Zadatak 04 - Rotacione i translatorne površi

-zadatak 4

 
Slika Nemanja Stankovic
-zadatak 4
napisao/la Nemanja Stankovic - nedelja, 25. maj 2014, 23:07
 

-rotacija

x=f(u, v) = cos(u)*cos(v)*(abs(cos(3*u/4))^100 + abs(sin(3*u/4))^100)^(-1/100)*(abs(cos(2*v/4))^0.3 + abs(sin(2*v/4))^0.2)^(-1/0.7)

y=g(u, v) = sin(u)*(abs(cos(3*u/4))^100 + abs(sin(2*u/4))^100)^(-1/120)

z=h(u, v) = cos(u)*sin(v)*(abs(cos(3*u/4))^100 + abs(sin(3*u/4))^100)^(-1/100)*(abs(cos(2*v/4))^0.3 + abs(sin(2*v/10))^0.2)^(-1/0.7)

 

-translacija

x= f(u, v) = (3+ 0.7*cos(u))*cos(v)

y= g(u) = 2*sin(u)
z = h (u, v) = (2+ 0.5*cos(u))*sin(v)
0<=U<=3*pi,   0<=V<=6*pi