ÇÁ·¢Å»
°ø½Ä(Formulas)¥° ÇÁ·¢Å»
°ø½Ä(Formulas)¥± ¿ì¸®
°çÀÇ
ÇÁ·¢Å» Çö´ë
Ãß»ó¹Ì¼ú Âü°í
ÀÚ·á History
Email
|
ÇÁ·¢Å» °ø½Ä(Formulas)¥°
K I M M A N T A E ' S G A L L E R Y ¡¤ N a m e S t o r y . k r ¡¤ a F r a c t a l . c o m |
Artist |
|
@ÇÁ·¢Å» |
2005-10-08 12:55:18 | Hit : 4899 |
|
|
Subject |
LORENZ 3D1 |
|
File No. |
|
|
|
LORENZ 3D1
Lorenz one lobe attractor - orbit in three dimensions.
The original formulas were developed by Rick Miranda and Emily Stone.
z(0) = y(0) = z(0) = 1; norm = sqrt(x(n)^2 + y(n)^2)
x(n+1) = x(n) + (-a*dt-dt)*x(n) + (a*dt-b*dt)*y(n)
+ (dt-a*dt)*norm + y(n)*dt*z(n)
y(n+1) = y(n) + (b*dt-a*dt)*x(n) - (a*dt+dt)*y(n)
+ (b*dt+a*dt)*norm - x(n)*dt*z(n) - norm*z(n)*dt
z(n+1) = z(n) +(y(n)*dt/2) - c*dt*z(n)
Parameters are dt, a, b, and c.
|
|