The degree of reaction of an axial compressor stage is defined as the ratio of
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The degree of reaction is
\[
\boxed{
R
=
\frac{\Delta h_{\text{rotor}}}
{\Delta h_{\text{stage}}}
}
\]
and indicates how the pressure rise is shared between the rotor and stator.
Static pressure rise in rotor to total static pressure rise of the stage
Stator work to rotor work
Total pressure rise to kinetic energy rise
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The Correct Option isB
Solution and Explanation
Step 1: Recall the definition of degree of reaction.
The degree of reaction of an axial compressor stage is defined as
\[
\boxed{
R
=
\frac{\text{Static enthalpy rise in the rotor}}
{\text{Total static enthalpy rise of the stage}}.
}
\]
Since static enthalpy rise is directly proportional to static pressure rise,
\[
\boxed{
R
=
\frac{\text{Static pressure rise in the rotor}}
{\text{Total static pressure rise of the stage}}.
}
\]
Step 2: Identify the correct option.
Therefore,
\[
\boxed{\text{Static pressure rise in rotor to total static pressure rise of the stage}}
\]
is the correct answer.
Thus,
\[
\boxed{(B)}
\]
is the correct answer.