文件名称:mandelbrot
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- 上传时间:2012-11-16
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文件大小:2.08kb
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function mandelbrot
Plots a Mandelbrot fractal which is updated after you zoom in
Define options, all options are stored in OPT structure
OPT.mm = 700 number of pixels (detail) in x direction
OPT.nn = 400 number of pixels (detail) in y direction
OPT.max_iteration = 500 higher number makes calculation slower, but up
to 1e5 calculation time is still acceptable
OPT.colorFcn = @() jet
OPT.plotFcn = @(c) mod(c ,100)
OPT.updateTime = 0.5 interval at which to update drawing
OPT.plotFcn = @c) log(c )*10 some examples for scaling of the colors
OPT.plotFcn = @(c) c no scaling-function mandelbrot
Plots a Mandelbrot fractal which is updated after you zoom in
Define options, all options are stored in OPT structure
OPT.mm = 700 number of pixels (detail) in x direction
OPT.nn = 400 number of pixels (detail) in y direction
OPT.max_iteration = 500 higher number makes calculation slower, but up
to 1e5 calculation time is still acceptable
OPT.colorFcn = @() jet
OPT.plotFcn = @(c) mod(c ,100)
OPT.updateTime = 0.5 interval at which to update drawing
OPT.plotFcn = @c) log(c )*10 some examples for scaling of the colors
OPT.plotFcn = @(c) c no scaling
Plots a Mandelbrot fractal which is updated after you zoom in
Define options, all options are stored in OPT structure
OPT.mm = 700 number of pixels (detail) in x direction
OPT.nn = 400 number of pixels (detail) in y direction
OPT.max_iteration = 500 higher number makes calculation slower, but up
to 1e5 calculation time is still acceptable
OPT.colorFcn = @() jet
OPT.plotFcn = @(c) mod(c ,100)
OPT.updateTime = 0.5 interval at which to update drawing
OPT.plotFcn = @c) log(c )*10 some examples for scaling of the colors
OPT.plotFcn = @(c) c no scaling-function mandelbrot
Plots a Mandelbrot fractal which is updated after you zoom in
Define options, all options are stored in OPT structure
OPT.mm = 700 number of pixels (detail) in x direction
OPT.nn = 400 number of pixels (detail) in y direction
OPT.max_iteration = 500 higher number makes calculation slower, but up
to 1e5 calculation time is still acceptable
OPT.colorFcn = @() jet
OPT.plotFcn = @(c) mod(c ,100)
OPT.updateTime = 0.5 interval at which to update drawing
OPT.plotFcn = @c) log(c )*10 some examples for scaling of the colors
OPT.plotFcn = @(c) c no scaling
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license.txt
mandelbrot.m
mandelbrot.m
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