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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def getMatrix(self):
 """ get transport matrix with ``mflag`` flag, if ``mflag`` is True, return calculated matrix, else return unity matrix :return: transport matrix """

        if self.mflag:
            m0 = 9.10938215e-31
            e0 = 1.602176487e-19
            c0 = 299792458.0
            rho = np.sqrt(self.gamma ** 2 - 1) * m0 * c0 / self.bend_field / e0
            theta = np.arcsin(self.bend_length / rho)
            self.bangle = theta

            m_rb_1 = transRbend(theta, rho, self.gamma, -1)
            m_rb_2 = transRbend(-theta, -rho, self.gamma, 1)
            m_rb_3 = transRbend(-theta, -rho, self.gamma, -1)
            m_rb_4 = transRbend(theta, rho, self.gamma, 1)
            m_df_12 = transDrift(self.dflist[0], self.gamma)
            m_df_23 = transDrift(self.dflist[1], self.gamma)
            m_df_34 = transDrift(self.dflist[2], self.gamma)

            self.transM = reduce(np.dot, [m_rb_1, m_df_12, m_rb_2, m_df_23, m_rb_3, m_df_34, m_rb_4])

            return self.transM