MAKE A MEME View Large Image Hundekurven-compared-text-de.png Hundekurven-compared-text-de svg Vergleich zwischen verschiedenen Hundekurven Die jeweiligen relevanten Parameter sind 1 Hound curves compared self by W B - using Euler Hundekurven-compared-text-de en ...
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Keywords: Hundekurven-compared-text-de.png Hundekurven-compared-text-de svg Vergleich zwischen verschiedenen Hundekurven Die jeweiligen relevanten Parameter sind 1 Hound curves compared self by W B - using Euler Hundekurven-compared-text-de en SourceCode created 14 Nov 2005 W B Public Domain Source Code <pre> Hundekurven-compared-text-de SourceCode for EULER by W B 14 11 2005 Public Domain EULER is a program for quick and interactive computations with real and complex numbers matrices or with intervals Euler is freeware under the GNU general public license The Euler homepage is at http //www rene-grothmann de >function radiodrome y k 1 d0 1 x - vektor over vektor y y i <> 0 d0 normal distance of point of return 1/x' 0 k parameter of radiodrome factor of velocities W B 24 10 2005 yy abs y /d0; if abs k 1; x sign k yy 2-1 /4-log yy /2 ; else; k1 1+k; k2 1-k; x 1/2 yy k1-1 /k1- yy k2-1 /k2 ; endif; return x d0; endfunction >function radiodrome0 k 1 d0 1 x - value x at y 0 if no zeropoint exists returns x 0 as k 0 will give correct x 0 test for both d0 normal distance of point of return 1/x' 0 W B 29 10 2005 if abs k > 1; x 0; radiodrome0 no zeropoint ; else; k1 1+k; k2 1-k; x k/ k1 k2 ; endif; return x d0; endfunction >function traktrix y d0 1 x - vektor over vektor y 0 < y i < d0 d0 normal distance of cusp 1/x' 0 returns only positive branch x > 0 W B 06 11 2005 yy abs y/d0 ; rr sqrt 1-yy 2 ; x log 1+rr /yy -rr; return x d0; endfunction >function konchoide y b 1 d0 1 x - vektor over vektor y b distance parameter d0 normal distance of pole returns only positive branch x > 0 W B 17 11 2005 x d0-y /y sqrt b 2-y 2 ; return x; endfunction ----------------------------------------------------------------- >d 1; >xmin 0; xmax 2 d; ymin 0; ymax d; >delta0 0 000001; delta1 0 001; delta2 0 05; >clg; reset; hold on; >setplot xmin xmax ymin ymax+delta2 ; keepsquare 0 ; scaling 0 ; >y ymin+delta0 delta1 ymax; x radiodrome y 1 d ; >plotarea x y ; >color 1 ; linewidth 1 ; xplot ; >color 10 ; textcolor 10 ; linewidth 2 ; plot x y ; > label RADIODROME radiodrome 0 2 1 d +delta2 0 2+delta2 ; >color 12 ; textcolor 12 ; x traktrix y d ; plot x y ; > label TRAKTRIX traktrix 0 3 +delta2 0 3+delta2 ; >color 3 ; textcolor 3 ; x konchoide y d d ; plot x y ; > label KONCHOIDE konchoide 0 4 d d +delta2 0 4+delta2 ; > done ------------------------------------------------------------------ </pre> Plane algebraic curves Images with Euler source code
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