How mass flow and pressure ratio is related in case of a Gas Turbine

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SUMMARY

The discussion centers on the relationship between mass flow and pressure ratio in gas turbines, specifically in the context of using an evaporative cooler to cool inlet air. When the inlet air temperature decreases, the density increases, resulting in a higher mass flow rate. Despite the performance characteristic curve indicating that pressure ratio is inversely proportional to mass flow, participants confirm that the compressor discharge pressure (PCD or P3) rises due to increased density. This contradiction highlights the complexities of gas turbine performance dynamics.

PREREQUISITES
  • Understanding of gas turbine operation and components
  • Familiarity with compressor performance characteristic curves
  • Knowledge of thermodynamics, particularly the conservation of mass
  • Experience with evaporative cooling systems in industrial applications
NEXT STEPS
  • Research the effects of evaporative cooling on gas turbine efficiency
  • Study the mathematical modeling of compressor performance curves
  • Explore the principles of density and mass flow in gas dynamics
  • Investigate case studies on aeroderivative gas turbines in land-based applications
USEFUL FOR

Engineers, gas turbine operators, and thermal system designers looking to optimize gas turbine performance and understand the impact of cooling methods on compressor dynamics.

Ady707
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Hi,

As per my observation and experience, when we use evaporative cooler to cool the inlet air to the gas turbine, the compressor discharge pressure (i.e PCD or P3) rises. As, the temp. of the inlet air drops and the mass flow increases due to the increase in density, I believe the discharge pressure of the compressor also rises.

However, as per the performance characteristic curve of the compressor, the pressure ratio is inversely proportional to the mass flow.

Can please someone help me understand this
 
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Yes,your relation is absolutely right.
The conservation of mass (continuity) tells us that the mass flow rate mdot through a tube is a constant and equal to the product of the density r, velocity V, and flow area A:

Eq #1:

mdot = r * V * A
 
John Dalton said:
Yes,your relation is absolutely right.
The conservation of mass (continuity) tells us that the mass flow rate mdot through a tube is a constant and equal to the product of the density r, velocity V, and flow area A:

Eq #1:

mdot = r * V * A
I am interested in knowing that when the mass flow across the compressor rises what happen to the pressure ratio ?
 
Ady707 said:
Hi,

As per my observation and experience, when we use evaporative cooler to cool the inlet air to the gas turbine, the compressor discharge pressure (i.e PCD or P3) rises. As, the temp. of the inlet air drops and the mass flow increases due to the increase in density, I believe the discharge pressure of the compressor also rises.

However, as per the performance characteristic curve of the compressor, the pressure ratio is inversely proportional to the mass flow.

Can please someone help me understand this
Could you provide a bit more context ? You seem to know what you are describing, but we see only loose fragments.
 
If you provide more information and facts about your query,I am sure I will be able to help you out.
(By giving mathematical evidences).
 
BvU said:
Could you provide a bit more context ? You seem to know what you are describing, but we see only loose fragments.
It is a land based application of an aeroderivative gas turbine (twin shaft). Gas turbine is driving a centrifugal compressor to compress a natural gas to a certain pressure. We have installed an evaporative cooler to cool the inlet air to the gas turbine. Now, as the inlet air is cooled down, the air got dry, and the density of the air increases and so is the mass flow. As this happens, I observe that the pressure ratio across the integral compressor (gas generator) of the gas turbine increases. I want to understand why this is so that pressure ratio increases with the increase in mass flow ?

I hope I am pretty clear this time. :)

Thanks.
 

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