Designing a Power Screw for Minimum Turns and Maximum Safety

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The discussion focuses on designing a power screw that can apply a force of 10kN with a worker's input of 100N over a 350mm arm. Participants emphasize the need to calculate torque using the formula Torque = Force x Radius to determine the screw's effectiveness. The minimum number of turns required is defined as the number of turns needed to build up the pressure to 10kN. The pitch of the thread is crucial as it affects both the number of turns and the contact area of the screw. Overall, the conversation revolves around the calculations necessary for optimizing the screw design for safety and efficiency.
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Hi all

1. The pressure device described in the pic needs to apply a force of 10kN on the 'square product' below in order to work. The worker can apply 100N force while the 'arm' is 350mm.
Assuming the friction (mew) can change from 0.05 to 0.15 and the thread is square (alpha=0) design a screw for minimum turns.
2. Sy=210 MPa, n (safety coefficient)=3, N=1 (number of 'starts' is it called?), find the screw max length against collision
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I'm still in 1, I am not sure how to look at it. can someone give me a head start in this question? how do you create an equation for minimum turns?


thanks
 
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Really speaking, this should be in the homework section. But, here goes:

Well the minimum number of turns will be until it contacts the item you are applying the force to. Until that point, there is zero force being applied.

Have you calculated how much torque the workers available force translates to?
 
i thought i published it in the HW section :\ can someone move it?
isnt the momentum 0.350*100 ?
i thought that min turns means the numer of turns until the pressure build up to 10KN
 
Sorry, as per the question, yes minimum turns is until the pressure reaches 10KN.

Torque = Force x Radius
 
The pitch of the thread will tell you how many turns it takes to move a certain distance, and will also determine the area your screw contacts.
 

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