Designed and implemented a software that would plot two of the most popular fractals: Mandelbrot set and Julia set.
The programme accepts user input arguments. The user should at least specify which set to plot.
If the set selected is Mandelbrot the user should give either 0, 4 or 5 arguments
- If 0 arguments given then the default values are used as specified
- 4 arguments will be the region of interest in the complex plane and the 5th one is the number of iterations to do for a point.
For the Julia set the user should give 0 or 2 arguments.
- If there are no arguments one should use the default arguments as specified
- 2 arguments will be the real and complex part for C
| Item | Default value | Note |
|---|---|---|
| Region of interest | -1<real<1 -1<complex<1 | Always use default for Julia |
| Number of iterations | 1000 | |
| C | -0.4+0.6i | Only for Julia set |
How to run(Examples):
- java Fractal Mandelbrot -0.5 0.5 -0.1 1 1000
- The region of interest for the image should be from -0.5<real<0.5 and -0.1<complex<1 and for each point you need to do 1000 iterations before deciding that it is in the set
- java Fractal Julia -0.5 0.156 1000
- Plot the Julia set for C = -0.5 + 0.156i with 1000 iterations for each point. The region of interest in the complex plane is 1 < real part < 1 and -1< complex part<1 which cannot be modified