Determine the angular acceleration of links 3 and 4given that L1 = 10 mm, L2 = 5 mm, L3 = 6 mm, L4 =3 mm, sin(02) = 3/5, w2 = 1 rad/sec and az = 1 rad /sec?.%3DYou must• start by performing position analysis and focusingon open configuration• Use analytical method for all of your calculationsRpP3B4A038492102042)

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iven that L1 = 10 mm, L2 = 5 mm, L3 = 6 mm, L4 = mm, sin(02) = 3/5, @2 = 1 rad/sec and a, = 1 rad /sec?. ou must • start by performing position analysis and focusing on open configuration • Use analytical method for all of your calculations Rp P

iven that L1 = 10 mm, L2 = 5 mm, L3 = 6 mm, L4 = mm, sin(02) = 3/5, @2 = 1 rad/sec and a, = 1 rad /sec?. ou must • start by performing position analysis and focusing on open configuration • Use analytical method for all of your calculations Rp P

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 kinematic diagram of the arm slide mechanism, shown below, is oriented at 12 = 600 with an angular limb and 12 = 50 ??? / ? as the speed of the mechanism. Please do the following about the order. a- Write the Vector Closure Equation and bring it into scalar form. b- Make a position analysis and find S13, ?14. c- Find 13, ?̇14 ‘by analyzing velocity.
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In the kinematic diagram, the limb dimensions are given below, in the arm slide mechanism, the actuating limb angular position is (theta)θ12 = 600 and the speed of the mechanism is given as (thetadot)θ'12 = 50 rad / s . Do the following operations respectively. Find S'13, (thetawithdot)θ'14 by analyzing velocity.
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The kinematic diagram is given as ?12 = 600 and the speed of the mechanism is constant and ?'-12 = 50 rad/second in the slide mechanism, the limb dimensions of which are given below. Find the following items. a) Write the vector closure equations. b) Put the vector closure equations in scalar form. c)Find ?13, ?14. d)Find s'13, ?14. e)Find s'', ?14.
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