Calculating mean radius of a gas turbine rotor (blade and hub)

In summary, the conversation discusses difficulties in obtaining an accurate value due to unit conversions. The relevant equations for solving the problem are also mentioned, with a reminder to convert RPM to seconds and use pi to convert to radians. It is suggested to show the full calculations in order to receive further assistance.
  • #1
jcm0889
1
0

Homework Statement


I'm having difficulty obtaining an accurate value possibly due to unit conversions.


Homework Equations


r_m=mdot/(2*pi*U*N)
r_m=mean radius, ft
mdot=mass flow rate, lbm/s
U= blade velocity, ft/s
N= RPM

The Attempt at a Solution


I know that I have to convert Rpm into seconds and pi converts it 2 rads
 
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  • #2
hi jcm0889! welcome to pf! :smile:

(have a pi: π and try using the X2 tag just above the Reply box :wink:)
jcm0889 said:
I know that I have to convert Rpm into seconds and pi converts it 2 rads

did you mean that?

converts R to radians :wink:

if that doesn't sort it out, show us your full calculations, and then we'll see what went wrong, and we'll know how to help! :smile:
 

1. What is the mean radius of a gas turbine rotor?

The mean radius of a gas turbine rotor is the average distance from the center of the rotor to the outermost edge of the blades and hub.

2. How is the mean radius of a gas turbine rotor calculated?

To calculate the mean radius of a gas turbine rotor, you need to measure the radius of each blade and hub and then take the average of these measurements.

3. Why is the mean radius of a gas turbine rotor important?

The mean radius of a gas turbine rotor is important because it affects the overall performance and efficiency of the turbine. It also helps determine the size and shape of the blades and hub.

4. What factors can affect the mean radius of a gas turbine rotor?

The mean radius of a gas turbine rotor can be affected by factors such as the design of the rotor, the materials used, and the operating conditions of the turbine.

5. How can the mean radius of a gas turbine rotor be optimized?

The mean radius of a gas turbine rotor can be optimized through careful design and selection of materials, as well as by adjusting operating conditions to maximize efficiency and performance.

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