3D Geometry

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from sage.plot.plot3d.parametric_surface import ParametricSurface

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def f(x,y): 

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    return (1.55+cos(y))*sin(x),(1.55+cos(y))*cos(x),sin(y)*cos(x)

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ps=ParametricSurface(

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    f,(srange(0,2.05*pi,.05*pi),srange(0,2.05*pi,.05*pi)),

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    opacity=.5,color='#36ffff')

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gs=str(ps.x3d_geometry())

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start=gs.find('Coordinate point=')+len('Coordinate point=')+1

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str_coords=gs[start:-22]; float_coords=[]

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for el in str_coords.split(','):

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    float_coords.append([float(s) for s in el.split(' ')])

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ps+=point3d(float_coords,size=5,color='slategray')

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ps+=line3d(float_coords,thickness=1,color='slategray')

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ps.show(frame=False)

Language: Sage Gap GP HTML Macaulay2 Maxima Octave Python R Singular

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