示例#1
0
def eval_Taylor(P, R, mbar, alpha_x, x):
    """My function description here."""

    if (P % 2 == 0):
        T0 = 2 * np.pi
    else:
        T0 = 1 * np.pi

    A = pl.dist(1, P + 1, R, dist_type_x='Taylor', mbar=mbar, alpha_x=alpha_x)
    x, result = IFS(A,
                    T0,
                    m_start=-P / 2,
                    m_stop=P / 2,
                    x_min=x,
                    x_max=x,
                    x_num=1)

    #    if(P%2==0):
    #        A = pl.dist(1, P + 1, R, dist_type_x='Taylor', mbar=mbar, alpha_x=alpha_x)
    #        x, result = IFS(A, T0=2*np.pi, m_start= -P / 2, m_stop=P / 2, x_min=x, x_max=x, x_num=1)
    #    else:
    #        A = pl.dist(1, 2*P + 1, R, dist_type_x='Taylor', mbar=mbar, alpha_x=alpha_x)
    #        x, result = IFS(A, T0=1*np.pi, m_start= -P, m_stop=P, x_min=x, x_max=x, x_num=1)

    result = result[0, 0].real

    return result
示例#2
0
def eval_Bayliss(P, R, mbar, alpha_x, x):
    """My function description here.""" 
    
    if(P%2==0):
        print "Order needs to be an ODD number for null patterns"
    else:
        T0=1*np.pi
    
    A = pl.dist(1, P + 1, R, dist_type_x='Bayliss', mbar=mbar, alpha_x=alpha_x)
    x, result = IFS(A, T0, m_start= -P / 2, m_stop=P / 2, x_min=x, x_max=x, x_num=1)
    
    result = result[0,0].imag
    
    return result
示例#3
0
def eval_Bayliss(P, R, mbar, alpha_x, x):
    """My function description here."""

    if (P % 2 == 0):
        print("Order needs to be an ODD number for null patterns")
    else:
        T0 = 1 * np.pi

    A = pl.dist(1, P + 1, R, dist_type_x='Bayliss', mbar=mbar, alpha_x=alpha_x)
    x, result = IFS(A,
                    T0,
                    m_start=-P / 2,
                    m_stop=P / 2,
                    x_min=x,
                    x_max=x,
                    x_num=1)

    result = result[0, 0].imag

    return result
示例#4
0
def eval_Taylor(P, R, mbar, alpha_x, x):
    """My function description here.""" 
    
    if(P%2==0):
        T0 = 2*np.pi
    else:
        T0=1*np.pi
    
    A = pl.dist(1, P + 1, R, dist_type_x='Taylor', mbar=mbar, alpha_x=alpha_x)
    x, result = IFS(A, T0, m_start= -P / 2, m_stop=P / 2, x_min=x, x_max=x, x_num=1)
            
#    if(P%2==0):
#        A = pl.dist(1, P + 1, R, dist_type_x='Taylor', mbar=mbar, alpha_x=alpha_x)
#        x, result = IFS(A, T0=2*np.pi, m_start= -P / 2, m_stop=P / 2, x_min=x, x_max=x, x_num=1)
#    else:
#        A = pl.dist(1, 2*P + 1, R, dist_type_x='Taylor', mbar=mbar, alpha_x=alpha_x)
#        x, result = IFS(A, T0=1*np.pi, m_start= -P, m_stop=P, x_min=x, x_max=x, x_num=1)
    
    result = result[0,0].real
    
    return result