Adiabatic Efficiency of Turbines
This page delves into the concept of adiabatic efficiency for turbines, also known as expanders. It presents the adiabatic efficiency of turbines in power cycles formula and explains its significance in evaluating turbine performance.
Definition: Adiabatic efficiency of a turbine is the ratio of actual shaft work to the ideal isentropic turbine work.
The formula for adiabatic turbine efficiency is given as:
η = W_act / W_isen = H1−H2a / H1−H2s
Where:
- W_act is the actual shaft work
- W_isen is the isentropic turbine work
- H₁ is the inlet enthalpy
- H₂a is the actual outlet enthalpy
- H₂s is the isentropic outlet enthalpy
Example: In an ideal isentropic process, the entropy remains constant S1=S2. However, in real turbines, the actual process deviates from this ideal.
The page includes a pressure-enthalpy diagram illustrating the difference between the actual and isentropic processes in a turbine. This visual aid helps in understanding the concept of adiabatic efficiency and its relation to enthalpy changes.
Highlight: The adiabatic efficiency formula provides a way to quantify how closely a real turbine approaches ideal performance, which is crucial for optimizing power cycle designs.