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Texas A&M University College of Engineering

CVEN 221 – Statics

Posted on July 26, 2021 by Abigail Stason

Flipped Classes – Example Problems

Material Covered MP4 Time Notes

Determine the x, y, and z scalar components of a 3-D force. Express the force in Cartesian vector form. Determine the magnitude of the rectangular components of the force along the line of action of a second force.

Text Problem #2-65
Video
25 mins Problem 2-65
1) Locations of centroids Video 31 mins Class notes
2) Compute reactions Video 43 mins Class notes
3) Compute frame reactions Video 34 mins Class notes
4) Volumes of rotation Video 15 mins Class notes
5) Water pressure Video 14 mins Class notes
6) Flexible cable forces Video 28 mins Class notes
7) Truss member forces by method of joints Video 35 mins Class notes
8) Truss member forces by method of sections Video 14 mins Class notes
9) Friction Video 42 mins Class notes
10) Internal member forces – Axial Video 19 mins Class notes
11) Internal member forces – Torque Video 41 mins Class notes
12) Internal shear and moment at a point in a frame Video 10 mins Class notes
13) Forces on pins in frames Video 46 mins Class notes
14) Shear and moment (V&M) diagrams by free-body equilibrium (cut-cut-cut) Video 26 mins Class notes
15) Shear and moment (V&M) diagrams by graphical solutions Video 20 mins Class notes
16) V&M diagrams for a 1200N concentrated load on a simply supported beam Video 23 mins Class notes
17) V&M diagrams for a 2k/ft distributed load over left end of a simply supported beam Video 21 mins Class notes
18) Drawing V&M diagrams for a 2k/ft distributed load on a simply supported beam, and how to write the corresponding V&M equations for the beam. Video 47 mins Class notes

19) Drawing V&M diagrams for a 2k/ft uniform/triangular distributed load on a overhanging simply supported beam.  Also, how to write V&M equations for the beam. 19a) Drawing V&M diagrams for a 2k/ft uniform/triangular distributed load on a overhanging simply supported beam.  (First half of above)

19b) How to write V&M equations for the above beam. (Second half of above)

Video 

Video

 

Video

68 mins 

36 minutes

 

32 minutes

Class notes 

Class notes

 

Class notes

20) Calculation of moment of inertia for an I shape Video 12 mins Class notes
21) Moment of inertia for a T shape Video 17 mins Class notes
22) Moment of inertia for a rectangle with semicircular holes Video 14 mins Class notes
23) Moment of inertia for a rectangle with triangular hole Video 3 mins Class notes
24) Location and calculation of zero-force members Video 19 mins Class notes
25) How to use Engineering Equation Solver Video 25 mins Notes

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