Maximum Torque Calculation for a Given Force and Angle

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    Maximum Torque
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Homework Help Overview

The discussion revolves around calculating maximum torque based on given parameters such as radius, force, and angle. The subject area is torque in the context of physics, specifically focusing on the relationship between force, distance, and angle of application.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss the calculation of torque using the formula T = F * r * sin(angle) and question the correctness of the initial answer. There is uncertainty regarding the units of torque and the implications of using joules instead of the correct units. Some participants explore how changing the angle affects the torque calculation, particularly questioning what angle yields maximum torque.

Discussion Status

The discussion is ongoing, with participants providing feedback on unit specifications and exploring different angles for maximum torque. There is no explicit consensus on the correct approach yet, but there is a productive exchange of ideas regarding the relationship between angle and torque.

Contextual Notes

Participants note the importance of specifying units for all quantities involved and the distinction between torque and work in terms of their units. There is also mention of a duplicate thread, indicating some confusion in the discussion.

amy098yay
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Homework Statement


2. Homework Equations [/B]
I was given this info
r=1.5 m
d=3 m
F= 50
angle= 110 degrees

The Attempt at a Solution


T=Fsin
T= (1.5)(50)sin(110)
T=70 N

I attempted the solution^ to get (maximum) torque.
 
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i am unsure if my answer is correct or not*
 
You need to specify units for all the given quantities.

The units of torque are not Newtons. What are they?
 

Homework Statement


2. Homework Equations [/B]
I was given this info
r=1.5 m
d=3 m
F= 50 N
angle= 110 degrees

The Attempt at a Solution


T=Fsin
T= (1.5)(50)sin(110)
T=70 J (joules)

I attempted the solution^ to get (maximum) torque.
 
Although mathematically torque and work have the same units, the convention is to use units of F*L when talking about torque, and joules when talking about work.
 
thank you for notifying me about the units being used in this problem, so how would i go about getting MAXIMUM TORQUE?
 
amy098yay said:
thank you for notifying me about the units being used in this problem, so how would i go about getting MAXIMUM TORQUE?
Change the angle of application of the force.
 
would it be 180-110=10 degrees
so
T=Fsin
T= (1.5)(50)sin(10)
T=13.0 J (joules) ?
 
amy098yay said:
would it be 180-110=10 degrees
Are you sure about this calculation?

so
T=Fsin
T= (1.5)(50)sin(10)
T=13.0 J (joules) ?

Think about it like this For what angle is the sine a maximum?
 
  • #10
90?

T=Fsin
T= (1.5)(50)sin(90)
T=75 (joules)
 
  • #12
CWaters is correct, this thread duplicates a question in another thread. This thread is closed.
 

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