def test_inverse_mult(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     q1 = a1.to_quat()
     a2 = st.EulerAngle(30, 0, 0).to_rad()
     q2 = a2.to_quat()
     q3 = q1.quat_mult(q2)
     q4 = q3.quat_mult(q2.inverse())
     a3 = q4.to_euler()
     assert a3 == a1
 def test_mult(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     q1 = a1.to_quat()
     a2 = st.EulerAngle(30, 0, 0).to_rad()
     q2 = a2.to_quat()
     q3 = q1.quat_mult(q2)
     a3 = q3.to_euler()
     ans = a1 + a2
     assert a3 == ans
 def test_to_rotmat(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     r1 = a1.to_rotmat()
     ans = st.RotMat()
     ans.set_rotmat(0.3535534, 0.9267767, -0.1268265, -0.6123725, 0.1268265,
                    -0.7803301, -0.7071068, 0.3535534, 0.6123725)
     assert r1 == ans
 def test_to_rad(self):
     deg = st.EulerAngle(30, 45, -60)
     rad = deg.to_rad()
     ans = st.EulerAngle(0.523599, 0.785398, -1.0472)
     assert rad == ans
 def test_to_axis_angle(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     aa1 = a1.to_axis_angle()
     ans = st.AxisAngle(0.5675524, 0.2904527, -0.7704035, 1.5244035)
     assert aa1 == ans
 def test_to_quat(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     q1 = a1.to_quat().round(3)
     ans = st.Quaternion(0.723, 0.392, 0.201, -0.532)
     assert q1 == ans
 def test_to_deg(self):
     rad = st.EulerAngle(0.523599, 0.785398, -1.0472)
     deg = rad.to_deg()
     ans = st.EulerAngle(30, 45, -60)
     assert deg == ans
 def test_to_euler(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     q1 = a1.to_quat()
     ans = q1.to_euler()
     assert a1 == ans
Esempio n. 9
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from matplotlib import pyplot as plt
import numpy as np
from mpl_toolkits.mplot3d.axes3d import Axes3D
from matplotlib import animation
from pathlib import Path

import src.spatial_transform as st
import src.utils as utils

# Setup
start_pt = st.Vector3D(0.5, 0.5, 0.5)
start_euler = st.EulerAngle(0, 0, 0).to_rad()
start_quat = start_euler.to_quat()

end_euler = st.EulerAngle(180, 45, -60).to_rad()
end_quat = end_euler.to_quat()

# Slerp
slerp = utils.quat_slerp(start_quat.numpy(), end_quat.numpy(), 0, 1, 0.05)

# Calculate points and directions for plotting
pos_pts = [start_pt]
x_dir_pts = [st.Vector3D(1, 0, 0)]
y_dir_pts = [st.Vector3D(0, 1, 0)]
z_dir_pts = [st.Vector3D(0, 0, 1)]
euler_angles = [start_euler.to_deg()]

new_quat = st.Quaternion()
new_quat.from_numpy(slerp[-1])
new_y_dir = y_dir_pts[-1].rotate_by_quat(new_quat)
Esempio n. 10
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 def test_to_euler(self):
     a1 = st.EulerAngle(30, 45, -60).to_rad()
     r1 = a1.to_rotmat()
     ans = r1.to_euler()
     assert a1 == ans
Esempio n. 11
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 def test_to_euler(self):
     aa1 = st.AxisAngle(0.5675524, 0.2904527, -0.7704035, 1.5244035)
     a1 = aa1.to_euler()
     ans = st.EulerAngle(0.5235988, 0.7853981, -1.0471976)
     assert a1 == ans