Original Posted By: Rick Holland
0.07 FORGED_OUTLOOK_TAGS Outlook can't send HTML in this format 0.00 DRUGS_MUSCLE Refers to a muscle relaxantI just ordered some 1.5" ID X .20"WallThickness 6061 aluminum tubing.I'm going to cut it up into .5" wide rings to bolt on the axle on each side ofthe wheels.....sort of like the original straight axle plans except that minewill not have a flange.....I ordered a 12" piece and even after my usual 2-3 mistakes will have some leftover for at least a few Piets....If anyone is interested in some of what I have leftover, let me know.Jim in Plano.....(I've attached a VERY small picture of the part (with two bolts holding it on)that I'm referring to in case my description isn't clear....it's low resolutionso those of you with dialup should not have a problem.....)________________________________________________________________________________Date: Sat, 27 Nov 2004 10:25:22 -0700
Pietenpol-List: Extra straight axle retaining ring material....
Pietenpol-List: Extra straight axle retaining ring material....
Original Posted By: ADonJr(at)aol.com
--NextPart_Webmail_9m3u9jl4l_6289_1101599897_2 name="end piece.JPG" filename="end piece.JPG"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
--NextPart_Webmail_9m3u9jl4l_6289_1101599897_2 name="end piece.JPG" filename="end piece.JPG"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
Re: Pietenpol-List: Tail feather attachment question
Original Posted By: "Rick Holland"
Rick,It was a few years back, but if I remember right,,,,,I did all of my 4130bending in a vise that had a radius on the top edges. If you angle slightlythe bracket to be bent, you get one that lays straight and flat under thehorz.stab. and also follows the angled tail post vertically. Experiment onscrap first.All of my brackets on the whole plane were fit dry, then using a very sharp"prick" punch, gave each of them a number on the back, and noted on theprint. All this made for a nice fit of all brackets after the painting andup to a few years had passed.walt evansNX140DL----- Original Message -----
Rick,It was a few years back, but if I remember right,,,,,I did all of my 4130bending in a vise that had a radius on the top edges. If you angle slightlythe bracket to be bent, you get one that lays straight and flat under thehorz.stab. and also follows the angled tail post vertically. Experiment onscrap first.All of my brackets on the whole plane were fit dry, then using a very sharp"prick" punch, gave each of them a number on the back, and noted on theprint. All this made for a nice fit of all brackets after the painting andup to a few years had passed.walt evansNX140DL----- Original Message -----
Pietenpol-List: Tail feather attachment question
Original Posted By: Matt Dralle
Re: Pietenpol-List: Tail feather attachment question
Original Posted By: "Carl Vought"
Subject: Re: Pietenpol-List: Tail feather attachment questionWhen Bernard built the airplanes, the fittings for the stab, fin, wires, etc, were attached with soft iron rivets and the fittings were attached to the wood below the fabric. The surface was then covered over the fittings, and theydidn't show. The hard wire (music wire) tail brace wires were also made and attached to the fin fittings before riveting to the fin, and then the fin was covered. That way he didn't have to use clevis' to attach the brace wires...just one of the many ways he managed to leave things off that he didn'tneed and keep the airplane light and cheaper to build.Forrest Lovley________________________________________________________________________________
Subject: Re: Pietenpol-List: Tail feather attachment questionWhen Bernard built the airplanes, the fittings for the stab, fin, wires, etc, were attached with soft iron rivets and the fittings were attached to the wood below the fabric. The surface was then covered over the fittings, and theydidn't show. The hard wire (music wire) tail brace wires were also made and attached to the fin fittings before riveting to the fin, and then the fin was covered. That way he didn't have to use clevis' to attach the brace wires...just one of the many ways he managed to leave things off that he didn'tneed and keep the airplane light and cheaper to build.Forrest Lovley________________________________________________________________________________
Re: Pietenpol-List: Extra straight axle retaining ring material....
Original Posted By: "Jim Markle"
Jim, If you have two left over, I would love to try them.Alex Sloanalexms1(at)comcast.net -------------- Original message -------------- I just ordered some 1.5" ID X .20"WallThickness 6061 aluminum tubing.I'm going to cut it up into .5" wide rings to bolt on the axle on each side ofthe wheels.....sort of like the original straight axle plans except that minewill not have a flange.....I ordered a 12" piece and even after my usual 2-3 mistakes will have some leftover for at least a few Piets....If anyone is interested in some of what I have leftover, let me know.Jim in Plano.....(I've attached a VERY small picture of the part (with two bolts holding it on)that I'm referring to in case my description isn't clear....it's low resolutionso those of you with dialup should not have a problem.....)Jim, If you have two left over, I would love to try them.Alex Sloanalexms1(at)comcast.net -------------- Original message -------------- I just ordered some 1.5" ID X .20"WallThickness 6061aluminum tubing.I'm going to cut it up into .5" wide rings to bolton the axle on each side of the wheels.....sort of like the original straightaxle plans except that mine will not havea flange.....I ordered a 12" piece and even after my usual 2-3mistakes will have some left over for at least a few Piets....If anyone is interested in some of what I have leftover,let me know.Jim in Plano.....(I've attached a VERY small picture of the part (withtwobolts holding it on)that I'm referring to in case my descriptionisn't clear....it's low resolution so those of you with dialup should nothave a problem.....)
Jim, If you have two left over, I would love to try them.Alex Sloanalexms1(at)comcast.net -------------- Original message -------------- I just ordered some 1.5" ID X .20"WallThickness 6061 aluminum tubing.I'm going to cut it up into .5" wide rings to bolt on the axle on each side ofthe wheels.....sort of like the original straight axle plans except that minewill not have a flange.....I ordered a 12" piece and even after my usual 2-3 mistakes will have some leftover for at least a few Piets....If anyone is interested in some of what I have leftover, let me know.Jim in Plano.....(I've attached a VERY small picture of the part (with two bolts holding it on)that I'm referring to in case my description isn't clear....it's low resolutionso those of you with dialup should not have a problem.....)Jim, If you have two left over, I would love to try them.Alex Sloanalexms1(at)comcast.net -------------- Original message -------------- I just ordered some 1.5" ID X .20"WallThickness 6061aluminum tubing.I'm going to cut it up into .5" wide rings to bolton the axle on each side of the wheels.....sort of like the original straightaxle plans except that mine will not havea flange.....I ordered a 12" piece and even after my usual 2-3mistakes will have some left over for at least a few Piets....If anyone is interested in some of what I have leftover,let me know.Jim in Plano.....(I've attached a VERY small picture of the part (withtwobolts holding it on)that I'm referring to in case my descriptionisn't clear....it's low resolution so those of you with dialup should nothave a problem.....)