Consider the mechanism shown in Fig. 2 in which AB, BC,CD, and DA are the lengths of links 1, 2, 3, and 4 respectively. The angles 0 and o define the angular position of links 2, 3, and 4 considering the counter-clockwise rotations positive. Determine the value(s) of the angle o when AB = 40 cm, BC = 35 cm, CD = 30 cm, DA = 20 cm and 0 = 65°. D B A Figure 2 Not to scale

Consider the mechanism shown in Fig. 2 in which AB, BC,CD, and DA are the lengths of links 1, 2, 3, and 4 respectively. The angles 0 and o define the angular position of links 2, 3, and 4 considering the counter-clockwise rotations positive. Determine the value(s) of the angle o when AB = 40 cm, BC = 35 cm, CD = 30 cm, DA = 20 cm and 0 = 65°. D B A Figure 2 Not to scale

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

Answer it correctly please. I will rate accordingly with 3votes. So I need correct answer.
(Figure shows a quick return mechanism. The cranks OA rotates clockwise uniformly. OA = 2 cm, 00' = 4 cm. The ratio of time for forward motion to that for return motion is B O
Find out the velocity of slider D and angular velocity of CD in the mechanism shown below. Take Q1A= Q2B = 2cm; Q1Q2 = 4 cm; CD = 6 cm and wQ,A rad = 1 sec Solve using instantaneous center method. Use CCW direction. 20 QI 1 A Q2 20
Q2
I need the answer as soon as possible
Can you explain how this can be solved please. Thanks!
Hi, how do you do this engineering dynamics question. Thanks.
PROBLEM 2 the mechanism, shown on the figure, =const=5 s-¹, OA=BC=0,3 m, AB=0,6 m. Determine: a) velocity and acceleration of the point A; b) angular acceleration of the body AB; c) angular velocity and angular acceleration of the body BC; d) linear velocity and acceleration of the point B. For A B CA 120° 60⁰ @]
Pls i need her solve with explanation
((I need to solve all parts please)) For the non-offset slider crank shown in the figure below the crank O2A is rotating at constant speed of 10 rad/s CCW O2A = 70 cm, AB = 210 cm, AG3 = 100 cm. When the slider B is at its minimum position, we need to find : W2 G3 3 B 4 2 7777 The angular velocity of AB in rad/s is = Choose... + The velocity of slider B in m/s is = Choose... + The angular acceleration of AB in rad/s2 is = Choose... * The acceleration of slider B in m/s? is = Choose... + The velocity of point A in m/s (in cartesian form) is = Choose... + The acceleration of point A in m/s² (in cartesian form) is = Choose... The velocity of point G3 in m/s (in cartesian form) is = Choose... + The acceleration of point G3 in m/s² (in cartesian form) is = Choose... +
300 mm B, 600 mm A WAB C Rod AB is rotating counter clockwise with an angular velocity of wAB = 50 rad/s and rod BC is rotating counter clockwise with angular velocity of opC = 25 rad/s. Given that the angle is 0 = 50° and the angle o = 43°. By using vector method: 1. Determine the types of motion of link AB, link BC and slider C 2. Find the magnitude of velocity of point B 3. Find the magnitude of velocity of the slider block C Show all the reference diagram, formulation, positive axes and detail calculation as these items have their own mark.
Just numbers 1,2,3 please