Source code for orbitdeterminator.util.input_transf

'''
Converts cartesian co-ordinates to spherical co-ordinates and vice versa
'''

import sys
import os
sys.path.append(os.path.abspath(os.path.join(os.path.dirname(__file__), os.path.pardir)))
from util import read_data
from math import *

[docs]def cart_to_spher(data): ''' Takes as an input a data set containing points in cartesian format (time, x, y, z) and returns the computed spherical coordinates (time, azimuth, elevation, r) Args: data (numpy array): containing the cartesian coordinates in format of (time, x, y, z) Returns: numpy array: array of spherical coordinates in format of (time, azimuth, elevation, r) ''' for i in range(0, len(data)): x = data[i, 1] y = data[i, 2] z = data[i, 3] r = sqrt(x**2 + y**2 + z**2) elevation = atan2(z, sqrt(x**2 + y**2)) azimuth = atan2(y, x) result = data result[i, 1] = azimuth result[i, 2] = elevation result[i, 3] = r return result
[docs]def spher_to_cart(data): ''' Takes as an input a data set containing points in spherical format (time, azimuth, elevation, r) and returns the computed cartesian coordinates (time, x, y, z). Args: data (numpy array): containing the spherical coordinates in format of (time, azimuth, elevation, r) Returns: numpy array: array of cartesian coordinates in format of (time, x, y, z) ''' for i in range(0, len(data)): elevation = data[i, 1] azimuth = data[i, 2] r = data[i, 3] x = r * cos(elevation) * cos(azimuth) y = r * cos(elevation) * sin(azimuth) z = r * sin(elevation) result = data result[i, 1] = x result[i, 2] = y result[i, 3] = z return result
if __name__ == "__main__": data = read_data.load_data("orbit.csv") new_data = cart_to_spher(data) same_data = spher_to_cart(new_data) print(same_data == data)