Question

我正在设置一个代码，该代码对光谱数据进行遍历并找到连续体并删除该连续体，以便法向通量为0，并且我可以正确计算发射线的通量。

问题在于，这个连续体并不是真正的常数，并且大多数时候看起来像是根函数（并非总是如此）。我如何才能找到连续体？

这是我的光谱数据，这就是我发现峰的方式

光谱数据：

m1 = modeling.models.Gaussian1D(amplitude=10, mean=3726, stddev=8)
m2 = modeling.models.Gaussian1D(amplitude=10, mean=3126, stddev=8)

x = np.linspace(3000, 4500, 1000)

continuum_sqrt = np.sqrt(x)*0.2

mock_spectrum = continuum_sqrt + m1(x) + m2(x)
mock_spectrum = mock_spectrum + np.sqrt(mock_spectrum) * np.random.random(x.size) - 0.5
mock_spectrum -= mock_spectrum.min()

这是波斯人的发现：

def gaussfcn(x, *p):
    """ gauss function to be used for fits to the data"""
    A, mu, sigma = p
    return A*np.exp(-(x-mu)**2/(2.*sigma**2))

class Gauss:
    """A class to hold coefficients for Gaussian distributions"""
    def __init__(self, A, mu, sigma):
        self.A = A
        self.mu = mu
        self.sigma = sigma
    def value(self, x):
        return gaussfcn(x, self.A, self.mu, self.sigma)
    def as_string(self, ndigits=4):
        return str("A: {}, mu: {}, sigma: {}".format(round(self.A, ndigits),
                                                     round(self.mu, ndigits),
                                                     round(self.sigma, ndigits)))

## set up a new plot
fig, axes = plt.subplots()  # makes new plot
plt.grid(True)
plt.title('test')

## plot the data
plt.plot(x, mock_spectrum, linestyle='steps')

## Initial guess A, mu, sigma
P0 = [12,3127,1]

coeff, var_matrix = scipy.optimize.curve_fit(gaussfcn,
                                             x,
                                             mock_spectrum,
                                             P0)

## create a Gauss object with the fitted coefficients for better code readability
g = Gauss(*coeff)
perr = np.sqrt(np.diag(var_matrix))

print("Fit result: {}".format(g.as_string()))
print("Fit uncertainties [%]: {}".format(100*perr/coeff))

## plot the result
axes.plot(x, g.value(x),
          label = r'Gaussian fit, $\mu={}$, $\sigma={}$'.format(round(g.mu),round(g.sigma)))

plt.show()

如何找到连续体并将其删除？

0 个答案: