Torque and vector position....

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    Position Torque Vector
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SUMMARY

The discussion centers on the concept of torque as a cross product of a position vector and a force, emphasizing that torque can exist even without a traditional lever. Participants confirm that instantaneous torque can be defined at various points, regardless of whether an object is rotating. The relationship between torque and momentum is also acknowledged, reinforcing the idea that torque is not solely dependent on rotational motion.

PREREQUISITES
  • Understanding of vector mathematics, specifically cross products
  • Familiarity with the concept of torque in physics
  • Basic knowledge of momentum and its relationship to torque
  • Awareness of rotational dynamics and forces
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  • Study the mathematical formulation of torque using cross products
  • Explore the implications of instantaneous torque in non-rotational systems
  • Investigate the relationship between torque and angular momentum
  • Learn about applications of torque in engineering and physics problems
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Physics students, mechanical engineers, and anyone interested in the principles of torque and its applications in both rotational and non-rotational contexts.

physics user1
The torque is the cross product with a position vector (that is the lever lenght) and a force

But i the is torque also if there isn't a lever? I mean an instantaneus torque that is different in each point we consider it like in the photo

It is also a torque even if something doesn't rotate?

In lecture I have seen that the momentum can be like that
 

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Cozma Alex said:
But i the is torque also if there isn't a lever?

It is also a torque even if something doesn't rotate?
Yes and yes.
 

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