Solution Found!
Answer: Show that the frictional relationship between the
Chapter 8, Problem 8-98(choose chapter or problem)
Show that the frictional relationship between the belt tensions, the coefficient of friction m, and the angular contacts a and b for the V-belt is \(T_{2}=T_{1} e^{\mu \beta / \sin (\alpha / 2)}\).
Questions & Answers
QUESTION:
Show that the frictional relationship between the belt tensions, the coefficient of friction m, and the angular contacts a and b for the V-belt is \(T_{2}=T_{1} e^{\mu \beta / \sin (\alpha / 2)}\).
ANSWER:
Problem 8-98
Step by Step Solution
Step 1 of 6
First we will draw the free body diagram of a differently small element of a V-belt.
Note that the V-belt is connected by two surface areas to the pulley,hence there are two normal reaction forces acting at the element,and frictional forces acting at it shown at the x-y projection.
