Below is the syntax highlighted version of DLA.java
from §9.8 Data Analysis.
/****************************************************************************** * Compilation: javac DLA.java * Execution: java DLA N * Dependencies: StdDraw.java * * Diffusion limited aggregation. * * % java DLA 500 * ******************************************************************************/ import java.awt.Color; public class DLA { // test client public static void main(String[] args) { int N = Integer.parseInt(args[0]); // N-by-N grid int launch = N - 10; // row to launch particles from boolean[][] dla = new boolean[N][N]; // is cell (x, y) occupied Picture pic = new Picture(N, N); int particles = 0; // only used to pick colors // create rainbow of colors Color[] colors = new Color[256]; for (int i = 0; i < 256; i++) colors[i] = Color.getHSBColor(1.0f * i / 255, .8f, .8f); // set seed to be bottom row for (int x = 0; x < N; x++) dla[x][0] = true; // repeat until aggregate hits top boolean done = false; while (!done) { // random launching point int x = (int) (N * Math.random()); int y = launch; // particle takes a 2d random walk while (x < N - 2 && x > 1 && y < N - 2 && y > 1) { double r = Math.random(); if (r < 0.25) x--; else if (r < 0.50) x++; else if (r < 0.65) y++; else y--; // check if neighboring site is occupied if (dla[x-1][y] || dla[x+1][y] || dla[x][y-1] || dla[x][y+1] || dla[x-1][y-1] || dla[x+1][y+1] || dla[x-1][y+1] || dla[x+1][y-1] ) { dla[x][y] = true; particles++; pic.set(x, N-y-1, colors[(particles / 256) % 256]); pic.show(); // aggregate hits top, so set flag to stop outer while loop if (y > launch) done = true; // particle stuck, so break out of inner while loop break; } } } } }