Enneper 2 sculpture
This very exciting geometric shape was discovered in 1860-th by Alfred Enneper and described by single mathematical equation. It could be any number of periods symmetrical about the center. This sculpture carved from single solid piece of Spalted Maple segmented with Redheart wood. Described by formula: x=u*cos(v)-u^3/3*cos(3*v)
y=-u*sin(v)-u^3/3*sin(3*v)
z=u^2*cos(2*v)
0<u>6/5 -pi<v>pi
Size: 75 mm (3”). Weight: 22 gr (under 1 oz).This very exciting geometric shape was discovered in 1860-th by Alfred Enneper and described by single mathematical equation. It could be any number of periods symmetrical about the center. This sculpture carved from single solid piece of Spalted Maple segmented with Redheart wood. Described by formula: x=u*cos(v)-u^3/3*cos(3*v)
y=-u*sin(v)-u^3/3*sin(3*v)
z=u^2*cos(2*v)
0<u>6/5 -pi<v>pi
Size: 75 mm (3”). Weight: 22 gr (under 1 oz).This very exciting geometric shape was discovered in 1860-th by Alfred Enneper and described by single mathematical equation. It could be any number of periods symmetrical about the center. This sculpture carved from single solid piece of Spalted Maple segmented with Redheart wood. Described by formula: x=u*cos(v)-u^3/3*cos(3*v)
y=-u*sin(v)-u^3/3*sin(3*v)
z=u^2*cos(2*v)
0<u>6/5 -pi<v>pi
Size: 75 mm (3”). Weight: 22 gr (under 1 oz).