrix, Stimuli and Node Voltage Vectors, determination of Y-matrix by inspection, Linear Algebra Problem, Matrix Inversion, Linear Transformations, Meaning of Determinant Lecture 5 Play Video Nodal Analysis: Examples, dependent sources, existence of a solutionNodal Analysis Continued. Examples, Dependent Sources, Existence of a solution. Lecture 6 Play Video Nodal Analysis Continued: Nodal analysis, dependent sources, with voltage sources, super nodesNodal analysis, dependent sources, with voltage sources, super nodes 20161006090742 Lecture 7 Play Video Mesh Analysis & Diode Circuits: Mesh analysis, 3D networks, super mesh, diode circuit designMesh analysis, planner circuits, super mesh, diode circuit design 20161006100656EE44 Lecture 8 Play Video Circuit Theorems: Superposition, Thévenin, Norton, Source Transformation, Network EquivalenceCircuit Theorems: Superposition, Thévenin, Norton, Source Transformation, Network Equivalence 20161011091610EE44 Lecture 9 Play Video Circuit Theorems: Source Transportation, Substitution Theorem, Maximum Power Transfer, Y-Delta20161011101556EE44 Lecture 10 Play Video Active circuits: Op-Amp, Feedback, Asymptotic Equality, Inverting and non-inverting amplifiersActive circuits, Intro. to Operational Amplifier (Op-Amp), Intro to Feedback, Intro. to Asymptotic Equality, Inverting and non-inverting amplifiers, voltage summation 20161013090634EE44 Lecture 11 Play Video Singularity Functions: Introduction, Unit Step, Pulse, and Dirac Delta (Impulse) FunctionsFundamental Theorem of Calculus, Introduction to singularity functions, Unit step function, Dirac Delta Function 20161013102242EE44 Lecture 12 Play Video Linear Systems: Dirac Delta, Sifting Property, Impulse Response, LTI, ConvolutionLinear system Response: Singularity Functions, Dirac Delta, Sifting Property, Impulse Response, Linear, Time-Invanance, LTI, Superposition Integral, Convolution 20161018090404EE44 Lecture 13 Play Video Linear Systems: Convolution, Examples of System Response, Convolution ExamplesLinear Systems: Convolution, Examples of System Response, Convolution Examples 20161018101040EE44 Lecture 14 Play Video Time-Domain Response: Capacitors and Inductors, RC Response, General 1st-Order SystemTime domain Response: Capacitors and Inductors, RC Time-Domain Response, General First-Order System Response, Switched RC Circuit, 20161020090714EE44 Lecture 15 Play Video Time Domain Response: RC Step and Impulse Response20161020102244EE44 Lecture 16 Play Video Heaviside Operator: Introduction, basic examplesHeaviside operator: Introduction, basic examples 20161020104650EE44 Lecture 17 Play Video Heaviside Operator: Low-Pass Operator, High-Pass Operator, Solving Differential EquationsHeaviside Operator: Low-Pass Operator, High-Pass Operator, Solving Differential Equations 20161025091918EE44 Lecture 18 Play Video Heaviside Operator: Circuit ExamplesHeaviside Operator: Circuit Examples 20161025103418EE44 Lecture 19 Play Video Heaviside Operator: Nodal Analysis Examples, Order of System, Oscilloscope ProbeHeaviside Operator: Nodal Analysis Examples, Oder of System, Oscilloscope Probe 20161027091328EE44 Lecture 20 Play Video Impulse Response of 2nd Order System: Complex Numbers, Real Poles, Underdamped and Over-damped020. Impulse Response of 2nd Order System: Complex Numbers, Real Poles, Underdamped and Over-damped Response, real and complex conjugate roots 20161027101738EE44 Lecture 21 Play Video Heaviside Operator: Partial Fraction Expansion (PFE), ExampleHeaviside Operator: Partial Fraction Expansion (PFE), Example 20161103092414EE44v2 Lecture 22 Play Video Heaviside Operator: PFE with Multiple Roots, ExampleHeaviside Operator: Partial Fraction Expansion (PFE) with Multiple Roots, Example 20161103102358EE44 Lecture 23 Play Video Heaviside Operator: Operator Catalog, Solving differential equation directly, Examples.Heaviside Operator: Operator Catalog, Solving differential equation directly, Examples. 20161108101620EE44 Lecture 24 Play Video Heaviside Operator: Time Delay, Convolution, ExampleHeaviside Operator: Time Delay, Convolution, Example 20161108114820EE44 Lecture 25 Play Video Heaviside Operator: Operator Catalog Review, Convolution ExampleHeaviside Operator: Operator Catalog Review, Convolution Example 20161110100946EE44 Lecture 26 Play Video Heaviside Operator: Initial ConditionsHeaviside Operator: Initial Conditions 20161110102808EE44 Lecture 27 Play Video System Function: Forced and Natural Response, Poles and Zeros, Time Domain View, Laplace XformSystem Function: Forced and Natural Response, Poles and Zeros, Time Domain View, Intro to Laplace Transform 20161110110604EE44 Lecture 28 Play Video Stability: Definition, Criterion, Poles Location, South-Hurwitz MethodStability: Definition, Criterion, Poles Location, South-Hurwitz Method 20161115101138EE44 Lecture 29 Play Video Laplace Transform Summary: Definition, Properties029. Laplace Transform Summary: Definition, Properties, differentiation and integration, Laplace transform of elementary functions. 20161115111706EE44 Lecture 30 Play Video Intro to Network Synthesis, Complex Impedance,Complex Impedance, Intro to Network Synthesis 20161117101708EE44 Lecture 31 Play Video Sinusoidal Drive, Phasor Notations, Cascaded Systems, Intro to Bode PlotSinusoidal Drive, Phasor Notations, Cascaded Systems, Intro to Bode Plot 20161117111034EE44 Lecture 32 Play Video Bode Plot: Properties, Poles and Zeros, Resonance (2nd Order Peaking)Bode Plot: Properties, Poles and Zeros, Resonance (2nd Order Peaking) 20161122101002EE44 Lecture 33 Play Video Fourier Series and Fourier Transform. Intro, Basic DerivationFourier Series and Fourier Transform. Intro, Basic Derivation 20161122112648EE44 Lecture 34 Play Video Fourier Transform: Spectrum, Time and Frequency Duality, Impulse, Sinc, BoxFourier Transform: Detailed Derivation, Spectrum, Impulse, Sinc Function, Brickwall 20161129101206EE44 Lecture 35 Play Video Fourier Transform: ModulationFourier Transform: Modulation 20161129111748EE44 Lecture 36 Play Video Fourier Transform: Sampling036. Fourier Transform: Sampling: Impulse Train, Nyquist Limit, Sample and Hold 20161201100824EE44 Lecture 37 Play Video Time and Transfer Constants: Brief IntroductionTime and Transfer Constants: Brief Introduction For more detailed discussions see videos :137-148 The reference paper for this can be found at: http://chic.caltech.edu/wp-content/uploads/2014/02/Final-Pap... 20161201111108EE44 Lecture 38 Play Video Course Brief Final SummaryCourse Brief Final Summary 20161201113544EE44