Source code for pyleecan.Methods.Slot.SlotW61.get_surface_opening
from ....Classes.Segment import Segment
from ....Classes.Arc1 import Arc1
from ....Classes.SurfLine import SurfLine
from ....Functions.labels import SOP_LAB, DRAW_PROP_LAB
[docs]def get_surface_opening(self, alpha=0, delta=0):
"""Return the list of surfaces defining the opening area of the Slot
Parameters
----------
self : SlotW60
A SlotW60 object
alpha : float
float number for rotation (Default value = 0) [rad]
delta : complex
complex number for translation (Default value = 0)
Returns
-------
surf_list : list
list of surfaces objects
"""
# Create curve list
line_dict = self._comp_line_dict()
curve_list = [
line_dict["1-2"],
line_dict["2-3"],
]
if self.H3 > 0:
curve_list.extend([line_dict["3-4"], line_dict["4-w1"], line_dict["w1-w4"]])
elif self.W3 > 0:
curve_list.append(line_dict["3-w4"])
curve_list.append(line_dict["w4-w3"])
if self.H4 > 0:
curve_list.extend([line_dict["w3-w2"], line_dict["w2-5"]])
else:
curve_list.append(line_dict["w3-5"])
curve_list.append(line_dict["5-6"])
# second winding
if self.H4 > 0:
curve_list.extend([line_dict["6-w2s"], line_dict["w2s-w3s"]])
else:
curve_list.append(line_dict["6-w3s"])
curve_list.append(line_dict["w3s-w4s"])
if self.H3 > 0:
curve_list.extend([line_dict["w4s-w1s"], line_dict["w1s-7"], line_dict["7-8"]])
elif self.W3 > 0:
curve_list.append(line_dict["w4s-8"])
curve_list.extend([line_dict["8-9"], line_dict["9-10"], line_dict["10-1"]])
curve_list = [line for line in curve_list if line is not None]
# Only the closing arc (10-1) needs to be drawn (in FEMM)
for curve in curve_list[:-1]:
if curve.prop_dict is None:
curve.prop_dict = dict()
curve.prop_dict.update({DRAW_PROP_LAB: False})
# Create surface
Z9 = line_dict["9-10"].get_begin()
Z2 = line_dict["1-2"].get_end()
Zmid = (Z9 + Z2) / 2
label = self.parent.get_label() + "_" + SOP_LAB + "_R0-T0-S0"
surface = SurfLine(line_list=curve_list, label=label, point_ref=Zmid)
# Apply transformation
if alpha != 0:
surface.rotate(alpha)
if delta != 0:
surface.translate(delta)
return [surface]