Volume: slices y constant
by dennedesigns, published
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The volume below the surface z=sin(x)cos(y), above the xy-plane and inside the rectangle [0,pi/2]x[0,pi/2] is approximated by 8 slices, where the y-value has been held constant at the midpoint of each sub-interval (so y=pi/32, 3pi/32, ... , 15pi/32). This is an illustration of Fubini's Theorem and iterated integration.
This model was designed and printed by my WLU summer research student Ryan McDonnell ('17).
This object was made on a MakerBot2X. We used the following settings:
0.20mm layer height
10% infill (hexagonal pattern)
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Volume: slices y constant by dennedesigns is licensed under the Creative Commons - Attribution - Share Alike license.
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