Newton/Julia Fractals (462)～(472)

Newton/Julia (462)

f(z) = z - (SIN(z^3-z)*COSH(z)-1.6)/(SIN(z^3-z)*SINH(z-1)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)

Sonate K261

Sonate K262


Newton/Julia (463)

f(z) = z - (SIN(z^3-z)*COSH(z)-1.6)/(SIN(z^3-z)*SINH(z)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)

Sonate K264

Newton/Julia (464)

f(z) = z - (SIN(z^3-z)*COSH(z-PI/2)-1.6)/(SIN(z^3-z)*SINH(z-PI/2)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)


Newton/Julia (465)

f(z) = z - (SIN(z^3-z)*COSH(z-PI/5)-1.6)/(SIN(z^3-z)*SINH(z-PI/5)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2) 描画時間遅すぎ。Kidsは辛抱強く２０分待つ。恐らく世界中でこのモチーフを拝見したものはいないであろう。解析Mathをすべて投げ打ってN/J Fractal狂いのKidsの気持ちも分かる？


Newton/Julia (466)

f(z) = z - (SIN(z^3-z)*COSH(z-PI/6)-1.6)/(SIN(z^3-z)*SINH(z-PI/6)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)


Sonate K268
　
Newton/Julia (467)

f(z) = z - (SIN(z^3-z)*COSH(z-PI/8)-1.6)/(SIN(z^3-z)*SINH(z-PI/8)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)

  Sonate K270 様々な発芽や重要点などが一堂に会した美しいFigである。Sinの役得かな？

Newton/Julia (468)

f(z) = z - (SIN(z^3-z)*COSH(z-PI/10)-1.6)/(SIN(z^3-z)*SINH(z-PI/10)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)

Sonate K272 Impressive Curl

Newton/Julia (469)

f(z) = z - (SIN(z^3-z-PI/10)*COSH(z)-1.6)/(SIN(z^3-z-PI/10)*SINH(z)+3*(z^2-1)*COS(z^3-z)*COSH(z)-1/2)

Sonate K274 円理の法華

Newton/Julia (470)

f(z) = z - (COS(z^3-z)*COSH(z-PI/10)-1.6)/(COS(z^3-z)*SINH(z-PI/10)+3*(z^2-1)*SIN(z^3-z)*COSH(z)-1/2)


Newton/Julia (471)

f(z) = z - (COSH(z))/(SINH(z))

Newton/Julia (472)

f(z) = z - (COSH(z)-2.6)/(0.8*SINH(z)-1/10)

Sonate K278