Ken Rendell Caoile
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Discrete Signals

Metal-Semiconductor Field-Effect Transistor (MESFET)

JFET Common-Gate Configuration (AC Analysis)

Signal Classification

Digital Filters

Silicon-Controlled Rectifier (SCR)

Combinational Logic Circuits

Apparent Power and Power Factor

Instantaneous and Average Power

E-MOSFET Voltage-Divider Configuration (AC Analysis)

Diodes

Flip-Flops

Step Response of a Series RLC Circuit

Step Response of a Parallel RLC Circuit

Discrete Signal Measures

Norton’s Theorem

JFET Source-Follower (Common-Drain) Configuration (AC Analysis)

Complex Algebra

Signed Binary Numbers

E-MOSFET Voltage-Divider Biasing Arrangement (DC Analysis)

Depletion-type MOSFET

Power Series

Karnaugh Map (K-map)

Effective or RMS Value

Second-Order Circuits

Kirchhoff’s Voltage Law (KVL)

First-Order Circuits

Cascaded Op Amp Circuits

Signal Operations

Decibel

Laurent Series

Signal Measures

Source-Free RC Circuit

Boolean Algebra

Power Factor Correction

Complete Response of a Circuit

Natural Logarithm

Junction Field-Effect Transistor (JFET)

E-MOSFET Drain-Feedback Configuration (AC Analysis)

Resistors

Passive Sign Convention

Impedance and Admittance

Capacitors

Difference Amplifier (Op Amp)

JFET Self-Bias Configuration (AC Analysis)

Source-Free RL Circuit

Differentiator (Op Amp)

Step Response of an RC Circuit

Sinusoids

Multiplexers

Time Response of First-Order System

Second-Order Systems

Frequency Response

Unit Step Function

Discrete Signal Operations

Analog Computer

Number System

Control Systems

JFET Fixed-Bias Configuration (DC Analysis)

Superposition

Human Auditory Response

Maximum Average Power Transfer

Exponential Functions

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Fourier Transform

Mesh Analysis

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Negative Feedback (Op Amp)

Transfer Functions

Diac

Gate Delays (Propagation Delays)

Summing Amplifier (Op Amp)

Non-Ideal Op Amp

Discrete-Time Systems

Wye-Delta Transformation

Sinusoidal Steady-State Analysis

Laplace Transform

Discrete Convolution

JFET Voltage-Divider Bias Configuration (DC Analysis)

Analog Systems

Pulse Signals

Source-Free Series RLC Circuit

Power and Energy

Phasors

Parseval’s Theorem

Phasor Relationships for Circuit Elements

Imaginary Unit

Sequential Logic Circuits

Ohm’s Law

Inductors

Maximum Power Transfer

Binary Numbers

Fourier Series

Unit Doublet Function

Millman’s Theorem

Step Response of an RL Circuit

Integrator (Op Amp)

Shockley Diode

Bode Plots

Source Transformation

Unit Ramp Function

Complex Number

JFET Fixed-Bias Configuration (AC Analysis)

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Damping

Complex Plane

Continuous Convolution

Logarithm

Complex Power

Substitution Theorem

Step Response of a Circuit

Source-Free Parallel RLC Circuit

Digital Logic Gates

Unit Impulse Function

Thevenin’s Theorem

Circuit Element Models in s-Domain

Discrete Singularity Functions

Latches

Operational Amplifier (Op Amp)

Reciprocity Theorem

Time Response

Enhancement-type MOSFET

DeMoivre’s Theorem

Quine-McCluskey Algorithm

JFET Voltage-Divider Configuration (AC Analysis)

Inverse Laplace Transform

Stability

Taylor and Maclaurin Series

JFET Common-Gate Configuration (DC Analysis)

E-MOSFET Feedback Biasing Arrangement (DC Analysis)

JFET Self-Bias Configuration (DC Analysis)

Time Response of Second-Order System

Nodal Analysis

Triac

Inverting Amplifier (Op Amp)

Linear Algebra

Infinite Series

Linearity Property

Unity Follower (Op Amp)

Gray Code

Field-Effect Transistor (FET)

Singularity Functions

First-Order Systems

z-Transform

Non-Inverting Amplifier (Op Amp)

Block Diagram Models of Control System

Natural Response of a Circuit

Metal-Oxide-Semiconductor Field-Effect Transistor (MOSFET)

Oscillators

Forms of Boolean Algebra

Signal-Flow Graph of Control Systems

Complements of Numbers

Thyristors (PNPN Devices)

Euler’s Formula

Trigonometric Functions

Kirchhoff’s Current Law (KCL)

Registers

Counters

Ideal Op Amp

Neper

Complex Plane

Links to this page

z-Transform

The values of \(z\) can be plotted on a complex plane called the \(\pmb{z}\)-plane.

#status/ongoing #complex-analysis