向日葵模型演示-序列指令练习

修改自:[url=https://www.geogebra.org/u/ivandewinne]Ivan De Winne[/url]  的 Phyllotaxis 4,https://www.geogebra.org/material/show/id/cdK7tnPJ
关键参数:[br]粉色-序列[br]lijst1=[b]序列([color=#0000ff]圆周([/color][color=#ff7700]([/color]0.1 i[color=#ff7700];[/color] i α[color=#0000ff]),0.04 sqrt(i))[/color],i,1,n,q)[/b][br][b][color=#00ff00]([/color]序列([color=#0000ff]圆周([/color][color=#ff7700]([/color]0.04i[color=#ff7700];[/color] i α[color=#ff7700])[/color][color=#0000ff], 0.04sqrt(i))[/color], i, 1, n)[color=#00ff00])[/color][/b][br]参见:[url=https://www.geogebra.org/u/ivandewinne]Ivan De Winne[/url] 的 Ukraine's sunflower ,https://www.geogebra.org/m/txztwxuf[br]黄金角度:[b]137.5°[/b][br][br]编号[br]lijst2=序列(文本(n-i+1,(0.1 i; i α)+(-0.1,-0.1),true),i,1,n,1)[br][br]放大的[br]lijst3=[b]序列([color=#0000ff]圆周([/color](-30,-30)+(i[color=#ff7700];[/color] i α)[color=#0000ff],1.2 sqrt(i))[/color],i,1,8)[/b][br][br]橙色()全部[br]lijst4=[b]序列([color=#0000ff]圆周([/color][color=#ff7700]([/color]0.1 i[color=#ff7700];[/color] i α[color=#ff7700])[/color][color=#0000ff],0.12 sqrt(i))[/color],i,1,n)[/b][br][br]红色序列[br]lijst5=[b]序列([color=#0000ff]圆周([/color][color=#ff7700]([/color]0.1 i[color=#0000ff]; [/color]i α[color=#0000ff]),0.06 sqrt(i))[/color],i,1,n,p)[/b][br][br][br]γ=角度((0.1 (n-1); (n-1) α),(0,0),(0.1 n; n α))[br][br][img]data:image/png;base64,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[/img]

Information: 向日葵模型演示-序列指令练习