1. A and B are rolling cylinders connecting the shafts S and T. C and E are cylinders fast to these shafts and slipping on each other at P. Find the diameters of C and E if the surface speed of E is twice that of C. P T A B 16
1. A and B are rolling cylinders connecting the shafts S and T. C and E are cylinders fast to these shafts and slipping on each other at P. Find the diameters of C and E if the surface speed of E is twice that of C. P T A B 16
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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Please solve problem 1 only. Thank you so much!
![CYLINDERS AND CONES IN PURE ROLLING CONTACT
1. A and B are rolling cylinders connecting the shafts S and T. C and E are cylinders fast to
these shafts and slipping on each other at P. Find the diameters of C and E if the surface
speed of E is twice that of C.
P
E
A
B
16
2. Two solids of right section 2 and 4 are in pure rolling contact between the circular arcs.
What is the angular speed ratio for the position shown? Determine the size of the angles a,
B, and Ø in degrees, and of the radii x and y in inches.
12
-18
3. Two shafts, having axes in the same plate intersecting at an angle of 45°, turn in opposite
senses at 30 rpm and 90 rpm. Draw a pair of cone to be located on these shafts and turn in
pure rolling contact. Diameter of base of smaller cone is 1 in. Calculate the cone angles.
4. Two shafts A and B are connected by rolling cones and turn in the same direction. Shaft A
makes 300 rpm while shaft B makes 100 rpm. Calculate the cone angle of each cone and
the diameter of each base if the base of cone B is 2 in. from the vertex. 0 = 30°](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffb80b66b-8d30-4c6d-8fc0-1f281224662c%2F86f47bfd-eb62-4dda-9725-8886fb7702c1%2Fmys2es_processed.jpeg&w=3840&q=75)
Transcribed Image Text:CYLINDERS AND CONES IN PURE ROLLING CONTACT
1. A and B are rolling cylinders connecting the shafts S and T. C and E are cylinders fast to
these shafts and slipping on each other at P. Find the diameters of C and E if the surface
speed of E is twice that of C.
P
E
A
B
16
2. Two solids of right section 2 and 4 are in pure rolling contact between the circular arcs.
What is the angular speed ratio for the position shown? Determine the size of the angles a,
B, and Ø in degrees, and of the radii x and y in inches.
12
-18
3. Two shafts, having axes in the same plate intersecting at an angle of 45°, turn in opposite
senses at 30 rpm and 90 rpm. Draw a pair of cone to be located on these shafts and turn in
pure rolling contact. Diameter of base of smaller cone is 1 in. Calculate the cone angles.
4. Two shafts A and B are connected by rolling cones and turn in the same direction. Shaft A
makes 300 rpm while shaft B makes 100 rpm. Calculate the cone angle of each cone and
the diameter of each base if the base of cone B is 2 in. from the vertex. 0 = 30°
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