stress at point B on the cross section of the post at section a-a given that P = 5.5 kN, F = 3.4 kN. A)Determine the normal stress at

Elements Of Electromagnetics
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ISBN:9780190698614
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Determine the state of stress at point B on the cross section of the post at section a-a given that P = 5.5 kN, F = 3.4 kN.

A)Determine the normal stress at point B.

B) Determine the shear stress component [(τxz)V]B at point B.

C) Determine the shear stress component [(τxy)V]B at point B.

The image shows a structural diagram of a vertical beam anchored at its base. The main features are labeled with dimensions and forces.

### Diagram Description:

1. **Vertical Beam:**
   - The beam has a square cross-section of 100 mm by 100 mm and rises vertically. It is anchored at the base depicted in a shaded area with bolts.

2. **Dimensions:**
   - The height from the base to the point where force is applied is 400 mm.
   - The distance between certain points on the cross-section is shown as 50 mm.

3. **Forces:**
   - Two forces are acting diagonally on opposite sides of the beam:
     - Force **F** is applied to the right of the beam.
     - Force **P** is applied to the left of the beam.
  
4. **Cross-Section a-a:**
   - A section labeled **a-a** is shown separately, illustrating the detailed arrangement of the cross-section with grid lines at 50 mm intervals. Points **A** and **B** mark specific grid intersections.

5. **Axes:**
   - The base is labeled with axes: z-axis coming out towards the viewer, x, and y lie on the plane.

This diagram is typically used to explain concepts of structural mechanics, such as the distribution of forces, bending moments, and stress analysis in beams.
Transcribed Image Text:The image shows a structural diagram of a vertical beam anchored at its base. The main features are labeled with dimensions and forces. ### Diagram Description: 1. **Vertical Beam:** - The beam has a square cross-section of 100 mm by 100 mm and rises vertically. It is anchored at the base depicted in a shaded area with bolts. 2. **Dimensions:** - The height from the base to the point where force is applied is 400 mm. - The distance between certain points on the cross-section is shown as 50 mm. 3. **Forces:** - Two forces are acting diagonally on opposite sides of the beam: - Force **F** is applied to the right of the beam. - Force **P** is applied to the left of the beam. 4. **Cross-Section a-a:** - A section labeled **a-a** is shown separately, illustrating the detailed arrangement of the cross-section with grid lines at 50 mm intervals. Points **A** and **B** mark specific grid intersections. 5. **Axes:** - The base is labeled with axes: z-axis coming out towards the viewer, x, and y lie on the plane. This diagram is typically used to explain concepts of structural mechanics, such as the distribution of forces, bending moments, and stress analysis in beams.
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