packages/vaex-core/vaex/dataframe.py
def add_virtual_columns_spherical_to_cartesian(self, alpha, delta, distance, xname="x", yname="y", zname="z",
                                                   propagate_uncertainties=False,
                                                   center=[0, 0, 0], center_name="solar_position", radians=False):
        """Convert spherical to cartesian coordinates.



        :param alpha:
        :param delta: polar angle, ranging from the -90 (south pole) to 90 (north pole)
        :param distance: radial distance, determines the units of x, y and z
        :param xname:
        :param yname:
        :param zname:
        :param propagate_uncertainties: {propagate_uncertainties}
        :param center:
        :param center_name:
        :param radians:
        :return:
        """
        alpha = self._expr(alpha)
        delta = self._expr(delta)
        distance = self._expr(distance)
        if not radians:
            alpha = alpha * self._expr('pi')/180
            delta = delta * self._expr('pi')/180

        # TODO: use sth like .optimize by default to get rid of the +0 ?
        if center[0]:
            self[xname] = np.cos(alpha) * np.cos(delta) * distance + center[0]
        else:
            self[xname] = np.cos(alpha) * np.cos(delta) * distance
        if center[1]:
            self[yname] = np.sin(alpha) * np.cos(delta) * distance + center[1]
        else:
            self[yname] = np.sin(alpha) * np.cos(delta) * distance
        if center[2]:
            self[zname] =                 np.sin(delta) * distance + center[2]
        else:
            self[zname] =                 np.sin(delta) * distance
        if propagate_uncertainties:
            self.propagate_uncertainties([self[xname], self[yname], self[zname]])
def add_virtual_columns_spherical_to_cartesian(self, alpha, delta, distance, xname="x", yname="y", zname="z",
                                                   propagate_uncertainties=False,
                                                   center=[0, 0, 0], center_name="solar_position", radians=False):
        """Convert spherical to cartesian coordinates.



        :param alpha:
        :param delta: polar angle, ranging from the -90 (south pole) to 90 (north pole)
        :param distance: radial distance, determines the units of x, y and z
        :param xname:
        :param yname:
        :param zname:
        :param propagate_uncertainties: {propagate_uncertainties}
        :param center:
        :param center_name:
        :param radians:
        :return:
        """
        alpha = self._expr(alpha)
        delta = self._expr(delta)
        distance = self._expr(distance)
        if not radians:
            alpha = alpha * self._expr('pi')/180
            delta = delta * self._expr('pi')/180

        # TODO: use sth like .optimize by default to get rid of the +0 ?
        if center[0]:
            self[xname] = np.cos(alpha) * np.cos(delta) * distance + center[0]
        else:
            self[xname] = np.cos(alpha) * np.cos(delta) * distance
        if center[1]:
            self[yname] = np.sin(alpha) * np.cos(delta) * distance + center[1]
        else:
            self[yname] = np.sin(alpha) * np.cos(delta) * distance
        if center[2]:
            self[zname] =                 np.sin(delta) * distance + center[2]
        else:
            self[zname] =                 np.sin(delta) * distance
        if propagate_uncertainties:
            self.propagate_uncertainties([self[xname], self[yname], self[zname]])
Convert spherical to cartesian coordinates.



        :param alpha:
        :param delta: polar angle, ranging from the -90 (south pole) to 90 (north pole)
        :param distance: radial distance, determines the units of x, y and z
        :param xname:
        :param yname:
        :param zname:
        :param propagate_uncertainties: {propagate_uncertainties}
        :param center:
        :param center_name:
        :param radians:
        :return: