pylbm.elements.
Cylinder_Ellipse
(center, v1, v2, w, label=0, isfluid=False)¶Class Cylinder_Ellipse
center (a list that contains the three coordinates of the center) –
v0 (a list of the three coordinates of the first vector that defines the circular section) –
v1 (a list of the three coordinates of the second vector that defines the circular section) –
w (a list of the three coordinates of the vector that defines the direction of the side) –
label (list of three integers (default [0,0,0] for the bottom, the top and the side)) –
isfluid (boolean) –
True if the cylinder is added
False if the cylinder is deleted
Warning
The vectors v1 and v2 have to be orthogonal.
number_of_bounds
¶3
int
center
¶the coordinates of the center of the cylinder
numpy array
v0
¶the three coordinates of the first vector that defines the base section
list of doubles
v1
¶the three coordinates of the second vector that defines the base section
list of doubles
w
¶the three coordinates of the vector that defines the direction of the side
list of doubles
label
¶the list of the label of the edge
list of integers
isfluid
¶True if the cylinder is added and False if the cylinder is deleted
boolean
number_of_bounds
number of edges (3)
int
number_of_bounds
number of edges (3)
int
Examples
the vertical canonical cylinder centered in (0, 0, 1/2) with radius 1
>>> center = [0., 0., 0.5]
>>> v0, v1 = [1., 0., 0.], [0., 1., 0.]
>>> w = [0., 0., 1.]
>>> Cylinder_Ellipse(center, v0, v1, w)
Cylinder_Ellipse([0 0 0.5], [1 0 0], [0 1 0], [0 0 1]) (solid)
__init__
(center, v1, v2, w, label=0, isfluid=False)¶Initialize self. See help(type(self)) for accurate signature.
Methods
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Initialize self. |
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Compute the distance in the v direction between the cylinder and the points defined by (x, y, z). |
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Get the bounds of the cylinder. |
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return a boolean array which defines if a point is inside or outside of the cylinder. |
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test if the number of labels is equal to the number of bounds. |