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Statics and Dynamics Exam 2 - MEEN2130 - Prof. Zhi-Gang Feng, Exams of Mechanical Engineering

A sample exam for the statics and dynamics course (meen2130) at unt college of engineering. The exam consists of two parts. Part i includes short-answer questions about determining zero force members, calculating forces using the method of joints and sections, and finding internal forces and moments. Part 2 involves drawing free-body diagrams (fbd) and solving problems related to friction, projectile motion, and circular motion. Students are advised to put their work on the exam sheets for partial credit.

Typology: Exams

Pre 2010

Uploaded on 08/19/2009

koofers-user-s43
koofers-user-s43 🇺🇸

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Download Statics and Dynamics Exam 2 - MEEN2130 - Prof. Zhi-Gang Feng and more Exams Mechanical Engineering in PDF only on Docsity!                   General Instructions:    1. Answer the questions in the space provided. If you run out of room for an  answer, continue on the back of the page. Please do not remove the staple.     2. Calculator and a one­side A4 size formula (no solutions to any problems)  sheet are allowed, but no other reference material is to be used. You may  also request formula and equations from me.    3. The exam has two parts and contains short­answer and long­answer  questions. Please read the directions of each part before you proceed.       UNT College of Engineering MEEN2130  Statics and Dynamics  EXAM #2      (Sample)               Your Name___________________________________      UNT_ID (last four digits)____________________  1 | P a g e Part I Enter the answer (including the unit if applicable) for each question into the space provided. It is advised to put your work on the exam sheets so you may get partial credits for having right procedures but incorrect answers. 1. For the truss shown below. a. List the zero force members; b. To determine the force in member CD and DE, we could use the Method of Joints and apply the equilibrium conditions for joint D since it only has two unknowns. Solve the force in member CD and member DE and indicate if it is tension or compression. Answer: Zero force members: FCD = ( ) FDE = ( ) 2. To find the force in member GF, we can use the Method of Sections by cutting the truss into two parts as shown in figure (a). Draw the FBD for the left part in figure (b) and find the force in member GF and indicate if it is tension or compression. Answer: (a) FBD on the graph (b) FGF = ( ) 4 | P a g e 7. Determine the height on the wall to which the firefighter can project water from the hose, if θ=40o and the speed of the water at the nozzle is 48 ft/s. Answer: (a) s = ( ) Part 2: Draw FBD if necessary, show all the steps, box your final answers. 2-1. Block A has a mass of 50 kg and rests on surface for which μs=0.25. If the coefficient of static friction between the cord and the fixed peg at C is μs=0.3, determine the greatest mass of the suspended cylinder D without causing motion. 5 | P a g e 2-2. The pedestrian bridge truss shown has 10 000N applied loads at points I, J, and K. Find the forces in member IJ and FG, show if they are compression or tension. 2-3. A particle travels along the circular path having a radius of 20 m at speed 4 m/s. For a short distance from A (A is also the start of s-coordinate, s=0), its speed is increased by v=(0.05s) m/s2 where s is in meters. When it has moved s = 10 m, determine a. The speed at s=10 m; b. The magnitude of its acceleration at s=10 m; c. Its average speed during this time period; d. Its average velocity during this time period.
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