| 1 | ;;; MBROT -- Generation of Mandelbrot set fractal. |
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| 2 | |
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| 3 | (define (count r i step x y) |
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| 4 | |
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| 5 | (let ((max-count 64) |
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| 6 | (radius^2 16.0)) |
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| 7 | |
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| 8 | (let ((cr (FLOAT+ r (FLOAT* (exact->inexact x) step))) |
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| 9 | (ci (FLOAT+ i (FLOAT* (exact->inexact y) step)))) |
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| 10 | |
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| 11 | (let loop ((zr cr) |
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| 12 | (zi ci) |
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| 13 | (c 0)) |
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| 14 | (if (= c max-count) |
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| 15 | c |
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| 16 | (let ((zr^2 (FLOAT* zr zr)) |
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| 17 | (zi^2 (FLOAT* zi zi))) |
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| 18 | (if (FLOAT> (FLOAT+ zr^2 zi^2) radius^2) |
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| 19 | c |
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| 20 | (let ((new-zr (FLOAT+ (FLOAT- zr^2 zi^2) cr)) |
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| 21 | (new-zi (FLOAT+ (FLOAT* 2.0 (FLOAT* zr zi)) ci))) |
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| 22 | (loop new-zr new-zi (+ c 1)))))))))) |
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| 23 | |
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| 24 | (define (mbrot matrix r i step n) |
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| 25 | (let loop1 ((y (- n 1))) |
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| 26 | (if (>= y 0) |
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| 27 | (let loop2 ((x (- n 1))) |
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| 28 | (if (>= x 0) |
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| 29 | (begin |
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| 30 | (vector-set! (vector-ref matrix x) y (count r i step x y)) |
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| 31 | (loop2 (- x 1))) |
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| 32 | (loop1 (- y 1))))))) |
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| 33 | |
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| 34 | (define (test n) |
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| 35 | (let ((matrix (make-vector n))) |
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| 36 | (let loop ((i (- n 1))) |
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| 37 | (if (>= i 0) |
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| 38 | (begin |
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| 39 | (vector-set! matrix i (make-vector n)) |
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| 40 | (loop (- i 1))))) |
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| 41 | (mbrot matrix -1.0 -0.5 0.005 n) |
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| 42 | (vector-ref (vector-ref matrix 0) 0))) |
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| 43 | |
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| 44 | (define (main . args) |
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| 45 | (run-benchmark |
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| 46 | "mbrot" |
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| 47 | mbrot-iters |
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| 48 | (lambda (result) (equal? result 5)) |
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| 49 | (lambda (n) (lambda () (test n))) |
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| 50 | 75)) |
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