Eagler's Nest
Airframes => Single Seaters => LE => Topic started by: EthanP on January 26, 2020, 01:07:26 PM
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The outboard bay between rib locations 9 and 10 is longer and has enough room for four lighting holes in the web. From my research is sounds like the XL uses tapered spar caps in this area to reduce weight. Seems like a good low load area of the spar to save a bit of weight. Thoughts, opinions, or preferably some math? :)
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I drilled increasingly larger holes as I moved away from the center of the wing. The LE drawing show 3" holes in all bays. I did 3" next to the strut bracket and increased hole size as I moved inboard and outboard. What I don't remember at the moment, are the exact sizes. It could be: 3.0", 3.5", 4.0", 4.5". Or it could be 3.0", 3.5", 3.5", 4.0"
The shear forces in the wing drop to almost zero at the ends of the wings, with the greatest shear being felt at the strut bracket. Since the web bears the shear load, it seemed like a reasonable idea.
(http://data:image/png;base64,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)
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Thanks, I like the idea of 3 larger holes vs 4 smaller, it leaves a bit more web between holes while removing more material overall.