Color Image Transmission via BPSK Modulation with Difference Mapping
BPSK Modulation in Image TransferBinary Phase Shift Keying (BPSK) encodes digital data by altering the carrier wave's phase. Binary 0 and 1 are represented by distinct phase shifts, typically 0 and 180 degrees.Color Image Transmission PipelinePreprocessing: Decouple the input color image into its Red, Green, and Blue (RGB) components. Normalize ...
Posted on Fri, 06 Nov 2026 16:11:47 +0000 by Casalen
Building Decision Trees in MATLAB for Classification and Regression
Classification Tree with the Iris Dataset
Load and prepare the Fisher iris data, then split into training and test partitions after standardizing the feature matrix.
load fisheriris;
features = meas; % 4 predictors
speciesLabel = species; % response
% Standardize
[featStd, muVals, sigVals] = zscore(features);
% Hold-out partitio ...
Posted on Mon, 02 Nov 2026 16:10:03 +0000 by whitehat
MATLAB Spectral Simulation for Fiber Bragg, Planar, and Volume Holographic Gratings
Fiber Bragg Gratings: Coupled Mode Theory and Transfer Matrix Method
The spectral response of a Fiber Bragg Grating (FBG) relies on the coupling between forward and backward propagating core modes, governed by the Bragg condition (λ_B = 2 * n_eff * Λ). In MATLAB, the Transfer Matrix Method (TMM) is the standard approach for calculating reflecti ...
Posted on Sat, 31 Oct 2026 16:38:37 +0000 by DrAxeman
Creating and Analyzing Spectrograms in MATLAB
Understanding Spectrograms in MATLAB A spectrograph visualizes how the frequency spectrum of a signal changes over time. MATLAB's spcetrogram function implements the Short-Time Fourier Transform (STFT) to create these time-frequency representations.
Basic Implementation Let's begin with a practical example using a chirp signal:
% Define samplin ...
Posted on Sat, 31 Oct 2026 16:20:54 +0000 by rhasce
Implementing Lambert's Problem Solver in MATLAB
Lambert's problem is a fundamental challenge in orbital mechanics that involves determining the transfer orbit between two position vectors given a specific travel time. This problem is essential for mission planning, intercept maneuvers, and interplanetary trajectory design. The most common numerical approach utilizes universal variables and S ...
Posted on Sat, 31 Oct 2026 16:10:12 +0000 by .-INSANE-.
Numerical Stability Analysis of the Logistic Map
Introduction to Discrete Dynamical Systems Simulation
This study focuses on computing numerical solutions for logistic differential equations to examine the stability of equilibrium points. Using computational tools, we investigate how varying growth parameters influence system behavior, ranging from stable fixed points to chaotic oscillations. ...
Posted on Thu, 29 Oct 2026 16:38:33 +0000 by DRTechie
Multi-Robot Collaborative Coverage and Disinfection Optimization in MATLAB
In response to the growing need for efficient public-space disinfection, this work presents a multi-robot system designed to maximize area coverage while minimizing redundancy. The approach leverages cooperative path planning among autonomous agents to ensure thorough sanitization of complex indoor environments.
The environment is modeled as a ...
Posted on Wed, 28 Oct 2026 16:37:49 +0000 by kroll
Finding Local Extrema in MATLAB Using Morphological Dilation
This article describes a practical approach to detect local maxima (and by extension, minima) in multidimensional arays using MATLAB's Image Processing Toolbox. The method leverages morphological dilation to identify peak locations while allowing control over minimum separation between detected extrema and handling of plateaus.
Core Concept
The ...
Posted on Wed, 28 Oct 2026 16:11:19 +0000 by edcellgavin
Solving Vehicle Routing Problem Using Artificial Fish Swarm Algorithm in MATLAB
Algorithm Fundamentals and VRP Problem Modeling
1.1 VRP Problem Definition
The Vehicle Routing Problem (VRP) can be described as follows: m vehicles depart from a distribution center to serve n customer locations, where each customer has a specific demand quantity and each vehicle has a capacity constraint. The objective is to find the route ...
Posted on Sun, 25 Oct 2026 16:29:38 +0000 by FSGr33n
Linear Regression with Gradient Descent in MATLAB
1. Algorithm Overview
Linear regression aims to minimize the mean squared error (MSE) between predictions and actual values. Gradient descent iteratively updates model parameters to reduce the cost function.
Paramter update rule:
θ := θ - α * (1/m) * Xᵀ (Xθ - y)
2. Complete MATLAB Implementation
2.1 Data Preparation
%% Generate synthetic data ...
Posted on Sat, 24 Oct 2026 16:54:18 +0000 by tmk4php