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Consider the free-body diagram of the beam shown in . The beam is in equilibrium. The support reactions are shown, together with the external uniformly distributed load , applied at the position indicated.
Which of the following correctly represents the
Use the sign convention for forces and moments shown in the figure.
Figure P3. Beam free-body diagram
Select the correct answer.
Figure P2. Stabilising rope connection
. Using the dimensions provided in the figure for AD and AC,
determine the length of member BD
. Express your answer in metres to at least 2 decimal places.
Figure P1. Truss
To receive marks for this question, you must submit a hard copy of your FBD at the end of your test. Do not write in the text box.
Consider the frame that is loaded as shown in Figure P17.
The frame consists of multiple beams welded together. The frame is supported at three locations, by a guided roller, pin and a fixed support as indicated in the figure.
Draw the complete free-body diagram (FBD) of the frame using the parameters given in the figure.
Instructions
Use the following sign convention:
Figure P17. Frame system for free-body diagram construction (not to scale). Version 5124.
Consider the shown in
Determine the number of
Select the correct number.
Figure P14. Pin-connected truss bridge.
Consider the shown in . All joints are pin-connected. The left and right supports are pin supports.
Determine the of the truss.
Select the correct statement.
Figure P14. Pin-connected truss bridge.
Consider the beam systems shown below. Each support is either a fixed, roller or pin support.
Select which beam is unstable based on its support configuration.
Ensure you consider both translation (in the x and y directions) and rotation.
,
varying
linearly from zero at B to a maximum at C, as shown. The beam span between A and D is as shown on the diagram.Which of the following correctly identifies the value of x (in m) where x is the point of application (distance from A ) of the equivalent resultant force due to the triangular distributed load?
Assume the load acts vertically downward and varies linearly as shown in the figure.
Figure P11b. The point of application of the equivalent resultant force FEQ due to the triangular distributed load, x (in m), measured from point A
Consider the diagram of a
A triangular distributed load is applied to the beam, increasing from . The beam is in equilibrium.
Determine the due to the triangularly distributed load.
Select the correct value of F (in kN).
Figure P10. Simply supported beam with a triangular distributed load.
Consider the free-body diagram of a simply supported beam shown in Figure P9. A uniformly distributed load of magnitude w1 = 19 kN/m is applied over a section of the beam, as indicated in the figure. The span of the beam from point A to point B, is L = 19 m. The beam is in equilibrium.
Determine the due to the uniformly distributed load.
Select the correct value of F (in kN).
Figure P9. Simply supported beam with uniformly distributed load applied over a section of the beam.