Download
This project is a C++ program to calculate and represent graphically the Mandelbrot fractal set, and/or the corresponding Julia sets, according to the seed Z0 given by the user as input.
The user disposes of a graphical interface to control the program and modify conveniently some parameters, like the XY-scales, the XY map area, the Julia seed for the complex series
iteration of Z(n+1)=Z(n)^2+a, being Z(0)=(X0,Y0) the seed, and
"a in XY" the points to be calculated.
The user can enter (among other parameters) the desired convergence-radius R for the series, and/or the number of maximal iterations N for the generator-equation in Z.
Features
- 3 available graphics resolution: Full screen, 1200x700, 800x600
- The user can enter arbitrary Julia seeds Z0.
- The user can enter the area-range XY to map
- Choose the desired convergence-radius R
- Enter the maximal number of iterations N
- Save the graphical figure of the Mandelbrot, or Julia set
- Save the data (x,y,p) being P the convergence-probability of the points (x,y) of the Mandelbrot, or Julia set
Project Samples
License
GNU General Public License version 3.0 (GPLv3)Follow MandelbrotExplorer
Other Useful Business Software
Our Free Plans just got better! | Auth0
You asked, we delivered! Auth0 is excited to expand our Free and Paid plans to include more options so you can focus on building, deploying, and scaling applications without having to worry about your security. Auth0 now, thank yourself later.
Rate This Project
Login To Rate This Project
User Reviews
-
The console interface, though in the window application. It's simply impossible to invent a bigger s***. The application to close the possibility is not present, the cross does not burn, it was necessary to close through the task manager.
-
SELF-REVIEW (My personal oppinion, as programmmer) about Mandelbrot Explorer -------------------------------------------------------------------------------------------------------------------------- 1.- Well understood and used, it is flexible enough to calculate and represent graphically a huge-range of XY areas for Mandelbrot and Julia sets exploration. Including saving numerical and graphical data for analysis. Also, Mandelbrot Explorer can be defined as FLEXIBLE. 2.- The User Interface, because of highly depending on the operating system platform, I mean the keyboard and/or video rutines, could be NOT ROBUST ENOUGH. 3.- I'm looking for solutions to improve its robustness.