Files
tell/script/tools/Math.py
gac-S_Changer bdf5049f96 Creation
2018-12-03 12:17:40 +01:00

68 lines
2.4 KiB
Python

###################################################################################################
# Math utilities
###################################################################################################
from mathutils import estimate_peak_indexes, fit_gaussians, create_fit_point_list, Gaussian
import java.awt.Color as Color
import mathutils
mathutils.MAX_ITERATIONS = 100000
def fit(ydata, xdata = None, draw_plot = True):
if xdata is None:
xdata = frange(0, len(ydata), 1)
max_y= max(ydata)
index_max = ydata.index(max_y)
max_x= xdata[index_max]
#print "Max index:" + str(index_max),
#print " x:" + str(max_x),
#print " y:" + str(max_y)
if draw_plot:
plots = plot([ydata],["data"],[xdata], title="Fit" )
p = None if plots is None else plots[0]
gaussians = fit_gaussians(ydata, xdata, [index_max,])
if gaussians[0] is None:
if draw_plot and (p is not None):
p.addMarker(max_x, None, "Max="+str(round(max_x,4)), Color.GRAY)
print "Fitting error"
return (None, None, None)
(norm, mean, sigma) = gaussians[0]
if draw_plot:
fitted_gaussian_function = Gaussian(norm, mean, sigma)
scale_x = [float(min(xdata)), float(max(xdata)) ]
points = max((len(xdata)+1), 100)
resolution = (scale_x[1]-scale_x[0]) / points
fit_y = []
fit_x = frange(scale_x[0],scale_x[1],resolution, True)
for x in fit_x:
fit_y.append(fitted_gaussian_function.value(x))
#Server
if p is None:
plot([ydata,fit_y],["data","fit"],[xdata,fit_x], title="Fit")
draw_plot = False
else:
p.addSeries(LinePlotSeries("fit"))
p.getSeries(1).setData(fit_x, fit_y)
if abs(mean - xdata[index_max]) < abs((scale_x[0] + scale_x[1])/2):
if draw_plot:
p.addMarker(mean, None, "Mean="+str(round(mean,4)), Color.MAGENTA.darker())
#print "Mean -> " + str(mean)
return (norm, mean, sigma)
else:
if draw_plot:
p.addMarker(max_x, None, "Max="+str(round(max_x,4)), Color.GRAY)
#print "Invalid gaussian fit: " + str(mean)
return (None, None, None)
def enforce_monotonic(x):
epsilon = 1e-8
for i in range(len(x)-1):
if x[i+1]<=x[i]:
x[i+1] = x[i]+ epsilon
return x