scisalt/PWFA/ions.py
def q(self, x, q0):
        """
        Numerically solved trajectory function for initial conditons :math:`q(0) = q_0` and :math:`q'(0) = 0`.
        """
        y1_0 = q0
        y0_0 = 0
        y0   = [y0_0, y1_0]

        y = _sp.integrate.odeint(self._func, y0, x, Dfun=self._gradient, rtol=self.rtol, atol=self.atol)

        return y[:, 1]
def q(self, x, q0):
        """
        Numerically solved trajectory function for initial conditons :math:`q(0) = q_0` and :math:`q'(0) = 0`.
        """
        y1_0 = q0
        y0_0 = 0
        y0   = [y0_0, y1_0]

        y = _sp.integrate.odeint(self._func, y0, x, Dfun=self._gradient, rtol=self.rtol, atol=self.atol)

        return y[:, 1]
def q ( self , x , q0 ) : y1_0 = q0 y0_0 = 0 y0 = [ y0_0 , y1_0 ] y = _sp . integrate . odeint ( self . _func , y0 , x , Dfun = self . _gradient , rtol = self . rtol , atol = self . atol ) return y [ : , 1 ]
Numerically solved trajectory function for initial conditons :math:`q(0) = q_0` and :math:`q'(0) = 0`.
Numerically solved trajectory function for initial conditons : math : q ( 0 ) = q_0 and : math : q ( 0 ) = 0 .