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localise.py
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import numpy as np
from numpy import sqrt
import matplotlib.pyplot as plt
import scipy as sp
from scipy import stats
import math
#
#
# Detect the distance from each receiver to the transmitter
#
#
a="/Users/jordiarnau/Documents/Petnica /EBat/outputs/test.txt"
y = np.fromfile (a, int, -1 ," ")
y1 = y[0::5];
y2 = y[1::5];
y3 = y[2::5];
for i in range(0,4):
if i == 0:
interval = 10
snr=np.zeros(len(y1)/interval)
for k in range(0,len(y1)/interval-1,1):
snr[k] = sp.stats.signaltonoise(y1[k*interval-interval:k*interval])
results=np.zeros(len(y1)/interval)
rcount = 0
for k in range(0,len(y1)/interval-1,1):
if snr[k] < 100:
results[rcount]= k*interval-interval
rcount += 1
for k in range(0,rcount,1):
if results[k+1]*results[k]!=0:
if results[k+1]-results[k]<11:
yx1= results[k]
break
plt.figure(1)
plt.plot(y1)
#print 1.06751967382*yx1
elif i == 1:
interval = 10
snr=np.zeros(len(y2)/interval)
for k in range(0,len(y2)/interval-1,1):
snr[k] = sp.stats.signaltonoise(y2[k*interval-interval:k*interval])
results=np.zeros(len(y2)/interval)
rcount = 0
for k in range(0,len(y2)/interval-1,1):
if snr[k] < 100:
results[rcount]= k*interval-interval
rcount += 1
for k in range(0,rcount,1):
if results[k+1]*results[k]!=0:
if results[k+1]-results[k]<11:
yx2= results[k]
break
plt.figure(2)
plt.plot(y2)
#print 1.06751967382*yx2
elif i == 2:
interval = 10
snr=np.zeros(len(y3)/interval)
for k in range(0,len(y3)/interval-1,1):
snr[k] = sp.stats.signaltonoise(y3[k*interval-interval:k*interval])
results=np.zeros(len(y3)/interval)
rcount = 0
for k in range(0,len(y3)/interval-1,1):
if snr[k] < 100:
results[rcount]= k*interval-interval
rcount += 1
for k in range(0,rcount,1):
if results[k+1]*results[k]!=0:
if results[k+1]-results[k]<11:
yx3= results[k]
break
plt.figure(3)
plt.plot(y3)
#print 1.06751967382*yx3
d1= 1.06751967382*yx1
d2= 1.06751967382*yx2
d3= 1.06751967382*yx3
print d1
print d2
print d3
#
#
# Calculate the coordinates of the transmitter
#
#
#print transmission
Receiver1 = [0,70]
Receiver2 = [50,0]
Receiver3 = [110,50]
d= Receiver2[0]
i= Receiver3[0]
j= Receiver3[1]
#Create the "vector's magnitude" function
def mag(x):
recieve = math.sqrt(pow(x[0], 2)+pow(x[1], 2))
return recieve
def subvec(x, y):
recieve2 = [x[0]-y[0], x[1]-y[1]]
return recieve2
r1=d1
r2=d2
r3=d3
#Change of base
ex = [subvec(Receiver2, Receiver1)[0]/mag(subvec(Receiver2 , Receiver1)),subvec(Receiver2, Receiver1)[1]/mag(subvec(Receiver2 , Receiver1))]
i = ex[0]*subvec(Receiver3, Receiver1)[0]+ex[1]*subvec(Receiver3 , Receiver1)[1]
ey = [subvec(subvec(Receiver3 , Receiver1),[i*ex[0],i*ex[1]])[0]/(mag(subvec(subvec(Receiver3 , Receiver1),[i*ex[0],i*ex[1]]))),subvec(subvec(Receiver3 , Receiver1),[i*ex[0],i*ex[1]])[1]/(mag(subvec(subvec(Receiver3 , Receiver1),[i*ex[0],i*ex[1]])))]
d = mag(subvec(Receiver2 , Receiver1))
j = ey[0]*subvec(Receiver3, Receiver1)[0]+ey[1]*subvec(Receiver3 , Receiver1)[1]
#Calculate the x, y coordinates according to the new base
x = (pow(r1, 2)-pow(r2, 2)+pow(d, 2))/(2*d)
y = (pow(r1, 2)-pow(r3, 2)+pow(i, 2)+pow(j, 2))/(2*j)-i/j*x
#If we don't use these variables, in the next step, y will use the x = Receiver1... value, not the x = (pow... value
X=x
Y=y
#Calculate the x, y coordinates according to the original base
x = Receiver1[0] + X*ex[0] + Y*ey[0]
y = Receiver1[1] + X*ex[1] + Y*ey[1]
print x
print y
plt.figure(4)
plt.scatter(x,y, color='red')
plt.scatter(Receiver1[0],Receiver1[1])
plt.scatter(Receiver2[0],Receiver2[1])
plt.scatter(Receiver3[0],Receiver3[1])
plt.show()