Matlab EGYPT

Matlab EGYPT

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Matlab courses, projects, and consultations

01/09/2024

The three-day Introductory course provides a comprehensive introduction to the MATLAB technical computing environment. The course is intended for beginning users and those looking for a review. No prior programming experience or knowledge of MATLAB is assumed. Themes of data analysis, visualization, modeling, and programming are explored throughout the course. Topics include:
Working with the MATLAB user interface
Entering commands and creating variables
Analyzing vectors and matrices
Visualizing vector and matrix data
Working with data files
Working with data types
Automating commands with scripts
Writing programs with logic and flow control
Writing functions
Please send an inbox message for reservations
whatsapp: 010 29138150

19/08/2024

Private Matlab courses are available in Cairo, Egypt
Please call, WhatsApp, or SMS 01029138150 for more information.
Courses details:
Course # 1 (Introduction to Matlab Programing)
Course # 2 (Advanced Matlab Programing + GUI)
Course # 3 (Simulink and real time applications)

19/08/2024

www.mathworks.com Objective: Become familiar with the main features of the MATLAB integrated design environment and its user interfaces. Get an overview of course themes.

Kalman Filter 15/09/2022

Kalman Filter Learn about using Kalman filters with MATLAB. Resources include video, examples, and technical documentation.

Death Star Wars 06/05/2022

Use this MATLAB code to model a Death Star http://spr.ly/6045Kj6Zz

[X,Y,Z]=sphere(999);
R=1.9+.2*imresize(rand(60),[1e3 1e3],'n');
R(Y>.9)=2;
Y=abs(.9-Y)-.9;
surf(R.*X,R.*Y,R.*Z,'edgec','n','facec',0.8*[1 1 1])
axis equal off
light('po',-[0 3 0],'col',[1 1 1]);
set(gcf,'color','k')
hold on;
for i=(1:8)*pi/4
plot3([.8*cos(i) 0],-[1.6 3],[.8*sin(i) 0],'g');
end

Death Star Wars [X,Y,Z]=sphere(999); R=1.9+.2*imresize(rand(60),[1e3 1e3],'n'); R(Y>.9)=2; Y=abs(.9-Y)-.9; surf(R.*X,R.*Y,R.*Z,'edgec','n','facec',0.8*[1 1 1]) axis equal off light('po',-[0 3 0],'col',[1 1 1]); set(gcf,'color','k') hold on; for i=(1:8)*pi/4 plot3([.8*cos(i) 0],-[1.6 3],[.8*sin(i) 0],'g'); end

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