Calculating Safety of Lifting Steel Beam at 3m/s

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SUMMARY

The discussion centers on the safety of lifting a 350 kg steel beam at a constant speed of 3 m/s using a crane. The maximum tension the supporting cable can withstand is 7000 Newtons. Since the beam is moving at a constant speed, its acceleration is zero, resulting in a net force of zero. Therefore, the tension in the cable must equal the weight of the beam, which is 3430 Newtons, confirming that it is safe to lift the beam without exceeding the cable's tension limit.

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This discussion is beneficial for physics students, engineering students, and professionals involved in mechanical design or crane operations, particularly those focusing on safety and load calculations.

rcgerrity
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i have this question

a crane is raising a steel beam (350 kg) the max tension the supporting cable can take without breaking is 7000 Newtons

a) is it safe to life the beam at a constant speed of 3m/s? prove answer

(the only idea i have is the use of f=ma, but then i am stuck w/acceleration when i need to use speed i just don't know what to do.)
:confused: :confused: :confused:
 
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if something is traveling at a constant speed, what is its acceleration? What does this mean about your NET force?
 
As a physics student, I cannot be completely sure of answering this as some of experts in this forum would, but I'll do it anyway..

Don't be too mindful of the "3m/s" as a quantity.
however, be mindful that it's moving at a constant speed.
That means there is NO acceleration.

As Dave said, what does that make your Net force?

Draw a free body diagram to see what forces are acting on the steel beam.
Then see if the tension on the cable is greater than 7,000 Newtons.
 

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