Assignment 3.2 -Find the column capacity Pu ? W 14 x 90 of A992 Steel Section Pu =? Pu = ? Ix = 24 ft 12 ft ly = 12 ft 24 ft 12 ft Strong Axis Weak Axis

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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**Assignment 3.2 - Find the column capacity \( P_u \)?**

*W 14 x 90 of A992 Steel Section*

### Diagram Explanation:

The image contains a diagram of a steel column section with two views: one representing the strong axis and the other the weak axis.

- **Strong Axis:**
  - The column is shown vertically with an arrow labeled \( P_u = ? \) pointing downwards, indicating the unknown column capacity to be found.
  - The height of the column along the strong axis is labeled as 24 ft.
  - The dimensions at the base are \( l_x = 24 \, \text{ft} \) and \( l_y = 12 \, \text{ft} \).

- **Weak Axis:**
  - Similarly, this view shows the column with another arrow labeled \( P_u = ? \).
  - The height of the column from the ground to the top is divided into two sections: a lower section of 12 ft and an upper section of 12 ft, totaling 24 ft.

The assignment task is to calculate or determine the column capacity \( P_u \) for each axis.
Transcribed Image Text:**Assignment 3.2 - Find the column capacity \( P_u \)?** *W 14 x 90 of A992 Steel Section* ### Diagram Explanation: The image contains a diagram of a steel column section with two views: one representing the strong axis and the other the weak axis. - **Strong Axis:** - The column is shown vertically with an arrow labeled \( P_u = ? \) pointing downwards, indicating the unknown column capacity to be found. - The height of the column along the strong axis is labeled as 24 ft. - The dimensions at the base are \( l_x = 24 \, \text{ft} \) and \( l_y = 12 \, \text{ft} \). - **Weak Axis:** - Similarly, this view shows the column with another arrow labeled \( P_u = ? \). - The height of the column from the ground to the top is divided into two sections: a lower section of 12 ft and an upper section of 12 ft, totaling 24 ft. The assignment task is to calculate or determine the column capacity \( P_u \) for each axis.
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