Lescombes
New member
- May 6, 2002
- 25
Hello learned aeronautical community,
I have been asked recently to allow the creation of a wiring loom penetration in the shear web of a fuselage keel beam in a FAR23 aircraft for which we are the OEM. The proposed penetration is circular, 2" in diameter and located on the beam's neutral axis. The keel beam is around 7" high and the distance between frames is 5.25" in this area.
Problem is that two existing penetrations, of 3/8" and 7/8" diameter, both unflanged and unreinforced, are also in the same shear web. They are not located in any sensible position; i.e. they are off axis randomly placed in the upper right hand side quandrant (if I may call it that) of the web.
I've searched high and low for a paper, method or otherwise evaluating the effect upon a shear web's initial buckling stress of 'random' hole position combinations, which has (unsurprisingly) been unsuccessful.
May I inquire as to whether anyone is aware of (a) some sort of paper or (b) whether I can try and use a linear superposition of other known solutions or (c) I'm headed down some sort of testing/numerical analysis path?
Any input would be greatly appreciated.
Thank you,
Greg
I have been asked recently to allow the creation of a wiring loom penetration in the shear web of a fuselage keel beam in a FAR23 aircraft for which we are the OEM. The proposed penetration is circular, 2" in diameter and located on the beam's neutral axis. The keel beam is around 7" high and the distance between frames is 5.25" in this area.
Problem is that two existing penetrations, of 3/8" and 7/8" diameter, both unflanged and unreinforced, are also in the same shear web. They are not located in any sensible position; i.e. they are off axis randomly placed in the upper right hand side quandrant (if I may call it that) of the web.
I've searched high and low for a paper, method or otherwise evaluating the effect upon a shear web's initial buckling stress of 'random' hole position combinations, which has (unsurprisingly) been unsuccessful.
May I inquire as to whether anyone is aware of (a) some sort of paper or (b) whether I can try and use a linear superposition of other known solutions or (c) I'm headed down some sort of testing/numerical analysis path?
Any input would be greatly appreciated.
Thank you,
Greg