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Question

Intercooling in multistage compression reduces ________.

The correct answer is

the work input to the compressor

Understanding Intercooling in Multistage Compression

Multistage compression is often used when a large pressure ratio is required to compress a gas. Compressing the gas in multiple stages rather than a single stage can lead to improved efficiency, especially when combined with intercooling.

What is Intercooling?

Intercooling is the process of cooling the gas between successive stages of compression. As gas is compressed in a stage, its temperature increases. Cooling this hot gas before it enters the next compression stage significantly affects the overall process.

Effect of Intercooling on Work Input

Let's consider the effect of intercooling on the work required for compression. The work done during compression can be visualized on a Pressure-Volume (P-V) diagram as the area under the process curve (for a reversible steady-flow process, it's the area behind the curve). For an ideal compressor, the work input is generally proportional to the specific volume of the gas being compressed.

When gas is compressed in a stage, its temperature and pressure increase. If this hot gas is sent directly to the next stage, it enters at a higher specific volume than if it were cooled. By cooling the gas using an intercooler, its temperature is reduced, which in turn reduces its specific volume (according to the ideal gas law, PV = mRT, at constant pressure or during flow).

A smaller specific volume in the subsequent stage means that less work is required to compress the gas to the next pressure level. When this cooling happens between all stages, the cumulative effect is a significant reduction in the total work input required to achieve the final high pressure.

On a P-V diagram, the polytropic compression process curve leans towards the Y-axis (Pressure axis) as the process approaches isothermal (constant temperature, PV = constant). Intercooling makes the overall process more closely resemble isothermal compression, which requires the minimum theoretical work input among polytropic processes for a given pressure ratio.

Analyzing the Options

  • the work input to the compressor: As explained above, intercooling reduces the temperature and specific volume of the gas between stages, leading to a lower area under the P-V curve for the subsequent stages and thus reducing the overall work input required by the compressor. This option aligns with the thermodynamic benefit of intercooling.
  • the volume of free air delivered: The volume of free air delivered (FAD) is typically defined as the volume of air compressed measured at standard atmospheric conditions. While compressor efficiency affects FAD, intercooling primarily impacts the work input to achieve a certain delivery pressure and flow rate, not the FAD itself directly.
  • the pressure of air at delivery: Intercooling does not reduce the final delivery pressure. Multistage compression with intercooling is used to *achieve* a desired high delivery pressure more efficiently and with less work than a single stage or multistage compression without intercooling. The delivery pressure is determined by the system requirements, not reduced by intercooling.
  • the index of compression: The index of compression (n) depends on the nature of the compression process within a single stage (e.g., isentropic, polytropic). Intercooling affects the overall multistage process by cooling the gas between stages, but it doesn't fundamentally change the polytropic index 'n' of the compression process within each individual stage (unless the cooling is so effective within the stage that it approaches isothermal, n=1). The primary benefit of intercooling is the volume reduction between stages.

Therefore, intercooling in multistage compression primarily and most significantly reduces the work input to the compressor.

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Important Questions from Steady Flow Energy Equation

  1. The clearance ratio for a single stage compressor lies between

  2. ______ is used for pumping water into a boiler.

  3. Match items in List – I (Process) with those in List – II (characteristic) and select the correct answer using the codes given below in the list:

    a.

    Throttling process

    (i)

    No work done

    b.

    Isentropic process

    (ii)

    No change in entropy

    c.

    Free expansion

    (iii)

    Constant Internal energy

    d.

    Isothermal process

    (iv)

    Constant enthalpy

  4. Select the most appropriate definition of a turbine from the following statements.

  5. In a compressor, work is done by:

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