def test_rectangular_shape(self):
beam = Beam(round(1e5))
plane_mirror = Optical_element.initialize_as_surface_conic_plane(
p=10., q=0., theta=0.)
beam.set_flat_divergence(0.02, 0.1)
xmax = 0.01
xmin = -0.0008
ymax = 1.
ymin = -0.29
bound = BoundaryRectangle(xmax=xmax, xmin=xmin, ymax=ymax, ymin=ymin)
plane_mirror.set_bound(bound)
beam = plane_mirror.trace_optical_element(beam)
beam.plot_xz()
beam.plot_good_xz()
indices = np.where(beam.flag > 0)
assert_almost_equal(max(beam.x[indices]) - xmax, 0., 2)
assert_almost_equal(-min(beam.x[indices]) + xmin, 0., 2)
assert_almost_equal(max(beam.z[indices]) + ymin, 0., 2)
assert_almost_equal(-min(beam.z[indices]) - ymax, 0., 2)
print(max(beam.x[indices]), min(beam.x[indices]), max(beam.y[indices]),
min(beam.y[indices]))
if do_plot is True:
plt.show()
def example_montel_paraboloid():
print(
">>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> example_montel_paraboloid")
beam = Beam(25000)
beam.set_circular_spot(1e-3)
beam.set_flat_divergence(0.01, 0.01)
beam.set_flat_divergence(1e-6, 1e-6)
beam.flag *= 0
p = 5.
q = 15.
theta = 88. * np.pi / 180
xmax = 0.
xmin = -0.4
ymax = 0.4
ymin = -0.4
zmax = 0.4
zmin = 0.
bound1 = BoundaryRectangle(xmax, xmin, ymax, ymin, zmax, zmin)
bound2 = BoundaryRectangle(xmax, xmin, ymax, ymin, zmax, zmin)
montel = CompoundOpticalElement.initialize_as_montel_parabolic(
p=p,
q=q,
theta=theta,
bound1=bound1,
bound2=bound2,
distance_of_the_screen=q)
beam03 = montel.trace_montel(beam)
print(beam03[2].N / 25000)
plt.figure()
plt.plot(beam03[0].x, beam03[0].z, 'ro')
plt.plot(beam03[1].x, beam03[1].z, 'bo')
plt.plot(beam03[2].x, beam03[2].z, 'go')
plt.xlabel('x axis')
plt.ylabel('z axis')
plt.axis('equal')
beam03[2].plot_xz(0)
print("No reflection = %d\nOne reflection = %d\nTwo reflection = %d" %
(beam03[0].N, beam03[1].N, beam03[2].N))
print("dx = %f" % (max(beam03[2].x) - min(beam03[2].x)))
plt.show()
def example_montel_elliptical():
print(
">>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> example_montel_elliptical")
beam = Beam(25000)
beam.set_flat_divergence(25 * 1e-6, 25 * 1e-6)
beam.set_rectangular_spot(xmax=25 * 1e-6,
xmin=-25 * 1e-6,
zmax=5 * 1e-6,
zmin=-5 * 1e-6)
beam.set_gaussian_divergence(25 * 1e-4, 25 * 1e-4)
beam.flag *= 0
p = 5.
q = 15.
#theta = np.pi/2 - 0.15
theta = 85. * np.pi / 180
xmax = 0.
xmin = -0.3
ymax = 0.1
ymin = -0.1
zmax = 0.3
zmin = 0.
bound1 = BoundaryRectangle(xmax, xmin, ymax, ymin, zmax, zmin)
bound2 = BoundaryRectangle(xmax, xmin, ymax, ymin, zmax, zmin)
montel = CompoundOpticalElement.initialize_as_montel_ellipsoid(
p=p, q=q, theta=theta, bound1=bound1, bound2=bound2)
beam03 = montel.trace_montel(beam)
print(beam03[2].N / 25000)
plt.figure()
plt.plot(beam03[0].x, beam03[0].z, 'ro')
plt.plot(beam03[1].x, beam03[1].z, 'bo')
plt.plot(beam03[2].x, beam03[2].z, 'go')
plt.xlabel('x axis')
plt.ylabel('z axis')
plt.axis('equal')
beam03[2].plot_xz(0)
print("No reflection = %d\nOne reflection = %d\nTwo reflection = %d" %
(beam03[0].N, beam03[1].N, beam03[2].N))
plt.show()
def test_ideal_lens_with_trace_optical_element(self):
print(
">>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> test_ideal_lens_with_trace_optical_element"
)
beam = Beam()
beam.set_flat_divergence(0.05, 0.005)
p = 1.
q = 5.
lens = Optical_element.initialiaze_as_ideal_lens(p, q)
beam = lens.trace_optical_element(beam)
beam.plot_xz()
if do_plot:
plt.show()
assert_almost_equal(np.abs(beam.x).mean(), 0.0, 4)
assert_almost_equal(np.abs(beam.z).mean(), 0.0, 4)
from monwes.Shape import BoundaryRectangle
import numpy as np
import matplotlib.pyplot as plt
from monwes.CompoundOpticalElement import CompoundOpticalElement
from monwes.Vector import Vector
do_plot = True
main = "__main__"
if main == "__main__":
print(
">>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> example_montel_elliptical")
beam = Beam(1e5)
beam.set_flat_divergence(25 * 1e-6, 25 * 1e-6)
#beam.set_rectangular_spot(xmax=25*1e-6, xmin=-25*1e-6, zmax=5*1e-6, zmin=-5*1e-6)
beam.set_gaussian_divergence(25 * 1e-4, 25 * 1e-4)
beam.flag *= 0
p = 5.
q = 15.
#theta = np.pi/2 - 0.15
theta = 85. * np.pi / 180
xmax = 0.
xmin = -0.3
ymax = 0.1
ymin = -0.1
zmax = 0.3
from monwes.Shape import BoundaryRectangle
import numpy as np
import matplotlib.pyplot as plt
from monwes.CompoundOpticalElement import CompoundOpticalElement
do_plot = True
main = "__main__"
if main == "__main__":
print(">>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> example_montel_paraboloid")
beam = Beam(25000)
beam.set_circular_spot(1e-3)
beam.set_flat_divergence(0.01, 0.01)
beam.set_flat_divergence(1e-6, 1e-6)
beam.plot_xz(0)
beam.flag *= 0
p = 5.
q = 15.
theta = 88.*np.pi/180
xmax = 0.
xmin = -0.4
ymax = 0.4
ymin = -0.4
zmax = 0.4
#y.x = np.tan(theta_grazing) / np.sqrt(2 + (np.tan(theta_grazing))**2)
#y.y = 1 / np.sqrt(2 + np.tan(theta_grazing)**2)
#y.normalization()
#print(y.x, y.y, y.z)
#print(np.arctan(y.x/y.y)*180/np.pi, np.arctan(y.z/y.y)*180/np.pi)
#
#alpha = -np.arctan(y.z/y.y)
#y.rotation(alpha, 'x')
#gamma = np.arctan(y.x/y.y)
#y.rotation(gamma, 'z')
#
#print(y.x, y.y, y.z)
beam = Beam()
beam.set_rectangular_spot(xmax=0.5e-3, xmin=-0.5e-3, zmax=0.5e-3, zmin=-0.5e-3)
beam.set_flat_divergence(500 * 1e-6, 800 * 1e-6)
beam.set_divergences_collimated()
op_axis = Beam(1)
op_axis.set_point(0., 0., 0.)
op_axis.set_divergences_collimated()
beam = op_axis.merge(beam)
xmax = 0.0
xmin = -0.01
ymax = 0.300
ymin = -0.300
zmax = 0.01
zmin = 0.0
bound = BoundaryRectangle(xmax=xmax,
xmin=xmin,
