Eagler's Nest

Airframes => Single Seaters => LE => Topic started by: Vince Carucci on December 24, 2019, 08:16:52 AM

Title: Axle Size
Post by: Vince Carucci on December 24, 2019, 08:16:52 AM

The following weights are for each 8 inch axle on the LE.

(http://data:image/png;base64,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)

I am about to start welding up some of the sub assemblies. I see the XL uses a 3/4 axle. I searched the forum "axle" and found quite a bit on the subject. But I can find much on the smaller LE. The drawing shows 5/8 and I assume .035 wall thickness. But there isn't much in the forum on this. I was going to get a thicker walled tube for the axle but as the table shows, thicker walls start to add weight quickly. I believe Sam B. used 5/8-.035 without problems. But others have bent theirs.

I wonder if anyone wants to chime in on this old subject... axle size for the LE.
I'm using Tuff wheels with sealed bearings.

Cheers

Title: Re: Axle Size
Post by: Steve on December 24, 2019, 08:59:44 AM

This is what I did, the .049 axle was slowly bending - http://www.angoraaffaire.com/leu/id48.htm (http://www.angoraaffaire.com/leu/id48.htm)

Title: Re: Axle Size
Post by: Vince Carucci on December 24, 2019, 10:15:50 AM

Thanks Steve. Your reply was very helpful. Just was I was looking for.

Vince

Title: Re: Axle Size
Post by: leshoman on December 26, 2019, 08:27:11 AM

I am using a 5/8"x.120 for axle. the black max brakes come with a solid 5/8" shaft for axle.