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Psat is calculated by Psat= 10^(A-(B/(T+C)) where T is the unknown. The script for Dew Temperature must be the sum of everything in equation one. Yi is equal to (xi*Psat)/P where xi is the Mole...

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Psat is calculated by Psat= 10^(A-(B/(T+C)) where T is the unknown. The script for Dew Temperature must be the sum of everything in equation one. Yi is equal to (xi*Psat)/P where xi is the Mole fraction, Psat is the specific Psat of the component and P is 250 kPa. So yi= (x1*Psat1)/P + (x2*Psat2)/P + (x3*Psat3)/P (a
itrarily).
This is what I got so far but T is unknown so that needs to be changed & this is just for the implementation of Psat’s for all T’s. I didn’t know that T was unknown.
import math
def itemeq(T: float, A: float, B: float, C: float):
return math.exp(A* (B/(T+C)))
#return math.exp(X(Y/(R+Z)))
# driver code
if __name__ == "__main__":
T= 1.0 # R is constant, so assign it here
N = input("Enter a number for number of items: ")
N = (int(N))
# loop through N times
for i in range(N):
XXXXXXXXXXA= input(f"Enter a number for Afor Item {i+1}: ")
XXXXXXXXXXA= (float(A))
XXXXXXXXXXB= input(f"Enter a number for B for Component {i+1}: ")
XXXXXXXXXXB= (float(B))
XXXXXXXXXXC= input(f"Enter a number for C for Component {i+1}: ")
XXXXXXXXXXC= (float(C))
XXXXXXXXXXresult = itemeq(T, A, B, C) # call the method itemeq
# print the result
XXXXXXXXXXprint(f"For given value of A={A},B={B} and C={C} Psat is {result}")
Answered 1 days After Oct 30, 2022

Solution

Baljit answered on Oct 31 2022
62 Votes
In the Antoine’s equation we have given value of A,B,C and y for different material. We can calculate Psat by formula Psat= 10^(A-(B/(T+C)) where T is the unknown. And we have also given pressure 150kPa.
If the pressure is given, then we must decrease the temperature until the first liquid is formed. In both cases, this co
esponds to adjusting T or p until Σxi = 1 .
We can calculate xi with formula xi=yi*P/Psat.
I have written a python code for calculation of Dew point and also plot the graph.
Python Code:-
import matplotlib.pyplot as plt # module for plot
def temp_d(N,P,y,A,B,C):
x=[]
T=130 # in celcius
tmp=[]
x1=[]
for t in range(0,150):
for...
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