CornishPasty
Mechanical
- Jul 2, 2007
- 34
Hi all,
I have been asssigned to work on investigating the acoustic characteristics of large rotors with numerous screw holes tapped into it. The holes are M42 of total length 80mm. At the minute I am in the process of assesing the realtive contribution these holes have to the overall noise signature of the rotor.
I started using the Helmholtz principle where the resonant frequency is equal to 55*sqrt(Open Area/(effective length * chamber volume)) to pinpoint the frequency the holes would excite. I have read a lot of literature on the effective length of resonator boxes, and keep coming across the effective length being equal to neck length + 0.3*open diameter. However, this seems to rely on the chamber being large in cross section when compared to the neck. In the case of a screw hole, there is no real change in X sectional area hence my question is does this theory still hold?
Also how would you account for a screw thread in the calculation?
Any thoughts would be appreciated
Kinds Regards
Graeme
I have been asssigned to work on investigating the acoustic characteristics of large rotors with numerous screw holes tapped into it. The holes are M42 of total length 80mm. At the minute I am in the process of assesing the realtive contribution these holes have to the overall noise signature of the rotor.
I started using the Helmholtz principle where the resonant frequency is equal to 55*sqrt(Open Area/(effective length * chamber volume)) to pinpoint the frequency the holes would excite. I have read a lot of literature on the effective length of resonator boxes, and keep coming across the effective length being equal to neck length + 0.3*open diameter. However, this seems to rely on the chamber being large in cross section when compared to the neck. In the case of a screw hole, there is no real change in X sectional area hence my question is does this theory still hold?
Also how would you account for a screw thread in the calculation?
Any thoughts would be appreciated
Kinds Regards
Graeme