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Elementary Dynamics Equation Sheet: Oklahoma State University Engineering Science 2123 - P, Exams of Dynamics

An equation sheet for the elementary dynamics course at oklahoma state university. It covers various topics including constant acceleration, cartesian and cylindrical coordinates, normal and tangential components, relative motion, and kinetics of a particle. Students will find definitions, formulas, and examples to help understand these concepts.

Typology: Exams

2012/2013

Uploaded on 05/01/2013

happycamper1592
happycamper1592 🇺🇸

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Download Elementary Dynamics Equation Sheet: Oklahoma State University Engineering Science 2123 - P and more Exams Dynamics in PDF only on Docsity! Name / DS. Oklahoma State University Engineering Science 2123 Elementary Dynamics Spring 2013 - Exam 2 1. (25) A 10-Ib suitcase slides down the curved ramp for which the coefficient of kinetic friction is uy, = 0.2. If at the instant it reaches point A it has a speed of 5 ft/s, determine the normal force on the suitcase and the rate of increase of its speed. sey Ke Zp = Man 2 N- /0 ces afIP_ \ £ el al =-/1S= Gn, - a8) * 4 2 xe-b — Pe N= 6.83 Ib ~, ° . @= - $4.3 ZF mM Ay 74-1 = Up Nt 1D 5AOH dx 4 as aud DZ N+4/DSAB= et im Se A * 23.0 Fy,2 Name / DS. 2. (25) Rod OA rotates counterclockwise with a constant angular velocity of 6 =5rad/s. The double collar B is pin-connected together such that one collar slides over the rotating rod and the other slides over the horizontal curved rod, of which the shape is described by the equation r = 1.5(2 —cos@)ft. If both collars together weigh 0.75 lb, determine the normal force which the curved rod exerts on the one collar at the instant @ = 120°. Neglect friction. ~ \p\N “NU Ge Pe JW/\6 Fr /.S(Z-t0s 0) ) & LS Stn 1r=15(2-coso) ft ES = Z.87 ie 28, = 7d.9° = 48 (2-cos6) = 3.78 Et. TSO 5.0 = 6Sd Ets of oe a “2 Ces 1S (B50 +e cos)” = —1B.7S fU/s* avd B= 1Z%./° 3°, Ar=c-v~e* = 112.8 Ft/)s= 2. Fe = MAY —W cos B “(yew 32-2 —® P= 2.77 Ib
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