shown below. The coefficient of friction for the screw is f = 0.06 and friction du negligible f≈ 0. (a) The lead (1), the lead angle (2) and the mean diameter (dm) (b) Determine the rate in inches per second that the load can be raised and the (T[lb-ft]) (rpm) to prevent overhauling of the screw. Note: hp = 5252 (c) Assuming a collar diameter of de = 1.75 in., what coefficient of collar fric be required to prevent overhauling and how much would this reduce th raising the load? (d) Determine the von Mises's stress at the thread root critical location durin load.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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A 12 hp motor is used to raise and lower a load W = 5000 lbf using a single threaded Acme screw
(Course series-UNF) with a nominal major diameter of 1.5 inches that rotates during actuation as
shown below. The coefficient of friction for the screw is f = 0.06 and friction due to the collar is
negligible f≈ 0.
(a) The lead (1), the lead angle (2) and the mean diameter (dm)
(b) Determine the rate in inches per second that the load can be raised and the torque required
(T[lb-ft]) (rpm)
to prevent overhauling of the screw. Note: hp
=
5252
(c) Assuming a collar diameter of d = 1.75 in., what coefficient of collar friction (fc) would
be required to prevent overhauling and how much would this reduce the efficiency of
raising the load?
(d) Determine the von Mises's stress at the thread root critical location during lifting of the
load.
W = 5000 lbf
Motor
Transcribed Image Text:A 12 hp motor is used to raise and lower a load W = 5000 lbf using a single threaded Acme screw (Course series-UNF) with a nominal major diameter of 1.5 inches that rotates during actuation as shown below. The coefficient of friction for the screw is f = 0.06 and friction due to the collar is negligible f≈ 0. (a) The lead (1), the lead angle (2) and the mean diameter (dm) (b) Determine the rate in inches per second that the load can be raised and the torque required (T[lb-ft]) (rpm) to prevent overhauling of the screw. Note: hp = 5252 (c) Assuming a collar diameter of d = 1.75 in., what coefficient of collar friction (fc) would be required to prevent overhauling and how much would this reduce the efficiency of raising the load? (d) Determine the von Mises's stress at the thread root critical location during lifting of the load. W = 5000 lbf Motor
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