How to Calculate Net Torque on a Beam about Different Axes

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SUMMARY

The discussion focuses on calculating the net torque on a beam with a length of 4 meters about different axes, specifically Point O and Point C, both perpendicular to the page. The net torque is to be expressed in Newton-meters (N*m) and the direction is specified as counterclockwise. Participants emphasize the importance of providing a visual reference for accurate calculations, suggesting the use of image hosting sites like Flickr or Photobucket for sharing diagrams.

PREREQUISITES
  • Understanding of torque and its calculation methods
  • Familiarity with the concepts of moment arms and axes of rotation
  • Basic knowledge of physics principles related to forces and motion
  • Ability to interpret and analyze diagrams related to mechanical systems
NEXT STEPS
  • Research the calculation of torque using the formula τ = r × F, where τ is torque, r is the distance from the pivot point, and F is the force applied.
  • Learn about the significance of the moment arm in torque calculations.
  • Explore the effects of different axes of rotation on torque outcomes.
  • Investigate online tools or software for visualizing torque and beam mechanics.
USEFUL FOR

Students studying physics, engineers involved in mechanical design, and anyone interested in understanding the principles of torque and rotational dynamics.

sarahjt1
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Homework Statement



file:///C:/Documents%20and%20Settings/sjthompson/Desktop/p8-3.gif

Don't know if the image worked. I think if you copy and paste it into browser it might work.

Calculate the net torque (mag and direction) on the beam in the figure below about the following axes. Beam has length 4m, so r=2m

a) an axis through Point O, perpendicular to the page.

________ N*m counterclockwise

b) Through Point C, perpendicular to page

________ N*m counterclockwise
 
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sarahjt1 said:
Don't know if the image worked. I think if you copy and paste it into browser it might work.
No, since it references a file on your PC, which we don't have access to. You have to upload the image as an attachment or put it on some image hosting site.
 
well i can't c anything recommend you some site such as flickr, photobucket, and others
all are nice well renowned photo hosting site or you also can upload to the forum as attachment
 

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