ccl
Oct4-10, 11:59 PM
How to create revolution surface using parametric function in maple or matlab?
The parametric equation is given by
x(t)=-(1-t)^3+3*(1-t)^2*t*0+(3*(1-t))*t^2*0+t^3 and
y(t)=(1-t)^3*0+3*(1-t)^2*t-(3*(1-t))*t^2+t^3*0 , t=[0..1] .
I would like to generate a revolution surface by rotating the parametric curve (x(t),y(t)) around y-axis.
The parametric equation is given by
x(t)=-(1-t)^3+3*(1-t)^2*t*0+(3*(1-t))*t^2*0+t^3 and
y(t)=(1-t)^3*0+3*(1-t)^2*t-(3*(1-t))*t^2+t^3*0 , t=[0..1] .
I would like to generate a revolution surface by rotating the parametric curve (x(t),y(t)) around y-axis.