Q1(a) Write a function to calculate the specific volume using the ideal gas equation. The input of the function should be temperature (in units of degrees Celsius). The output should be in units of m³/kg. ]: ## Question 1(a) ## Autograded Answer
Q1(a) Write a function to calculate the specific volume using the ideal gas equation. The input of the function should be temperature (in units of degrees Celsius). The output should be in units of m³/kg. ]: ## Question 1(a) ## Autograded Answer
Computer Networking: A Top-Down Approach (7th Edition)
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![Question 1
The specific volume of saturated steam can be calculate using the ideal gas equation of state and the saturation temperature and pressure as follows,
RT,a(P)
Ug =
P
where,
Ug = specific volume of the saturated steam (units kg/m3)
P = Pressure (units Pa)
Tra (P) = Saturation temperature at pressure P (units K)
R = specific ideal gas constant (=461.5 J/kg K for steam)
It is well known, however, that the ideal gas equation will produce very large errors at high pressure, in particular as the pressure approaches the critical point.
Affandi et al. (2013) have proposed an alternative equation of state, based on the reduced saturation temperature (T, = T/Terit) only, as follows,
In(vg) = a + b[(1/T,)]04 + c/T? + d/T,4 + e/T,S
Values for a - e are given below
a
C
d
e
-7.75883
3.23753
2.05755
-0.06052
0.00529
The aim of this exercise is to validate or otherwise the two methods using a data set taken from the Rogers and Mayhew property tables used in this module.
Q1(a)
Write a function to calculate the specific volume using the ideal gas equation. The input of the function should be temperature (in units of degrees Celsius).
The output should be in units of m3/kg.
]: ## Question 1(a)
## Autograded Answer
## Question 1 ################
import numpy as np
def get_vg(T):
# YOUR CODE HERE
raise NotImplementedError()
return vg
]: # Don't write code in this line](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7a796d22-ee71-47ae-8ac5-4e88821c6b17%2F2b9061bf-05b0-4b0b-a2f7-3aaf81209580%2Fm9pt43_processed.png&w=3840&q=75)
Transcribed Image Text:Question 1
The specific volume of saturated steam can be calculate using the ideal gas equation of state and the saturation temperature and pressure as follows,
RT,a(P)
Ug =
P
where,
Ug = specific volume of the saturated steam (units kg/m3)
P = Pressure (units Pa)
Tra (P) = Saturation temperature at pressure P (units K)
R = specific ideal gas constant (=461.5 J/kg K for steam)
It is well known, however, that the ideal gas equation will produce very large errors at high pressure, in particular as the pressure approaches the critical point.
Affandi et al. (2013) have proposed an alternative equation of state, based on the reduced saturation temperature (T, = T/Terit) only, as follows,
In(vg) = a + b[(1/T,)]04 + c/T? + d/T,4 + e/T,S
Values for a - e are given below
a
C
d
e
-7.75883
3.23753
2.05755
-0.06052
0.00529
The aim of this exercise is to validate or otherwise the two methods using a data set taken from the Rogers and Mayhew property tables used in this module.
Q1(a)
Write a function to calculate the specific volume using the ideal gas equation. The input of the function should be temperature (in units of degrees Celsius).
The output should be in units of m3/kg.
]: ## Question 1(a)
## Autograded Answer
## Question 1 ################
import numpy as np
def get_vg(T):
# YOUR CODE HERE
raise NotImplementedError()
return vg
]: # Don't write code in this line
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