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 Bulk Modulus Case study 1. Developing HYSYS Material Stream 1.1. Component and Fluid List Selection Select the Fluid Components of the stream and Fluid Packages Figure 1: Fluid Component Figure 2 : Fluid package

Bulk Modulus of Fluid Using Aspen Hysys

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finding bulk modulus of fluid using aspen hysys

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  • Bulk Modulus

    Case study 1. Developing HYSYS Material Stream 1.1. Component and Fluid List Selection

    Select the Fluid Components of the stream and Fluid Packages

    Figure 1: Fluid Component

    Figure 2 : Fluid package

  • Bulk Modulus

    Case study 1.2. Stream Composition and Operating Parameters Provide Stream Composition of Material Stream and Operating Parameters (Pressure, Temperature, Flow rate, Vapour fraction, etc) for which the Bulk modules to be calculated.

    Figure 3: Stream composition

    Figure 4: Operating conditions

  • Bulk Modulus

    Case study 1.3. Fluid Properties Note the mass density of the fluid calculated at the operating conditions.

    Figure 5: Fluid Properties

    1.4. Property Table In Attachment tab, click on Analysis option and Create which shall open a new window of Available Stream Analysis. Click on Property Table and select Add.

    Figure 6: Property Table

  • Bulk Modulus

    Case study 1.5. Property Table- Independent variables In Property Table window, Name the table suitable.

    In Independent Variable option

    1) Variable 1, Temperature select Lower Bound the operating temperature of the fluid and Upper Bound as 1 degree higher than Operating Temperature. Select # of Increment as 1.

    2) Variable Option 2, Pressure select Lower Bound the vapour pressure of the fluid at operating temperature of the fluid and Upper Bound as maximum Surge pressure estimated / Piping design pressure. Select # of Increment as 10.

    Figure 7: Property Table- Independent variables

    1.6. Property Table Dep. Properties In the same Design tab, Click on Dep. Prop (below the Connections option) and click Add which will open another window Variable Navigator.

    Scroll through variables and Select Mass Density and Click OK

    Click on Calculate at the bottom of the tab.

  • Bulk Modulus

    Case study

    Figure 8: Property Table Dep. Properties

    Figure 9: Property Table Dep. Properties (Mass Density)

  • Bulk Modulus

    Case study 1.7. Property Table Performance In performance tab, select the Table option, where you can find the Temperature, Pressure and Mass Density data at Operating Temperature and 1 degree higher temperature.

    Figure 10: Property Table Performance (Table)

    In the same tab, click on Plots and View Plots to see graph of the Density v/s Pressure at different temperature.

    Figure 11: Property Table Performance (Plot)

  • Case study 2. Bulk Modulus2.1. Bulk Modulus (K)The bulk modulus can be formally defined by the equation

    Where is pressure, is volume, and Equivalently

    Where is density and dP/d denotes the derivative of pressure with respect tbulk modulus gives a substance's compressibility

    2.2. Calculating dp and d1) As per the Property Table Performance

    Note down the minimum and maximum (High and Low) (ignore the Vapour phase and

    2) dP = PHigh - PLow 3) d = High - Low

    2.3. Calculating Bulk Modulus

    Where,

    K is Bulk Modulus (Pascal)

    is Density at operating conditions (kg/m3)

    dP is Pressure difference (Pascal) d is density difference (kg/m3)

    1 http://en.wikipedia.org/wiki/Bulk_modulus

    Bulk Modulus calculation ) 1

    can be formally defined by the equation

    is volume, and denotes the derivative of pressure with respect to volume.

    denotes the derivative of pressure with respect to density. The inverse of the compressibility.

    Calculating dp and d Performance (Table) mentioned in Figure 10,

    ximum pressures (PHigh and PLow) and corresponding Mass Densit(ignore the Vapour phase and 2 phase L-V values)

    Bulk Modulus

    conditions (kg/m3) (Calculated in Figure 5)

    dulus

    of pressure with respect to volume.

    o density. The inverse of the

    and corresponding Mass Densities