How to Calculate maximum torque a riveted joint can stand

In summary, the maximum torque the rivet can withstand without getting loosened is dependent on the rivet and plate's attachment, and it can be calculated using basic equations.
  • #1
gowtham
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A plate is riveted with a rivet having small rod like projection over the head and the point as shown in drawing.Considering we fix the plate to a vise,and then giving torque to the Rivet Rod;What will be the Maximum Torque the rivet can withstand without getting loosened and how to calculate the Maximum Torque" it?
 

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  • #2
gowtham said:
View attachment 216260 A plate is riveted with a rivet having small rod like projection over the head and the point as shown in drawing.Considering we fix the plate to a vise,and then giving torque to the Rivet Rod;What will be the Maximum Torque the rivet can withstand without getting loosened and how to calculate the Maximum Torque" it?
It depends on how hard rivet and plate are attached together. If you know that, then this is a simple torque/force question which you can solve with some basic equations.
 
  • #3
You mean riveting load?
 
  • #4
This is unclear to me; where is the torque applied and about which axis? Can you draw it?
 
  • #5
A better view of the rivet's location an orientation would help,as well.
 
  • #6
The torque is applied about the rivet axis!
 
  • #7
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  • #8
gowtham said:
The torque is applied about the rivet axis!
Wouldn't that mean the rivet just spins in its hole?
 
  • #9
russ_watters said:
Wouldn't that mean the rivet just spins in its hole?

I think the question is largely one of friction torque, and that is something that will be very hard to determine without knowing the details of how the rivet was originally installed.
 
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  • #10
russ_watters said:
Wouldn't that mean the rivet just spins in its hole?
Of course the rivet spin in its hole,But there might be some force involved, above only which it will start spinning. Assuming that force as frictional force.How do we proceed with it?
 
  • #11
gowtham said:
Of course the rivet spin in its hole,But there might be some force involved, above only which it will start spinning. Assuming that force as frictional force.How do we proceed with it?
The rivet is actually installed using an air hammer.
 
  • #12
From a non-mechanical guy: It seems the clamping force between rivet and disk will be limited by the plastic deformation limit of either the mating surfaces or the rivet shank. Knowing that, and the contact area between the rivet head(s) and the disc, you can find the maximum clamping force. Then use the coefficient of friction between the two components, the clamping force, and the contact area to find the sliding force.

Note that this will give the maximum, ideal, sliding force. A generous safety factor should be included to cover non-ideal manufacturing and contaminents in the joint.

As an improvement, there could be radial grooves in which ever is the harder material of the joint (or maybe in both). This will add a material shear restraint to the frictional restraint.

That's a starting point anyhow. Since there were no material characterisitcs or assembly procedures given, I doubt much else can be said at this point.
 
  • #13
The simple problem here is that OP has not given any specifications or extra details besides the diagram.
 
  • #14
That type of joint is bad in principle for any higher torque or safety critical applications . @Tom.G gives you the hint on how to make it better . Contrive some type of positive keying to carry the drive load and just use the rivet to hold the parts together .
 
  • #15
Tom.G said:
From a non-mechanical guy: It seems the clamping force between rivet and disk will be limited by the plastic deformation limit of either the mating surfaces or the rivet shank. Knowing that, and the contact area between the rivet head(s) and the disc, you can find the maximum clamping force. Then use the coefficient of friction between the two components, the clamping force, and the contact area to find the sliding force.

It is actually more complicated than this. Knowing the maximum clamping force does little good; what is needed is the detailed distribution of the clamping force over the contact zone. Then the maximum moment capability of that distributed force can be computed. This is all rather theoretical and the actual distribution is virtually unknowable. It probably varies from one rivet installation to the next, because it depends upon the details of the driving event (how hard it is hit, how squarely it is hit, etc).

In short, a single rivet is a lousy way to support a torque!
 
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1. How do I determine the maximum torque a riveted joint can withstand?

The maximum torque a riveted joint can withstand can be calculated using the formula: T = F x d x K, where T is the maximum torque, F is the force applied, d is the distance from the center of the joint to the bolt, and K is the coefficient of friction. This formula takes into account the strength of the material, the size of the joint, and the amount of friction between the parts.

2. What factors affect the maximum torque a riveted joint can withstand?

Several factors can affect the maximum torque a riveted joint can withstand, including the strength and quality of the materials used, the size and type of the joint, the number and size of the rivets, and the amount of friction between the parts. It is important to consider all of these factors when calculating the maximum torque a riveted joint can withstand.

3. Can I use a general formula to calculate the maximum torque for any type of riveted joint?

No, the formula for calculating the maximum torque for a riveted joint may vary depending on the type of joint and the materials used. It is important to use a specific formula that is appropriate for the type of joint and materials being used to ensure an accurate calculation.

4. Are there any safety factors to consider when calculating the maximum torque for a riveted joint?

Yes, it is important to include a safety factor in the calculation of the maximum torque for a riveted joint. This ensures that the joint can withstand unexpected loads or variations in the materials or assembly process. The safety factor can vary depending on the specific application, but it is typically recommended to use a factor of 1.5 to 2 times the calculated maximum torque.

5. Is there a way to test the maximum torque a riveted joint can withstand before use?

Yes, there are several methods for testing the maximum torque a riveted joint can withstand, such as using a torque wrench to apply increasing levels of torque and measuring the point of failure, or conducting a destructive test on a sample joint. It is important to follow proper testing procedures and safety precautions when conducting these tests.

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