Istrazivanje na temu krive u prostoru
Kriva u prostoru / 3D Curve
Kriva u prostoru / 3D Curve
Kriva u prostoru / 3D Curve
Re: Kriva u prostoru / 3D Curve
Bicylinder
a(t) = ( a*cos(t) , a*sin(t) , c*sqrt(b^2 - a^(2*sin(t)^2) ) t = ( 0 , 2*pi ), with a, b element of IR and c = +/- 1
a(t) = ( a*cos(t) , a*sin(t) , c*sqrt(b^2 - a^(2*sin(t)^2) ) t = ( 0 , 2*pi ), with a, b element of IR and c = +/- 1
Odgovor: Kriva u prostoru / 3D Curve
3D astroid
Re: Odgovor: Kriva u prostoru / 3D Curve
Elliptical helix
r(t)=< 4 cos(2t), 2 sin(2t), t >,
0 ≤ t ≤ 2π .
Re: Kriva u prostoru / 3D Curve
clelia curve
Re: Kriva u prostoru / 3D Curve
x = 3*cos(t)+cos(10*t)*cos(t)
y = 3*sin(t)+cos(10*t)*sin(t)
z = sin(10*t)
Re: Kriva u prostoru / 3D Curve
nastavak istrazivanja nephroid krive. ovog puta dao sam mu malo po z-osi :)
Re: Kriva u prostoru / 3D Curve
Moja kriva je Baseball seam kriva
x = sin(pi/2 - (pi/2 - a) cos(t)) cos(t/2 + a sin(2 t))
y = sin(pi/2 - (pi/2 - a) cos(t)) sin(t/2 + a sin(2 t))
z = cos(pi/2 - (pi/2 - a) cos(t))
Re: Kriva u prostoru / 3D Curve
0.8*sin(1*u)*cos(u)
0.7*sin(6*u)*sin(0.1*u)
0.02*u
0.7*sin(6*u)*sin(0.1*u)
0.02*u
Re: Kriva u prostoru / 3D Curve
Mathematica demonstracije
Odgovor: Re: Kriva u prostoru / 3D Curve
Oeeeeeeeeeeeeeeeeeee! Mirakulozno!!! Stavite na prestizni blog http://genericexplorations.blogspot.com/!
