Fundamentals of Chemical Engineering Thermodynamics (1st Edition) Edit editionThis problem has been solved:
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a)
Specific volume is defined as the quantity of volume occupied by unit mass of substance and is denoted by 
. Mathematically, specific volume is equal to inverse of density of that substance and density is denoted by 
.
Density of ammonia, 
is equal to 
.
Substitute 
for 
in equation (1) to calculate the specific volume of ammonia, 
.
The relation between 
and 
is as follows:
The relation between 
and 
is as follows:
Multiply the specific volume with suitable conversion factor to calculate 
in terms of 
.
Multiply the specific volume with suitable conversion factors to calculate 
in terms of 
.
Therefore, specific volume is 
, 
and 
.
b)
Write the relation between the specific volume and molar volume as follows:
Specific volume of ammonia, 
is equal to 
.
Calculate the molar mass of ammonia as follows:
Multiply specific volume with molar mass of ammonia to calculate the molar volume of ammonia.
The relation between the 
and 
is,
The relation between the 
and 
is,
The relation between the 
and 
is,
Multiply molar volume 
with suitable conversion factor to calculate the molar volume in terms of 
.
Multiply molar volume 
with suitable conversion factors to calculate the molar volume in terms of 
.
Therefore, the molar volume in different units are 
, 
and
.
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