Calculate drive torque for rotating large drums

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Discussion Overview

The discussion revolves around calculating the torque required to rotate large drums in a paint booth, focusing on the mechanics involved in the design of a fixture that utilizes drive trunnions. Participants explore the theoretical and practical aspects of torque calculation, including factors such as mass distribution, moment of inertia, and frictional forces.

Discussion Character

  • Technical explanation
  • Conceptual clarification
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants note that the torque required to accelerate the drum depends on its moment of inertia, which is influenced by the mass distribution of the drum and its contents.
  • There is a question about how to calculate the moment of inertia for a drum that is semi-filled with a viscous liquid, such as paint, and how this affects the torque needed.
  • One participant mentions that the trunnion bearings will be large PB Tapered Roller Bearings, which may influence the frictional forces at play.
  • Concerns are raised about the potential for slip between the trunnion and the drum, although some participants believe this may not be an issue due to the slow speeds involved.
  • There is a discussion about the design of the rollers and their placement, with questions about how they might prevent damage to the painted surface of the drum.
  • One participant emphasizes the importance of minimizing rolling friction to accurately determine the required drive torque.
  • Another participant expresses confidence in the drum design and the adequacy of the tire area to prevent deformation under load.
  • There is a suggestion to verify the safety of the design to prevent the drum from escaping during operation.
  • Some participants discuss the implications of using a variable frequency drive (VFD) for the motors, especially considering the weight of the drum.
  • Concerns are raised about the material of the "tire" and its potential deformation under load, which could affect the energy requirements for rotation.

Areas of Agreement / Disagreement

Participants express a mix of agreement and differing views on various aspects of the torque calculation, including the effects of mass distribution, friction, and design considerations. The discussion remains unresolved with multiple competing views on the best approach to calculating the required torque.

Contextual Notes

Participants mention various assumptions, such as the mass distribution being even when the drum is empty and the potential effects of viscous liquid on torque calculations. There are also unresolved questions regarding the specific design and material properties of the components involved.

cloznuff_fmwc
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Hi,

I'm new to the forum so thanks in advance for any help. We would like to make a fixture for rotating large drums in a paint booth. I would like to know how to calculate the torque required at the trunnions to rotate the drum using two drive trunnions (with 2 idler trunnions). I've included a sketch with, hopefully, all the required info. It's been a while since I've done this type of calculating and can't find and specific examples. I'm more looking for HOW to calculate this not just necessarily the answer but the answer would be nice ;-)

Thanks again!
drive calc sketch.PNG
 
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Welcome to PF.

There are two problems here.

1. The torque required to initially accelerate the drum to the required rotational speed will depend on the mass distribution in the wall and the ends of the drum, that is the moment of inertia. Will a drive surface slip, or will the torque be applied through some form of clutch or fluid coupling ?

2. The torque required to maintain that rotational speed.
The rollers may have roller bearings against the trunnions. Those bearings will have rolling friction, due to the weight of the drum. What bearings will be used?
If the drums are not balanced about the axis, a varying torque will be required to maintain rotation.

If the trunnion bearings lock due to a failure at speed of the drive system, will the drum climb the rollers, and so escape to roll free?
 
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cloznuff_fmwc said:
a fixture for rotating large drums in a paint booth.
Baluncore said:
1. The torque required to initially accelerate the drum to the required rotational speed will depend on the mass distribution in the wall and the ends of the drum, that is the moment of inertia.
I wonder how we can calcuate the MoI of a drum semi-filled with a viscous liquid like paint. It seems like a combination of the MoI of the empty drum plus a term for the torque needed to keep lifting the liquid up some amount as it falls back down inside the drum...
 
Thanks @Baluncore

The mass is evenly distributed throughout the drum and it is empty when being painted. I did not plan to use a clutch. I'm not concerned if there is slip between the trunnion and drum but with the slow speeds it doesn't feel that would be a problem.

The trunnion bearings will be large PB Tapered Roller Bearings.

Thanks again.
 
berkeman said:
I wonder how we can calcuate the MoI of a drum semi-filled with a viscous liquid like paint.
I assumed the paint was being applied to the outside of an empty drum.

But then, what is it about the rollers, that prevents damage to the painted surface?

Should the rollers not be mounted at the ends of the drum, where the load will be supported by the end plate, rather than the drum wall?
 
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cloznuff_fmwc said:
The mass is evenly distributed throughout the drum and it is empty when being painted.
Oh, that kind of paint booth. I misinterpreted it to mean a place where people went to buy cans of paint. o0)
 
The surfaces where the trunnions set will not be painted. Thanks
 
berkeman said:
Oh, that kind of paint booth. I misinterpreted it to mean a place where people went to buy cans of paint. o0)
Doh, sorry, I should have been more clear. Yes, we are manufacturing these drums and painting the exterior of them. We would like to be able to rotate them in the paint booth. The surface where the trunnion drives against is a large machined "tire" that will not get painted.

Thanks
 
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I hope the "tire" area can reduce the pressure to prevent deforming the tank. I see this as a major torque factor along with F= a*mass imbalance. to with 115,000 lbs per ? sq in. Is most of the mass on the external surface? The Queen Elizabeth QEII ship's prop could be turned with one hand due to low friction. This will not be your case. So the rolling friction must be minimized and determined 1st before the drive torque can be determined by the gear ratio of the respective diameters.
 
  • #10
We've got the drum design down, been doing them a loooong time. No fear of deforming the drums, the tires are large enough, trust me! These are massive assemblies ;-)

Just trying to come to a required torque value on the drive trunnions to correctly size the drive components (motor/gearbox/coupling).

Thanks
 
  • #11
cloznuff_fmwc said:
The surface where the trunnion drives against is a large machined "tire" that will not get painted.
That all seems good.

Please check the rotation rate of the drum against the separation of the rollers, to verify that safety will not be compromised by a drum escape, else the coroner may later want to examine your design notes and computations.

I was wondering about the flexible term "trunnion", which usually refers to a protruding solid round pin, that rests in a bearing, to support a body. It seems the term "trunnion bearing" has been reduced to "trunnion", and is applied in some industries to include the axle, bearings and roller that a drum rests on.
https://en.wikipedia.org/wiki/Trunnion#Trunnion_bearings
 
  • #12
I did not plan to use a clutch. I'm not concerned if there is slip between the trunnion and drum but with the slow speeds it doesn't feel that would be a problem.

Welcome, @cloznuff_fmwc !

That drum can’t weight 58 tons.
If so, you better consider a VFD drive for those motors.
 
  • #13
cloznuff_fmwc said:
The surface where the trunnion drives against is a large machined "tire" that will not get painted.
If that "tire" is of a material that deforms under load, you will also have to supply the energy to do that thru the trunions.
 

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