from __future__ import division
import math
#Initializing the variables
rho = 860;
v = 10**-5;
Us = 3;
b = 1.25;
l = 2;
#Calculations
x = 1; # At x =1
Rex = Us*x/v;
ReL = Us*l/v ;
mu = rho*v;
T0 = 0.332*mu*Us/x*Rex**0.5;
Cf = 1.33*ReL**-0.5;
F = rho*Us**2*l*b*Cf ;
print "shear stress (N/m^2) :" ,round(T0,1)
print "Total, double-sided resistance of the plate (N) :",round(F,3)
from __future__ import division
import math
#Initializing the variables
Us = 6;
b = 3;
l = 30;
rho = 1000;
mu = 10**-3;
T = 20+273; # Temperature in Kelvin
#Calculations
ReL = rho*Us*l/mu;
Cf = 0.455*math.log10(ReL)**-2.58 ;
F = rho*Us**2*l*b*Cf ;
Lt = 10**5*mu/(rho*Us); # Assuming transition at Rel = 10**5
print "Drag Force (kN) :", round(F/1000,2)
print "Transition length (m) :",round(Lt,4)