Math-Fractal-Mandelbrot
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Mandelbrot.xs view on Meta::CPAN
iter = _point (x1,y);
av_push( a2, newSViv(iter) );
}
av_push( a2, newSViv(same) );
RETVAL = a2;
OUTPUT:
RETVAL
##############################################################################
# set_max_iter() - set maximum iterations
# input: new max_iter
unsigned int
set_max_iter(myclass, new_max_iter)
unsigned int new_max_iter
CODE:
m_max_iter = new_max_iter;
if (new_max_iter == 0) { m_max_iter = 1; } /* at least 1 */
RETVAL = m_max_iter;
OUTPUT:
lib/Math/Fractal/Mandelbrot.pm view on Meta::CPAN
X<license>
X<perl>
=head1 METHODS
=head2 set_max_iter()
Math::Fractal::Mandelbrot->set_max_iter($max_iter);
Set the maximum number of iterations. 600 is the default and quite suitable
for the start image. When zooming in, this value should be increased to
not loose details.
=head2 set_limit()
Math::Fractal::Mandelbrot->set_limit($limit);
The default value is 5 and should only be changed if you know why.
=head2 set_epsilon()
Math::Fractal::Mandelbrot->set_epsilon($e);
The default value is 0.001. When the change between two iterations is less
than this number, the point is considered to be on the inside.
=head2 set_bounds()
Math::Fractal::Mandelbrot->set_bounds($x1,$y1,$x2,$y2,$w,$h);
Set the coordinates from x1, y1 to x2, y2 and the width of the computed image
to w and h.
The default values are:
Math::Fractal::Mandelbrot->set_bounds(-2,-1.1, 1,1.1, 640,480);
=head2 point()
my $iter = Math::Fractal::Mandelbrot->point($x,$y);
Calculates the value at the point C<$x> and C<$y>. The return value 0 means
the point is inside the fractal (typical the black area), any value >0 means
the number of iterations it took to find out that the point is on the outside.
$x and $y should be between 0 and C<w> and 0 and C<h>, respectively (see
L<set_bounds()>).
=head2 hor_line($x1,$y1,$l)
my $points = Math::Fractal::Mandelbrot->hor_line($x1,$y1,$l);
Calculates the values at a horizontal line and returns them all as a ref to
am array.
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