Merge branch 'develop' of ariadne.geophysik.ruhr-uni-bochum.de:/data/git/pylot into develop
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fb8d888845
@ -307,7 +307,7 @@ class PDFDictionary(object):
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pdfs = self.pdf_data[station]
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for l, phase in enumerate(pdfs.keys()):
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try:
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axarr[n, l].plot(pdfs[phase].axis, pdfs[phase].data)
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axarr[n, l].plot(pdfs[phase].axis, pdfs[phase].data())
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if n is 0:
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axarr[n, l].set_title(phase)
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if l is 0:
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@ -322,7 +322,7 @@ class PDFDictionary(object):
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except IndexError as e:
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print('trying aligned plotting\n{0}'.format(e))
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hide_labels = False
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axarr[l].plot(pdfs[phase].axis, pdfs[phase].data)
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axarr[l].plot(pdfs[phase].axis, pdfs[phase].data())
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axarr[l].set_title(phase)
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if l is 0:
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axann = axarr[l].annotate(station, xy=(.05, .5),
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@ -350,13 +350,15 @@ class PDFstatistics(object):
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self.stations = {}
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self.p_std = {}
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self.s_std = {}
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self.makeDirlist()
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self.getData()
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self.getStatistics()
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self.arraylen = 0
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self.Theta015 = []
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self.Theta25 = []
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self.Theta485 = []
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self.theta015 = []
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self.theta1 = []
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self.theta2 = []
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self.dirlist = list()
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self.evtdict = {}
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#self.makeDirlist()
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#self.getData()
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#self.getStatistics()
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#self.showData()
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@ -367,8 +369,10 @@ class PDFstatistics(object):
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self.evtdict[rd] = glob.glob1((os.path.join(self.directory, rd)), '*.xml')
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def getData(self):
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arraylen = 0
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for dir in self.dirlist:
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for evt in self.evtdict[dir]:
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print evt
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self.stations[evt] = []
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self.p_std[evt] = []
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self.s_std[evt] = []
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@ -377,16 +381,24 @@ class PDFstatistics(object):
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# print station, pdfs
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try:
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p_std = pdfs['P'].standard_deviation()
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self.theta015.append(pdfs['P'].qtile_dist_quot(0.015))
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self.theta1.append(pdfs['P'].qtile_dist_quot(0.1))
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self.theta2.append(pdfs['P'].qtile_dist_quot(0.2))
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except KeyError:
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p_std = np.nan
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try:
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s_std = pdfs['S'].standard_deviation()
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self.theta015.append(pdfs['S'].qtile_dist_quot(0.015))
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self.theta1.append(pdfs['S'].qtile_dist_quot(0.1))
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self.theta2.append(pdfs['S'].qtile_dist_quot(0.2))
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except KeyError:
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s_std = np.nan
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self.stations[evt].append(station)
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self.p_std[evt].append(p_std)
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self.s_std[evt].append(s_std)
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self.arraylen += 1
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arraylen += 1
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self.arraylen = arraylen
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self.makeArray()
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def makeArray(self):
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@ -426,5 +438,11 @@ class PDFstatistics(object):
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if __name__ == "__main__":
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rootdir = '/home/sebastianp/Data/Reassessment/Insheim/'
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rootdir = '/home/sebastianp/Data/Reassessment/Insheim/2012.10/'
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Insheim = PDFstatistics(rootdir)
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Insheim.dirlist = [rootdir]
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Insheim.evtdict[rootdir] = ['e0002.294.12.xml']
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Insheim.getData()
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print Insheim.theta015
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print Insheim.theta1
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print Insheim.theta2
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@ -149,8 +149,8 @@ class ProbabilityDensityFunction(object):
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x0, incr, npts = self.commonparameter(other)
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axis = create_axis(x0, incr, npts)
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pdf_self = np.array([self.data(x) for x in axis])
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pdf_other = np.array([other.data(x) for x in axis])
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pdf_self = np.array(self.data(axis))
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pdf_other = np.array(other.data(axis))
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pdf = np.convolve(pdf_self, pdf_other, 'full') * incr
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@ -174,8 +174,8 @@ class ProbabilityDensityFunction(object):
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x0, incr, npts = self.commonparameter(other)
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axis = create_axis(x0, incr, npts)
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pdf_self = np.array([self.data(x) for x in axis])
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pdf_other = np.array([other.data(x) for x in axis])
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pdf_self = np.array(self.data(axis))
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pdf_other = np.array(other.data(axis))
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pdf = np.correlate(pdf_self, pdf_other, 'full') * incr
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@ -193,21 +193,22 @@ class ProbabilityDensityFunction(object):
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def __nonzero__(self):
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prec = self.precision(self.incr)
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data = np.array([self.data(t) for t in self.axis])
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data = np.array(self.data())
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gtzero = np.all(data >= 0)
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probone = bool(np.round(self.prob_gt_val(self.axis[0]), prec) == 1.)
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return bool(gtzero and probone)
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def __str__(self):
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return str([self.data(val) for val in create_axis(self.x0, self.incr,
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self.npts)])
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return str([self.data()])
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@staticmethod
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def precision(incr):
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prec = int(np.ceil(np.abs(np.log10(incr)))) - 2
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return prec if prec >= 0 else 0
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def data(self, value):
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def data(self, value=None):
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if value is None:
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return self._pdf(self.axis, self.params)
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return self._pdf(value, self.params)
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@property
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@ -325,14 +326,15 @@ class ProbabilityDensityFunction(object):
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raise ValueError('value out of bounds: {0}'.format(value))
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return self.prob_limits((value, self.axis[-1]))
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def prob_limits(self, limits):
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lim = np.arange(limits[0], limits[1], self.incr)
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data = [self.data(t) for t in lim]
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def prob_limits(self, limits, oversampling=1.):
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sampling = self.incr / oversampling
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lim = np.arange(limits[0], limits[1], sampling)
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data = self.data(lim)
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min_est, max_est = 0., 0.
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for n in range(len(data) - 1):
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min_est += min(data[n], data[n + 1])
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max_est += max(data[n], data[n + 1])
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return (min_est + max_est) / 2. * self.incr
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return (min_est + max_est) / 2. * sampling
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def prob_val(self, value):
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if not (self.axis[0] <= value <= self.axis[-1]):
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@ -352,7 +354,7 @@ class ProbabilityDensityFunction(object):
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m = (r + l) / 2
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diff = prob_value - self.prob_lt_val(m)
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while abs(diff) > eps:
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while abs(diff) > eps and ((r - l) > self.incr):
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if diff > 0:
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l = m
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else:
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@ -367,12 +369,17 @@ class ProbabilityDensityFunction(object):
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return qu - ql
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def qtile_dist_quot(self,x):
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if x < 0 or x > 0.5:
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raise ValueError('Value out of range.')
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return self.quantile_distance(0.5-x)/self.quantile_distance(x)
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def plot(self, label=None):
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import matplotlib.pyplot as plt
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axis = self.axis
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plt.plot(axis, self.data(axis))
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plt.plot(self.axis, self.data())
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plt.xlabel('x')
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plt.ylabel('f(x)')
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plt.autoscale(axis='x', tight=True)
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@ -442,32 +449,3 @@ class ProbabilityDensityFunction(object):
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return x0, incr, npts
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def rearrange(self, other):
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'''
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Method rearrange takes another Probability Density Function and returns
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a new axis with mid-point 0 and covering positive and negative range
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of axis values, either containing the maximum value of both axis or
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the sum of the maxima
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:param other:
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:return:
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'''
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x0 = self.x0
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incr = self.incr
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npts = self.npts
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pdf_self = np.zeros(npts)
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pdf_other = np.zeros(npts)
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x = create_axis(x0, incr, npts)
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sstart = find_nearest(x, self.x0)
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s_end = sstart + self.data.size
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ostart = find_nearest(x, other.x0)
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o_end = ostart + other.data.size
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pdf_self = self.broadcast(pdf_self, sstart, s_end, self.data)
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pdf_other = self.broadcast(pdf_other, ostart, o_end, other.data)
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return x0, incr, npts, pdf_self, pdf_other
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