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# Q8_06M_s - ME 364 Kinematics NAME 50LVT/ﬂ U Summer Term...

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Unformatted text preview: ME 364 - Kinematics NAME 50LVT/ﬂ U Summer Term, 2006 Quiz 8, 25 Points, Open Book Using the complex number approach, analyze the mechanism shown. (a) Determine the series of scalar equations which must be used to solve for the follower (Link 4) position, velocity, and acceleration assuming that the distance, L, the angular position, 9, angular velocity, 9, and angular acceleration, 9, of the Link 2 1s known. (Box each equation in the answer) / _ 40 ”1%; (b) If L :10 inches, 9 = 50°, and Link 2 is known to be rotating clockwise at a constant rate of 20 rad/sec, determine the velocity and acceleration of the follower. . Velocity: 36” /”74f .9 IQ J: _> J _//-T L R: X + L Acceleration: M"-—¥ flat! X‘I—J 4‘ ‘ _, Aw -\ W : Rb“? ﬁrlmy) ; (R R— 5% 577 ~ Mai? ,n 41/ IM} L : R949 :1) R1% ‘ w p- : 1‘ ~ _ ._ ? 'ﬂ RM X: Raw x: R(0;é Q ,i' G) X ‘l'W/MM‘ ’Wh ' .' ,JO _ W )2:(’+,m;)e/& '. @ 19215—2413”, x: (Ruled/456 m5) (4) >3 = “(/1”ff/(QWSWQI‘Fd/ﬁﬂwyﬂd = 3%JY776' MA» ,, cilia) ~20 + 6) @(R R6a):vg 770W, 2735/3 ( II ( R ; 735277 + twig/(vol : @157 5’4 X :ﬂé" Ré 4/4-4/1/lé éﬂéyéa;ﬁf( (If) @" “(9357) cam". “(g/90a: 20%“) I /, I’M/(r [/2 )9 luv/«6 HMWVWCW “ - —422,;y + (7mg 3 ’ ' //</3, £2 NOTE: 14'” Ibférmd/éﬁlﬁ f656t/7‘3‘ 57L eP/Ih Cm/w/afﬂr 16y,» 5%éﬁfacm7l use, Thercév‘e \Srf/b (WW6 w N 4 45:25 AL5V / 14715ij are ﬁne same as 5a (“j/m p1 Illa/\$14M ...
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