Backwards extension torque wrench formula + cheat sheet review

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SUMMARY

The discussion focuses on the torque wrench formulas, specifically addressing the impact of a crowsfoot adapter/extension when rotated backwards, which leads to a reduction in torque. Participants confirm that the existing formulas accommodate this scenario, particularly for θ values greater than 90 degrees. A user named Leaning seeks feedback on their cheat sheet, which includes various torque equations, and acknowledges a potential error regarding the relevance of HEL in certain calculations. The conversation emphasizes the importance of accuracy in torque calculations and the need for peer review.

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  • Familiarity with trigonometric functions, particularly cosine
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Mechanical engineers, automotive technicians, and anyone involved in precision torque applications will benefit from this discussion, particularly those looking to enhance their understanding of torque wrench formulas and their practical applications.

leaning
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torque wrench4.jpg
Hello! I took a quality certification test yesterday and there was a question on there about torque wrench formulas. I didn't have anything about that in my notes, so I took some time this morning to create a cheat sheet based on what I could find on the web.

1) In some of the forums, they talked about how a crowsfoot adapter/extension when rotated backwards creates a reduction. I can't find a formula for that. Can someone look at my sheet, and let me know what I need to add to show that?

2) I still have some white space on the sheet, so if anyone sees anything I can add, if I'm missing anything, or something's wrong, I'd appreciate the feedback before I add this to my notes.

Thanks for your help!
Regards,
Leaning
 
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leaning said:
In some of the forums, they talked about how a crowsfoot adapter/extension when rotated backwards creates a reduction. I can't find a formula for that. Can someone look at my sheet, and let me know what I need to add to show that?
Not an area I knew anything about, but from a little reading it looks to me as though this is already covered by what you have; it corresponds to θ values > 90 degrees. If used completely backwards, 180 degrees.
 
haruspex,

Yep, I think you're right. COS(0) = 1 (which is straight ahead and everything is in a straight line). When it rotates clockwise or counterclockwise from -90 to 90, the COS is positive so that "COS(theta) + AL" would be more positive (additive). But when the crowsfoot starts heading backwords (>90 and <-90), then the COS is negative, and "COS (theta) + AL" is less positive (reduction). So, yeah, the formula already works for that. Sweet.

I'm still hoping for someone to rip it apart, though. It bugs me to think I've got something down, then somebody pops up and sees stuff I am missing.

Thanks for the assist!

Regards, Leaning
 
Here's the latest version, if anyone is interested. (The deadline for editing my first post passed.) Regards, Leaning
torque wrench5.jpg
 
Their seems to be a problem in the last formula: "1 with 2 and 4".

'HEL' only has an effect when 'Force' is involved and 'Force' does not appear in that formula.
 
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Tom G,
Thanks! You are definitely right, but I can't find this example anywhere on the web, so I want to make sure I get the math right. I'm trying to figure it out. Here's the latest. (It's Excel vice PPT.)
Regards,
Leaning
Torque Wrench PPT.jpg
 
Your four equations are calculating different things.

The first two show ST based on applied force to the handle or handle extension.
(I don't see where this is particularly useful. Although it may have been included for completness. If needed, you can approximate it mentally.)

The second two equations (attempt) to show ST based on the desired torque of the fastener, FT. In these cases HEL is irrelevant so Eq. 4 would be the same as Eq. 3.

If you want to calculate Force for conditions 3 & 4, use the ST you get from them and then us Eq.1 or Eq. 2 as appropriate.
 

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