Ebay/ Pro Comp Head Studs Vs. ARP Vs. GM Strength Test!
Good information here so thank you. As noted the cost (got mine for $70 shipped) of the pro comp is relevant for a jy budget build, at least for me. Additionally it is almost unanimous in the pro comp thread in FI that you should torque 70-75 lbs max.
For the cost and relatively low boost (<22 psi) the pro comp studs made more sense to me on a $500 block build. ARP is far superior for sure but I have heard of some snapping as well whether it be installer error or other.
For the cost and relatively low boost (<22 psi) the pro comp studs made more sense to me on a $500 block build. ARP is far superior for sure but I have heard of some snapping as well whether it be installer error or other.
Very interesting data. The ARP's "only" provide a 17% increase over stock bolts. Lots of other good reasons for ARP studs, though. This time around I used stock replacement bolts, since the engine is pretty mild.
Pro-Comp stuff is cheap off shore copies of real American products. There's no place for any of that cr ap in my garage. You get what you pay for (if you're lucky).
Pro-Comp stuff is cheap off shore copies of real American products. There's no place for any of that cr ap in my garage. You get what you pay for (if you're lucky).
yeah, but look at what some people are getting away with on the pro comps. Sure it may not look like a substantial strength increase with the ARP when were talking in 6 digit numbers, but im sure those are hard fought numbers to achieve, and not only achieve once, but constantly deliver time and time again through strict quality control that the ebay studs may not have. ask any fabricator about bad batches of steel, or any parts distributor about parts being bad or out of spec out of the box. All about insurance for some people.
Last edited by I8UR4RD; Jan 9, 2015 at 11:21 PM.
With all the buzz around the ebay/ pro comp head studs available I wanted to do a side by side test! For this testing we had to contact a Metallurgical Services company to do a stress test on all three configurations!
The Competitors:
I was really surprised by these results! What do you guys think?
The Competitors:
- ARP 12 point Head Studs
- Ebay/ Pro Comp 12 point Head Studs
- GM Stock Head Bolt
I was really surprised by these results! What do you guys think?
I am not asking the OP to spend anymore money BUT you have to wonder about the ProComp consistency, none of us knows if that was an average example or if it was weaker or stronger. The ARP and GM I trust to be consistent, ARP because what they do is high end fasteners and GM because millions of them are in service and reliable.

It's a pretty safe bet that based off the data, the ARP material (probably the 8740) will have a much higher yield strength, and therefore potentially a higher clamp load than the eBay studs.
It's also a pretty safe bet that since the GM bolt is torqued to its yield point while the eBay stud is not, the GM bolt actually provides a higher clamp load than the eBay stud as well.
in all of this where would the arp head bolts sit as they are affordable and reusable. I plan i buying the bolts because they are relatively inexpensive and reusable and there for could be use in another project if catastrophic failure occurs
Same. This is really a test of the properties of the material, not necessarily the design (ie bolt vs stud).
this is true, however if the material yields then the clamp load will be diminished although some of that will be reflected in the torqueing of the bolt but not all. In this case I would expect the arp to have a higher yield strength and thus be able to generate more clamping force before the material yields and ceases "clamping"
No, the torque really has nothing to do with it. Clamp load can be approximated using Hook's Law. The stiffness of the material times the distance stretched will result in your clamp load.
Torque has to overcome the force required to stretch the fastener and the friction from turning the bolt/nut, so it's not really a good indication of clamp load.
Torque has to overcome the force required to stretch the fastener and the friction from turning the bolt/nut, so it's not really a good indication of clamp load.
No, the torque really has nothing to do with it. Clamp load can be approximated using Hook's Law. The stiffness of the material times the distance stretched will result in your clamp load.
Torque has to overcome the force required to stretch the fastener and the friction from turning the bolt/nut, so it's not really a good indication of clamp load.
Torque has to overcome the force required to stretch the fastener and the friction from turning the bolt/nut, so it's not really a good indication of clamp load.
From: link
The mathematical relationship between torque applied and the resulting tension force in the bolt has been determined to be as follows:
Equation T = c D F
T = Torque required (inch pounds)
F = Bolt tension desired (Axial Load) (pounds).
D = Nominal bolt diameter. (major dia.)
c = Coefficient of friction constant
Steel and/or zinc plateds threads = .2
Cadmium threads = .16
Lubricated threads = .16 to .17
The mathematical relationship between torque applied and the resulting tension force in the bolt has been determined to be as follows:
Equation T = c D F
T = Torque required (inch pounds)
F = Bolt tension desired (Axial Load) (pounds).
D = Nominal bolt diameter. (major dia.)
c = Coefficient of friction constant
Steel and/or zinc plateds threads = .2
Cadmium threads = .16
Lubricated threads = .16 to .17
From: link
The mathematical relationship between torque applied and the resulting tension force in the bolt has been determined to be as follows:
Equation T = c D F
T = Torque required (inch pounds)
F = Bolt tension desired (Axial Load) (pounds).
D = Nominal bolt diameter. (major dia.)
c = Coefficient of friction constant
Steel and/or zinc plateds threads = .2
Cadmium threads = .16
Lubricated threads = .16 to .17
The mathematical relationship between torque applied and the resulting tension force in the bolt has been determined to be as follows:
Equation T = c D F
T = Torque required (inch pounds)
F = Bolt tension desired (Axial Load) (pounds).
D = Nominal bolt diameter. (major dia.)
c = Coefficient of friction constant
Steel and/or zinc plateds threads = .2
Cadmium threads = .16
Lubricated threads = .16 to .17
Now back to my original point, a material with a higher tensile strength will typically have a higher yield as well. If you can't exceed 80% yield, then you can only increase your clamp load with a higher yield material (ARP 2000, 625, L19, etc) or greater cross section.
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I would be happy to request additional data if you guys tell me what you want to see. Based on the data I've seen we won't be offering this product. Sometimes Ya try stuff in hopes its a bargain. Sometimes bargains don't pan out!
__________________
Jason
Co-Owner, Texas Speed & Performance, Ltd.
2005 Twin Turbo C6
404cid Stroker, 67mm Twins
994rwhp/902lb ft @ 22 psi (mustang dyno) www.Texas-Speed.com
Jason
Co-Owner, Texas Speed & Performance, Ltd.
2005 Twin Turbo C6
404cid Stroker, 67mm Twins
994rwhp/902lb ft @ 22 psi (mustang dyno) www.Texas-Speed.com
and provide plastic yield points for each fastener







