import math
# Initialisation of variables
r=125*math.pow(10,-6) # cladding radius in meter
R=8*math.pow(10,-2) # curve of radius in meter
s=((R+2*r)/(R+r))-1
s_p=s*100 # percentage of strain
# Results
print ('%s %.2f %s' %(" The percentage of strain = ",s_p,"%"))
print ("\n If this condition is maintained the fiber will maintain without any break ")
import math
# initialisation of variables
w=40*math.pow(10,-3) # cable weighing in kg/m
R=20*math.pow(10,-2) # radius of curvature in meter
n=0.19 # co-efficient of friction
x=(3.14/4) # angle in rad
# calculations
si=42.36 # pulling tension at the entrance in kg
X=(si/(w*R))
Y=math.asinh(si/(w*R))
Z=w*R*math.sinh(n*x+Y) # puttling tension at the exit of an optical cable
# Results
print ('%s %.3f %s' %(" The puttling tension at the exit of an optical cable = ",Z,"kg"))