What is Torque? How Is It Measured?

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SUMMARY

Torque is a measure of the rotational force applied to an object around a specific point, directly influencing how strongly the object will rotate. It is calculated using the formula τ = r × F, where τ represents torque, r is the displacement vector from the axis of rotation, and F is the applied force. Real-world examples, such as the mechanics of opening a door, illustrate the importance of the distance from the hinge (axis of rotation) and the direction of the applied force in determining the effectiveness of torque. Understanding these principles is essential for grasping the concept of torque in physics.

PREREQUISITES
  • Understanding of basic physics concepts, particularly rotational motion.
  • Familiarity with vector mathematics, specifically cross products.
  • Knowledge of force and displacement in a physical context.
  • Basic comprehension of mechanical systems, such as levers and hinges.
NEXT STEPS
  • Research the mathematical derivation of torque using vector cross products.
  • Explore real-world applications of torque in mechanical engineering.
  • Learn about the relationship between torque and angular momentum.
  • Investigate how torque is measured in different contexts, such as automotive engineering.
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Students of physics, mechanical engineers, and anyone interested in understanding the principles of rotational mechanics and their applications in everyday life.

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Can anyone give me a 'simple' explanation of torque? And how is it measured? Or tell me best place to find this info?

Thanks!
 
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\vec{r}\times\vec{F}
 
lol. Thank you arildno! :-)

Sadly that helps not one bit as I am not an engineering student, but I guess the thought was there! I am working my way through Wikipedia so sure I'll get there soon.
 
Okay, a bit more then:
The torque a force produces upon an object with respect to some point is directly related to how strongly the object will rotate about the point.
 
Thank you both. I think it's getting my head around the idea that "how strongly" the object rotates about the point is a combination of how "fast" and with how much "force". Wish I was a real scientist...
 
Fast? Don't you mean distance?

Actually there are lots of real-world examples you can think about to get the idea about torque. For instance, consider a door. Notice that the doorknob is always as far as possible from the hinge (which is the axis of rotation). What happens if the doorknob is very near to the hinge? Does it make it easier or more difficult to open or close the door?

Direction of the force matters too. As someone mentioned, torque is the cross product of the displacement vector and force. What if both of these vectors are parallel? Work it out, then consider this: what if you apply a force to the door towards the hinge? Does it affect the rotation?
 

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