Newton/Julia Fractal (325)
f(z) = 0.98*(z-((z-z^3/5)*(z/2-(0.22+0.17*i))-1)/(z-z^3/5))
Newton/Julia (324)の亜種である。この表示式だと便利かな?
Sonate K77-2
さて次の目標はDouadyのLapin(うさぎ)をVoltexの代わりに示したいとKidsが言う。さあて次の関数f(z)へ。
Newton/Julia Fractal (326)
f(z) = 0.98*(z-((z-z^3/5)*(z/2.1-(0.11+0.17*i))-1)/(z-z^3/5)) Lapin?
Sonate K77-4
Sonate K77-5 お月さんの中にウサギがたくさん?
Newton/Julia Fractal (327)
f(z) = 0.98*(z-((z-z^3/5-1/7)*(z/2.1-(0.11+0.17*i))-1)/(z-z^3/5))
Sonate K77-7
Sonate K77-8 光点分布Ring
Sonate K77-9 反転Vortex
Newton/Julia Fractal (328)
f(z) = 0.98*(z-((z-z^3/5)*(z/2.6-(0.11+0.17*i))-1)/(z-z^3/5))
Sonate K77-11 電子・陽電子対生成
Sonate K77-12 反転内部Vortex
Sonate K77-13 Vortex Centre
Newton/Julia Fractal (329)
f(z) = 0.98*(z-((z-z^3/5)*(z/2.6-(0.11+0.17*i))-1)/(2*z-z^3/5)) なにやらあまり美しくない黒いサンショウウオ
Sonate K-15 Vortex経歴
Sonate K77-16 対生成
Newton/Julia Fractal (330)
f(z) = z-(-0.1*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5)
N/J (325)の亜種である。係数が変化させやすく、Rootも変化して様々なFracTalが得られやすいか?
Sonate K77-18
Newton/Julia Fractal (331)
描画がかなり遅くなる。
f(z) = z-(-0.12*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5)
Polyatomic Molexular Orbitals
Polyatomic Molexular Orbitals
Senate K77-20
Newton/Julia Fractal (332)
f(z) = z-( -0.11*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5)
Newton/Julia Fractal (334)
Sonate K77-22 Vortex
Sonate K77-23 Inner Blue Motif
Newton/Julia Fractal (333)
f(z) = z -( -0.13*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5) 幽玄な世界
Newton/Julia Fractal (334)
幽玄から華麗へ
f(z) = z - ( -0.128*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5)
Newton/Julia Fractal (335)
Newton/Julia Fractal (336)
f(z) = z - ( -0.125*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5)
Newton/Julia Fractal (336)
f(z) = z - ( -0.126*z^4+(0.044+0.0034*i)*z^3+0.52*z^2-(0.22+0.17*i)*z-1)/(z-z^3/5)