The angular velocity of link AB is wAB = 6.5 rad/s. Link CBis horizontal at the instant shown.R50 mmS00 mm60Part ADetermine the I and y components of the velocity of the collar at C.Express your answers using three significant figures separated by a comma.ANSWER:Vz, Vy =m/sPart BDetermine the angular velocity of link CB at the instant shown measured counterclockwise.Express your answer using three significant figures. Enter positive value if the angular velocity is counterclockwise and negative value if the angular velocity is clockwise.ANSWER:WCn =rad/s

Given: AB = 500 mm = 0.5 m BC = 350 mm = 0.35 m

Answered: The angular velocity of link AB is WAB…

Engineering

Mechanical Engineering

The angular velocity of link AB is WAB = 6.5 rad/s. Link CBis horizontal at the instant shown. 350 mm S00 mm 60

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

See similar textbooks

Similar questions

i need help solving this using Instantaneous Center not regular method i tried thanks
AB= 4 rad/s 45 125 mm B 300 mm Determine the angular velocity of the link CB at the instant shown on the linkage. AB is rotating at 4 rad/s. Angular Velocity of CB: से ९
6. In the linkage below, the angular velocity of link 2 is 100 rad/s CCW. The linkage dimensions are given. When 02 is 90°, find 03, w3, and the velocity magnitude of point C on link 3 by using analytical method. A*A= 1.75 in A*B = 2.5 in AC = 5 in 02 B 3 Y 03 12 02 3 В A*
Rod DC rotates counterclockwise with angular velocity N of 2 rad/s. Determine: The angular velocity and angular acceleration of OBE. Also, draw all vectors of velocities and accelerations, to scale, so you can check the results graphically. (Please solve by hand)
Find the velocity and acceleration of point B for the linkage shown in the figure if VA= 1 ft/s. (Using Complex Algebraic approach do the Position Analysis; Velocity Analysis and Acceleration Analysis then solve the problem please)
find the accelerations of points A and D, if point O's velocity is 3ft/sec to the right and point O's acceleration is 4ft/sec2. Assume the shaft of the wheel unit doesn't slip.
The following mechanism is scaled so that the distance from 02 to B is 4cm. Theta two is 135 degrees and is rotating at 120 rpm CCW Determine the angular velocity of link 3 and the velocity of D3 (which is on link 3) at this instant using a) Velocity Polygons b) Loop Closure D₁ on 1 D3 on 3 4 3 Βα 2 02 02 8.0 cm- 6.0 cm
The 107-mm bar rotates with an angular velocity of 11 rad/s in counterclockwise direction. Find the velocity of the point A. wrad/s 80 mm
the planer mechanism is designed to perform return cutting strokes and fast return movement of the blade mounted on the slide C. Determine the angular velocity of the joint CB, the linear velocity of points B and C for the situation shown in the figure, if the abutment AB moves at an angular velocity of 4 rad / s . Provide the result with an accuracy of 2 decimal places.
= A) Knowing that angular velocity of link AB is WAB 4 rad/s, determine the velocity of the collar at C and the angular velocity of link CB at the instant shown. Link CB is horizontal at this instant. 45° WAB = -350 mm 4 rad/s Figure 1 B 500 mm b) Recently, there have been some concerns raised about the door opening system's safety, as it operates at a relatively fast speed, posing a serious hazard for people using wheelchairs. As a co- op student working with the door manufacturing company, your task is to propose a modification to the Linkage system of CBA that allows the door to open and close more slowly, ensuring that point C moves at a reduced speed. Providing a more comfortable and secure experience for individuals, including those using wheelchairs. Note: You may use further calculations or just use your steps in part A to suggest a change and justify it.
The linkage shown consists of 2 sliders, 1 bar, and a plate. The velocities of A and C are given to be VA = 2 m/s Vg = 3 m/s At the instant given. Find the velocity of point B. Use vector notation. 0.1m W1 rad/s 0.26m 12. rad/s VB m/s
For the position shown where @ =53°, point 4 on the sliding collar has a constant velocity of v-1.25 m/s in the direction shown. At this instant BD is horizontal and DE is vertical. a) Find the velocity of point D and angular velocity of link DE by using instantaneous center of zero velocity, b) Find the angular acceleration of link BD and DE. 00 mm 10H 1Pomm