Zadatak 04 - Rotacione i translatorne površi

4. ZADATAK

 
Nutzerbild von Daria Topić
4. ZADATAK
von Daria Topić - Montag, 19. Mai 2014, 21:40
 

1. 

X=f(u,v)  ((cos(u)*2)^2+(1)^2)*sin(v)

Y=g(u,v)   cos(u)*2sin(u)

Z=h(u,v)   cos(u)*2)^2+(1)^2)*cos(v)

0<=u<=4*pi      0<=v<=2*pi

x=f(u) cos(u)*2

y=g(u)   cos(u)*2*sin(u)

z=h(u)   1

0<=u<=4*pi

 

2. 

X= sin(u)*3+sin(v9*2

Y= cos(u)*2+1

Z= 1+v

0<=u<=2*pi   0<=v<=2*pi

sinus

x=sin(u)*3

y=cos(u)*2

z=1

0<=u<=2*pi

 

sinus

x=sin(v)*2

y=1

z=v

0<=v<=2*pi