SUPERFÍCIE E TORO DE ANCELMO L. GRACELI.
GEOMETRIA TOROIDAL DE ANCELMO L. GRACELI.
dz / ds = COS θ LOG [S, Z] [θ = π / 2] [+ ,- ] SIN θ LOG [S, Z] [θ = π / 2] = [R⁴]
dz / ds = COS θ LOG [S, Z] [θ ] [+ ,- ] SIN θ LOG [S, Z] [θ]] = [R⁴]
dz / ds = COS θ LOG [S, Z] [θ / z ] [+ ,- ] SIN θ LOG [S, Z] [θ / z ] = [R⁴]
f [Z], f [S] = COS LOG [S, Z] [+ ,- ] SIN LOG [S, Z] =
f [Z], f [S] = COS LOG [S, Z] [+ ,- ] SIN LOG [S, Z] =
f [Z], f [S] = COS θ LOG [S, Z] [+ ,- ] SIN θ LOG [S, Z] =
f [Z], f [S] = COS θ LOG [S, Z] [+ ,- ] SIN θ LOG [S, Z] =
f [Z], f [S] = COS LOG [S, Z] [θ = π / 2] [+ ,- ] SIN LOG [S, Z] [θ = π / 2] = [R⁴]
f [Z], f [S] = COS LOG [S, Z] [θ = π / 2] [+ ,- ] SIN LOG [S, Z][θ = π / 2] = [R⁴]
f [Z], f [S] = COS θ LOG [S, Z] [θ = π / 2] [+ ,- ] SIN θ LOG [S, Z] [θ = π / 2] = [R⁴]
dz / ds = COS θ LOG [S, Z] [θ = π / 2] [+ ,- ] SIN θ LOG [S, Z] [θ = π / 2] = [R⁴]
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