Eagler's Nest

Airframes => Single Seaters => XL => Topic started by: Maxray on January 17, 2019, 11:45:57 PM

Title: 1/4" Triangle position question - Help please...
Post by: Maxray on January 17, 2019, 11:45:57 PM
Hi Guys,
I am having trouble with the 1/4" triangle reinforcements position in the aileron pocket.
I can't tell exactly which edge they glue to. I have watched Leonard's video over and over.
I guess old age is catching up with me..
Can anyone help me with this?
Thanks guys.
Title: Re: 1/4" Triangle position question - Help please...
Post by: Jim B on January 18, 2019, 03:16:25 AM
I put mine on the trailing edge.
Jim
Title: Re: 1/4" Triangle position question - Help please...
Post by: Vince Carucci on January 18, 2019, 05:20:35 AM
I also put them on the trailing edge [A]. This will stiffen the edge where the fabric wraps around. I glued 1/4" square cap strips and then used a sanding block with 50 grit to remove the edge. So now it's not quite square, not quite triangle, but somewhere in between.

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)
Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 18, 2019, 07:36:29 AM
Fantastic!! Thanks guys!
Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 25, 2019, 05:29:22 AM
Further along....

Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 30, 2019, 06:46:33 AM
Dosen't seem to be much interest in my posts... I guess I'll be
a lurker from now on too.
Title: Re: 1/4" Triangle position question - Help please...
Post by: Kamcoman77 on January 30, 2019, 09:58:57 AM
Your wing looks great. Are those green foam ribs in between the plywood? Are you going to put them between every plywood rib?
Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 30, 2019, 01:37:22 PM
Yes sir! I did put them between every rib. So far , so good!
I did the same thing for the aileron and they helped for sure!
Thank you.
Title: Re: 1/4" Triangle position question - Help please...
Post by: scottiniowa on January 30, 2019, 04:01:53 PM
Dosen't seem to be much interest in my posts... I guess I'll be
a lurker from now on too.
Your progress looks great!
Title: Re: 1/4" Triangle position question - Help please...
Post by: Kamcoman77 on January 30, 2019, 09:27:32 PM
How thick did you make the foam ribs in the wings? Looks like the ones in the ailerons are about an inch wide.
Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 31, 2019, 04:20:12 AM
I made the aileron foam pieces from 2" foam and the wing ribs from
1" foam. I am done with the wire cutting templates if you would like them.
Or I can laser you out some new ones!
Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 31, 2019, 04:22:57 AM
Thanks for all of your help Scott!!!  :))
Title: Re: 1/4" Triangle position question - Help please...
Post by: Kamcoman77 on January 31, 2019, 10:44:23 AM
Thanks for the info, Maxray. I've got aluminum templates for rib noses & aileron noses. I will hot wire the foam ribs from 1-inch pink or blue foam once I figure out if one is lighter than the other.
Title: Re: 1/4" Triangle position question - Help please...
Post by: Tom XL-7 on January 31, 2019, 01:01:05 PM
Been in construction most of my life, the pink and blue are the same type of product. Same process, r value etc. They come in a variety of trade names but are all similar. Blue is a Dow product pink is an Owens Corning. The one that is readily available or cheaper would be the choice. Need to save weight go to 3/4 inch. You shouldn't be needing sideways strength just something to attach too. I assume your concern is dimples and stuff from humidity.
Title: Re: 1/4" Triangle position question - Help please...
Post by: Leonard on January 31, 2019, 02:53:17 PM
Hi   I could give you an answer if I cold figure what you are talking about the drawing is so faint I cant see the question.  Call me and maybe we can get you an answer.   Leonard  :grin:
Title: Re: 1/4" Triangle position question - Help please...
Post by: Maxray on January 31, 2019, 11:41:21 PM
Thank you Leonard! We did get it figured out.
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