Chapter 16, Problem 33P

Three Wheels. Three rubber wheels are mounted on axles so that they make tight contact with each other and their centers are on a line. The wheel on the far left axle is connected to a motor that rotates it at 35.0 r.p.m.; and drives the wheel in contact with it on its right which, in turn, drives the wheel on its right. The left wheel (Wheel 1) has a diameter of d₁ = 0.22 m, the middle wheel (Wheel 2) has d₂ = 0.32 m, and the far right wheel (Wheel 3) has d3 = 0.48 m. (a) If Wheel 1 rotates clockwise, in which direction does Wheel 3 rotate? (b) What is the angular speed of Wheel 3, and what is the tangential speed on its outer edge? (c) What arrangement of the wheels gives the largest tangential speed on the outer edge of the wheel in the far right position (assuming the wheel in the far left position is driven at 35.0 r.p.m)? (d) What is the largest tangential speed on the outer edge of the wheel in the far right position? (a) (b) Angular speed of Wheel 3: (c) Number Tangential speed…

A cyclist pedals constantly at 7.9587 rad/s the wheels are 336.5mm in radius. If the chain is directly connected with the sprockets which are 76 mm in radius (front sprocket) and 35mm in radius (rear sprockets), Determine the angular speed of the wheel in rad/s.

Pls give me answer in 1hr try to do it fast.

There are two adjacent gears A and B, with 23 and 42 teeth respectively. Initially, both gears are only rotating, with A rotating clockwise with angular velocity 1 rad/s, and B rotating counterclockwise. When making complex decisions, gear A's angular speed increases while gear B maintains its angular speed. As a result, gear A rolls without slipping around the circumference of gear B. If it takes 1 second for gear A to complete 1 revolution around gear B, then what's the new angular velocity of gear A? Answer in rad/s and 3 Significant Figures. Make sure to use the proper sign convention (CW : - :: CCW : +).

Solve it with the correct answer pls , (Dont use chat gpt)

The rod OA rotates clockwise at a constant angular velocity of 0 = (3) rad -. Two pin-connected slider block, located at B, move freely on OA. The curved rod is described by the equationr = (250 · (8 - cos 0)) m. Hint: 1. Remember clockwise rotation is negative velocity. A d3 d1 d2 Values for the figure are given in the following table. Note the figure may not be to scale. Variable Value 01 130 degrees di 0.45 m d2 dz 0.2 m 0.325 m Using cylindrical components, a. Determine the cylinders's radial and transverse components of velocity at the instant shown, vr and b. Determine the cylinders's radial and transverse components of acceleration at the instant shown, a, and ag. c. Determine the cylinder's magnitude of the velocity at the instant shown, v d. Determine the cylinder's magnitude of the acceleration at the instant shown, a

Two parallel shafts A and B, 36 in. apart, are connected by a belt drive. The driving pulley rotates at 250 RPM and the driven pulley at 600 RPM. The smaller pulley diameter is 10 in. Draw the figures or diagrams, and for both open belt and cross belt, determine the following; 1) the diameter of the larger pulley 2) the linear velocity of the belt (ft. / min.), and 3) the length of the belt.

Q/ Two Shafts,the axes of which intersect but ave inclined at 28 to each other, are Connected by aHo skes joint. If the driving Shaft has auniform Speed of loo r.pm.The driven Shaft Carries arotuting mass I5 kgrand radius of gyration 250 mm. Find the variation inspeed of the driven shaft and the accelerating torque on the driven Shaft for the position when the driven Shaft has turmed 45°from the position in which its fork end isin the pl ane Containing the two Shafts. Ans-(126.5 r-pim1277N.m).

Gear A on the drive shaft of the outboard motor has a radius ra=9 in. and the meshed pinion gear B on the propeller shaft has a radius rg-53 in. The point P is located on the propeller's tip at a distance 4 in. from the neutral axis of the propeller's shaft. نند P B At the beginning of the propulsion, the drive shaft rotates with an angular acceleration a = A. t 2.0 rad.s2 where t is in seconds. what must be the value of A to have, while starting from rest, vp=24 in.s¹¹ in 6 seconds ?