Design a 4-bar linkage to carry the body in Figure 1 through the two positions P1 and P2 at theangles shown in the figure. Use analytical synthesis with the free choice values z = 1.075, q=210°, ß2 = −27° for left side and s = 1.24, y= 74°, ½ = − 40° for right side.φ1.236P2147.5°210°2.138P1Figure 1X Hint: Define the vector loops as per following figureA21.236Z₂V2B25S2P21147.52.138-2210°W2U2Z₁S₁A₁12V₁B₁U₁B₂W₁Ө02الله

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Answered: Design a 4-bar linkage to carry the…

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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The figure below shows an offset slider crank linkage. The links lengths are: link2 = a= 100 mm and link3 = b = 600 mm. The offset is c = 190 mm. we need to : 1. determine the maximum horizontal position of the slider B (dmax) and the corresponding input angle 02 2. determine the minimum horizontal position of the slider B (dmin) and the corresponding input angle 02 Y 03 y В R3 R4 R, 04 R2 02 d ► X R1 The maximum horizontal position of the slider is dmax = Choose... + The input angle 02 corresponding to dmax , in degree and measured CCW from X axis, is = Choose... + The minimum horizontal position of the slider is dmin = Choose... + The input angle 02 corresponding to dmin , in degree and measured CcW from X axis, is = Choose.. +
For the 3-DOF Industrial manipulator arm as shown in Figure 1, determine the joint displacements using inverse kinematics approach for known position and orientation of the end of the arm point. The link transformation matrices are given by
For the 3-DOF Industrial manipulator arm as shown in Figure 3, determine the joint displacements for known position and orientation of the end of the arm point. 0. 0. Y1A Y2 A Y3 X2 X3 21 22 23 Yo xo Figure 3. 3 DOF RRR Industrial manipulator arm The link transformation matrices are given by C3 -S3 0 a3C3 S3 C3 1 C2 -S2 0 a,C2 C1 S1 -S1 -C1 d1 S2 C2 2T3 %3D T2 1 1 1 1 1 S1 C\C2a3+C1a2 C1C2C3 – C1S2S3 -C¡C2S3 – C1S2S3 S,C2C3 – S1S2S3 -SĄC2S3 – S1 S2C3 -C1 SịC2a3+ Sja2 Szaz + d1 1 OT3 = = °T, 'T2 ?T3 S½C3 + C2S3 - S2S3 + C2C3
I need her solving with counting the link and j1 and j2 on the graph please urgent
i need to solve part b pls quickk very urgent part (a) is solved
I want to solve it based on the inverted slider-crank linkage rule, which is given in an image below . Please, I do not want to solve it at all using the geometric method.
Match the parts of a print to the terms below.
Question 2 and 3 please
Slide B travels along the center line XX'. Q2A = 18 cm, AB = 72 cm. 1. With the crank in the position shown, draw the four bar linkage. Name each link and show the finite and infinite cranks.2. Find the two extreme positions of block B. Express your answer in terms of the acute angle formed by crank Q2A with the horizontal axis (like the angle 45° in the figure)3. Determine the length of the stroke of B. Write your answer in two decimal places.
Consider the figure as shown below. O-XoYoZo is the reference frame and O-X₁Y₁Z₁ is the frame attached to the tool. Sketch the tool position after each intermediate position of the operation of the tool about the reference frame: roll π/2(rotate about Zo), pitch -T/2(rotate about Yo), yaw π/2(rotate about Xo). Please write the final rotation matrix expression. ZI,Zo XI,Xo Yı, Yo
OA 0.90 ● AB 3.25 BC 2.75 BD 5.50 CG Length [m] 0.55 OE 1.85 CE H 2.20 2.581 3.15 В Angle 4. 60.99 Angle r = 159,81° Distance OC 2.88m - W ОА [deg] [rad/s] 160.0 3.0 m BD Mass [kg] 3000 Present a clearly labelled free body diagram for each rod and the slider; Calculate the magnitudes and directions of all reaction forces at the instant shown using accelerations obtained in acceleration analysis part; Calculate the instantaneous torque, T, required to drive the mechanism at the instant shown. J BD Mass moment of inertia [kg.m²] 2200
Figure below shows a four-bar linkage (non-scaled diagram) at an instant. The input angle is equal to the output angle (02 - 04) and the transmission angle is 30°. The input link is extended beyond joint B and an input force (Fin) is applied at the end of it, while an output force is drawn from the midpoint of the output link. If an output force of 30 N is desired from an input force of 10 N, how far the input link should be extended, i.e., what is the distance from point B to the point where Fin is applied. Fin B out undefined 02 04 A. Non-scaled diagram; AB = 10, CD=r4 = 30 (output), all in mm

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