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| 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 |
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2005-10-08 12:44:31 | Hit : 1629 |
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LORENZ 3D4 |
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 LORENZ 3D4
Lorenz four lobe attractor - orbit in three dimensions.
The original formulas were developed by Rick Miranda and Emily Stone.
z(0) = y(0) = z(0) = 1;
x(n+1) = x(n) +(-a*dt*x(n)^3
+ (2*a*dt+b*dt-z(n)*dt)*x(n)^2*y(n) + (a*dt-2*dt)*x(n)*y(n)^2
+ (z(n)*dt-b*dt)*y(n)^3) / (2 * (x(n)^2+y(n)^2))
y(n+1) = y(n) +((b*dt-z(n)*dt)*x(n)^3 + (a*dt-2*dt)*x(n)^2*y(n)
+ (-2*a*dt-b*dt+z(n)*dt)*x(n)*y(n)^2
- a*dt*y(n)^3) / (2 * (x(n)^2+y(n)^2))
z(n+1) = z(n) +(2*x(n)*dt*x(n)^2*y(n) - 2*x(n)*dt*y(n)^3 - c*dt*z(n))
Parameters are dt, a, b, and c.
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