Newton/Julia Fractal Gallery

Fractal画像の紹介

2019-11-01から1ヶ月間の記事一覧

Newton/Julia Fractals (3032) - (3034)

Newton/Julia Fractal (3032) f(z) = z^2-1.7*z-c^2 Outside Color Scheme: Dibtance to Unit Circle Graphing on Complex Planez = z^2-1.7*z - c^2Fixed z, c ranges over plane.z = 0.0 + 0.0 iCenter = 0.0 + 0.0 iWidth = 4.0Maximum Iteration = 400Ba…

Newton/Julia Fractals (3025) - (3031)

Newton/Julia Fractal (3025) f(z) = (0.38+0.1*i)/(z+z^3) +1/z Outside Color Scheme: Distance to Unit Corcle Fractal Generator v2 (Dr.Don. E. Spickler Jr.) Graphing on Complex Planez = (0.38+0.1*i)/(z+z^3) +1/zFixed c, z ranges over plane.C …

Newton/Julia Fractals (3018) - (3024)

Newton/Julia Fractal (3018) = (1200) f(z) = z-(1/20+z^2-z^4-z^6+z^8)/(7*z^4*arg(z^3)-7/30*z^4+7/23*z^2-1) Only Iteraction Graphing on Complex Planez = z-(1/20+z^2-z^4-z^6+z^8)/(7*z^4*arg(z^3)-7/30*z^4+7/23*z^2-1)Fixed c, z ranges over plan…

Newton/Julia Fractals (3016) - (3017)

Newton/Julia Fractal (3016) f(z) = 1-z^2+z^3/(2+4*z)+c Outside Color Scheme: Farthest from G. Integ. & Distance to Unit Circle Graphing on Complex Planez = 1-z^2+z^3/(2+4*z)+cFixed z, c ranges over plane.z = 0.0 + 0.0 iCenter = -0.1263 + 0…

Newton/Julia Fractals (3009) - (3015)

Newton/Julia Fractals (3009) MandelBrot Set f(z) = (z-1)*(z^2-c) Outside Color Scheme: Distance Farthest from Gaussian Integers & Distance to the Unicircle Fractal Generator V2 (Dr.Donald.E. Spicler.Jr) raphing on Complex Planez = (z-1)*(z…

Newton/Julia Fractals (3006) - (3008)

Newton/Julia Fractal (3006) f(z) = sqrt(z^6) + c Outside Color Scheme: Distance to Imaginary/Y Axis Fractal Generator V2 (Dr.Donald E. Spickler Jr.) Graphing on Complex Planez = (z^6)^0.5+cFixed c, z ranges over plane.C = -0.798 + 0.26637 …