20810242 - NUMERICAL METHODS FOR ELECTRICAL CIRCUITS

The aim of the course is to provide students with knowledge on the use of the most modern analytical and numerical instruments suitable for the analysis and the synthesis of electrical and electronic, both analog and digital, circuits.
teacher profile | teaching materials

Programme

Floating Point
Errors
Calculating Zeros
Bisection
Newton's Method for One-Variable Scalar Functions
Newton's Method for Systems of Equations
Application of Zero Calculation to the Single-Diode Circuit of a Solar Cell
Horner's Method for Calculating the Zeros of a Polynomial
Fixed-Point Iterations
Picard's Method
Calculating the Operating Point of a Common-Emitter BJT Amplifier
Introduction to Interpolation and Approximation Methods
Polynomial Interpolation (Vandermonde Matrix)
Lagrange's Method
Newton's Method
Composite Polynomial Interpolation: Linear, Quadratic, Cubic
Approximation Methods (Regression)
Numerical Derivative
Numerical Integration
Linear Systems
Direct and Iterative Methods
Differential Equations
Euler
Tunnel Diode
Runge-Kutta Method
Numerical Circuit Solution
Application of Numerical Calculus to Chaotic Models

Core Documentation

QUARTERONI ALFIO; SALERI FAUSTO - CALCOLO SCIENTIFICO. ESERCIZI E PROBLEMI RISOLTI CON MATLAB E OCTAVE - ED. SPRINGER VERLAG

Reference Bibliography

The material will be indicated by the teacher during the lessons

Type of delivery of the course

Face-to-face lessons and computer simulations

Attendance

Attendance is optional but highly recommended.

Type of evaluation

Presentation of research on topics parallel to those covered in the course. Oral interview.