Why does it get harder with time to rotate a screw?

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Discussion Overview

The discussion revolves around the question of why it becomes harder to rotate a screw over time, exploring the factors affecting torque and friction in various materials. Participants consider different scenarios, including screws in wood and mechanical sockets, and examine the role of friction and contact area in these contexts.

Discussion Character

  • Debate/contested
  • Technical explanation
  • Conceptual clarification

Main Points Raised

  • One participant notes that while frictional force does not depend on surface area, it may change with the normal force, which can vary based on the situation.
  • Another participant suggests that in the case of a screw in wood, the stiffness of wood fibers may affect pressure and friction as the screw is turned.
  • A different perspective is offered regarding screws in mechanical sockets, indicating that the torque required may vary based on the condition of the threads and the presence of debris or corrosion.
  • It is mentioned that as a screw is driven deeper, the contact between threads and material increases, potentially raising friction, but this may not apply to all scenarios, such as when a screw is fully engaged in a nut.
  • One participant expresses uncertainty about the specific torque being referenced and acknowledges the ambiguity in their earlier statements about maintaining external torque.
  • Another participant agrees that increased length of the screw may lead to greater friction due to more material being displaced, despite the complexities of real-world conditions affecting friction.

Areas of Agreement / Disagreement

Participants express differing views on the factors influencing the difficulty of rotating a screw, with no consensus reached on a single explanation. Multiple competing models are presented, particularly regarding the effects of material properties and conditions on friction and torque.

Contextual Notes

Participants discuss various scenarios, including screws in wood versus mechanical sockets, and highlight the influence of factors such as thread condition, lubrication, and material properties on friction and torque. There are unresolved assumptions about the specific conditions being referenced in the discussion.

Wrichik Basu
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A couple of forces act on the screw and create the turning effect. But after sometime it gets harder. So, net torque is decreasing, but why is it decreasing? Frictional force comes into action, but friction doesn't depend on surface area. So, frictional force will remain constant.

So what decreases the net torque of the screw that makes it harder to rotate with time?
 
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Wrichik Basu said:
but friction doesn't depend on surface area...
...if the total normal force is fixed. But if pressure is fixed, increasing the area will increase the normal force and thus friction.
 
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Are you asking about a screw in wood. I can imagine that wood fibers have a bit of stiffness. As they are parted, that reduces pressure along the grain. But as the fibers relax with time, the stiffness is reduces and pressure around the circumference is reduced, thus increasing friction. I

s that understandable, I'm finding it hard to describe in words. If it doesn't make sense, I'll try to draw a picture.
 
anorlunda said:
Are you asking about a screw in wood. I can imagine that wood fibers have a bit of stiffness. As they are parted, that reduces pressure along the grain. But as the fibers relax with time, the stiffness is reduces and pressure around the circumference is reduced, thus increasing friction. Is that understandable, I'm finding it hard to describe in words. If it doesn't make sense, I'll try to draw a picture.
Not in wood. Consider a screw driven in a screw socket in a machine, or a screw being driven into a nut that is fixed somewhere.
 
Wrichik Basu said:
So, net torque is decreasing, but why is it decreasing?
Sorry but which torque are you referring to? If you screw into wood, the effort required usually increases as the length of thread in the hole increases. On other occasions, the screw can clear out the hole in a dirty or corroded nut and the torque required can get less.
Perhaps you could describe the situation you are referring to.
 
You need to overcome the friction to turn the screw. For a constantly turning screw, the torque applied to the screw by the screwdriver equals the torque applied by friction, so if it is harder to turn, then that means the friction is increasing.

Generally speaking, as you screw a screw deeper into some material, there will be more contact between the threads and the material so the friction will increase. But if you are talking about a nut, once the bolt goes all the way through the nut, the amount of contact is constant, so it shouldn't get harder as you screw in more. But real life nuts and bolts are imperfect things, so it could get harder or easier depending on the roughness of the threads or the quality of lubrication or sediment stuck in the threads or imperfect sizing, etc.

Once the screw head or cap starts to press against the part, the friction will increase very rapidly because the upper thread of the screw will press against the lower thread of the socket.
 
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sophiecentaur said:
Sorry but which torque are you referring to? If you screw into wood, the effort required usually increases as the length of thread in the hole increases. On other occasions, the screw can clear out the hole in a dirty or corroded nut and the torque required can get less.
Perhaps you could describe the situation you are referring to.
I was trying to say that when the screw has gone in quite a bit, then it becomes harder to keep the external torque constant. that phrase is a bit ambiguous, I admit, and am sorry.
 
Wrichik Basu said:
I was trying to say that when the screw has gone in quite a bit, then it becomes harder to keep the external torque constant. that phrase is a bit ambiguous, I admit, and am sorry.
OK - so it pretty well has to be due to the increased length of screw causing more friction force. Unlike the scenario that's used in introductions to friction, the total normal force increases as more wood is being pushed aside (contact area increases but pressure can be the same) so, even with an 'ideal' coefficient of friction, the friction force should increase.
 
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