Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE) PDF Download

Residual Property Calculation from EOS

From Virial EOS:

Using 5.35 and 2.12 one obtains:

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                ...(5.39)

Next, on substituting eqns. 2.13 – 2.15 in 5.37 the following relations result:

 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.40)

Similarly using 5.36 and 2.12 we get:

 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.40)

Finally employing eqns. 2.13 – 2.15 in 5.38:

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.41)

From Cubic EOS:

One may use the following form of the cubic EOS :

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(2.21)

Or equivalently: Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)     .....(2.23)

 

While the eqns. 5.35 and 5.36 are useful for volume explicit EOS, they are unsuitable for cubic EOS which are pressure explicit. For the latter type of EOS one may show that the appropriate equations for residual enthalpy and entropy are 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.42)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.43)

The above relations may be applied to the various cubic EOSs to obtain the necessary residual property relations. The final results are shown below
From RK-EOS:

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.44)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.47)

where, Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)

For SRK-EOS: 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.48)

 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.49)

 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.51)

 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)

For PR-EOS:

 Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.52)

 

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                ...(5.53)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)                 ...(5.54)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)

Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE)

As part of computing the residual enthalpy or entropy (and internal energy) at any set of temperature and pressure, the molar volume or correspondingly Zvap needs to be first computed employing the usual algorithm for solving cubic EOS described in section 2.3.3. 

The document Residual Property Calculation from EOS | Additional Documents & Tests for Civil Engineering (CE) is a part of the Civil Engineering (CE) Course Additional Documents & Tests for Civil Engineering (CE).
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FAQs on Residual Property Calculation from EOS - Additional Documents & Tests for Civil Engineering (CE)

1. What is residual property in civil engineering?
Residual property in civil engineering refers to the remaining value or condition of a property or structure after it has undergone deterioration or damage. It is an important factor to consider when assessing the feasibility of renovation or demolition projects.
2. How is residual property calculated in civil engineering?
Residual property is calculated in civil engineering by considering various factors such as the initial value of the property, depreciation over time, maintenance costs, and the cost of any required repairs or renovations. These calculations help determine the remaining value or worth of the property.
3. What are the key factors that affect the residual property value in civil engineering?
Several factors can influence the residual property value in civil engineering. These include the age and condition of the property, the quality of construction materials used, the level of maintenance and repair performed over time, the surrounding environment, and the market demand for similar properties in the area.
4. How does residual property calculation impact decision-making in civil engineering projects?
Residual property calculation plays a crucial role in decision-making for civil engineering projects. It helps project managers and stakeholders evaluate whether it is more cost-effective to renovate or demolish a structure. By considering the residual property value, they can determine the potential return on investment and make informed decisions about the most suitable course of action.
5. Are there any limitations or challenges in calculating the residual property value in civil engineering?
Yes, there are certain limitations and challenges in calculating the residual property value in civil engineering. These may include difficulties in accurately estimating future maintenance and repair costs, uncertainties in market conditions and property demand, and subjective factors such as aesthetic appeal. However, by utilizing professional expertise and conducting thorough assessments, engineers can minimize these challenges and provide more accurate calculations.
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