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Modern Digital Signal Processing Explanation

P1 video lectures Textbook: S.M.kay, fundamental of statistical signal processing vol i ii, this book is easy to understand. S. Haykin: adaptive filter theory, fifth edition. Petre Stoica...

Modern Digital Signal Processing

P1 independent [P(AB) = P(A) \cdot P(B)] conditional probability [P(B A) = P(AB)/P(A)] total probability formula if \(A_i \cap A_j = \emptyset\) and \(\bigcup\li...

SPICE

BRIDGE-T CIRCUIT * VBIAS 1 0 12 R1 1 2 10 R2 2 0 10 R3 2 3 5 R4 1 3 5 * .OP .END ngspice source bridge.ckt listing op print v(1) print all quit by default the current flowing from the positiv...

High Frequency Design Technique Explanation

Introduction AC Analysis For a total impedance \(Z(s)\) consists of \(R, L\) and \(C\), assume all the initial conditions of \(L\) and \(C\) are \(0\), then [V(s) = I(s)Z(s)] assume when \(t\ge...

High Frequency Design Technique

Introduction What Are High Frequency Our familiar lumped circuit analysis is only an approximation, which is approximately valid when the circuit dimensions are less than \(\lambda/10\). ...

ISSCC

Coupling Effects Digital circuit capacitance and switching analysis for ground bounce in ICs with a high-ohmic substrate ISSCC 2024 Session 10: Frequency Synthesis 10.1 An 8.75GHz Fractiona...

PLL Study

Inductor Simulation using sp or psp simulation to simulate inductor, we calculate the Z parameter [\begin{bmatrix} V_1 V_2 \end{bmatrix}= \begin{bmatrix} Z_{11} & Z_{12} Z_{21} & Z_{22} ...

Analog Circuits Explanation

Basics Crystal Oscillator Resonant Frequency We want to calculate the resonant frequency of a crystal, including \(C_0, R_m, L_m, C_m\). We will first calculate the total impedance. Then by defi...

Analog Circuits

Papers A high-swing, high-impedance MOS cascode circuit regulated cascode (or RGC) achieves higher output impedance than simple cascode. RGC has larger output voltage range than optimally bi...

Engineering Mathematics Explanation

First-Order First-Degree ODE Useful Formulas Integrations [\begin{align} & \int x^n dx = \dfrac{x^{n+1}}{n+1} + C & \int \dfrac{1}{x} dx = \ln \vert x \vert + C & \int \frac{1}{x+a} ...