W 14 x 159 of A992 Steel Section Į Pu = ? nat | Pu = ? 14 ft 10 ft lx = 40 fi 40 ft 16 ft Strong Axis Weak Axis

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Question
### Analysis of W 14 x 159 of A992 Steel Section

**Figure Explanation:**

This diagram illustrates a steel frame section from a W 14 x 159 model made from A992 steel. It focuses primarily on the potential axial loads \( P_u \) applied to both strong and weak axes of the section. The steel section is analyzed to understand load distribution and structural capabilities across these axes.

**Strong Axis:**

- **Label**: Strong Axis
- **Length (lx)**: 40 feet
- **Axial Load (\( P_u \))**: The diagram asks to determine the load along the strong axis.
- **Description**: This side of the diagram represents the stronger axis of the steel section, which typically bears more load due to greater moment of inertia and structural stability.

**Weak Axis:**

- **Label**: Weak Axis
- **Total Length**: 40 feet
- **Sections**:
  - \[ \text{Top Segment: 14 ft} \]
  - \[ \text{Middle Segment: 10 ft} \]
  - \[ \text{Bottom Segment: 16 ft} \]
- **Visual Elements**: The 'X' shaped symbols indicate points of potential lateral support or constraints.
- **Axial Load (\( P_u \))**: The diagram also queries about the load capacity along the weak axis, which usually handles less load compared to the strong axis.
- **Description**: Due to a reduced moment of inertia, the weak axis typically offers less resistance to bending and axial loads.

This structural setup is essential for determining the safe load-bearing capacities of steel sections in construction, allowing engineers to design buildings and structures that can withstand applied forces in multiple directions.
Transcribed Image Text:### Analysis of W 14 x 159 of A992 Steel Section **Figure Explanation:** This diagram illustrates a steel frame section from a W 14 x 159 model made from A992 steel. It focuses primarily on the potential axial loads \( P_u \) applied to both strong and weak axes of the section. The steel section is analyzed to understand load distribution and structural capabilities across these axes. **Strong Axis:** - **Label**: Strong Axis - **Length (lx)**: 40 feet - **Axial Load (\( P_u \))**: The diagram asks to determine the load along the strong axis. - **Description**: This side of the diagram represents the stronger axis of the steel section, which typically bears more load due to greater moment of inertia and structural stability. **Weak Axis:** - **Label**: Weak Axis - **Total Length**: 40 feet - **Sections**: - \[ \text{Top Segment: 14 ft} \] - \[ \text{Middle Segment: 10 ft} \] - \[ \text{Bottom Segment: 16 ft} \] - **Visual Elements**: The 'X' shaped symbols indicate points of potential lateral support or constraints. - **Axial Load (\( P_u \))**: The diagram also queries about the load capacity along the weak axis, which usually handles less load compared to the strong axis. - **Description**: Due to a reduced moment of inertia, the weak axis typically offers less resistance to bending and axial loads. This structural setup is essential for determining the safe load-bearing capacities of steel sections in construction, allowing engineers to design buildings and structures that can withstand applied forces in multiple directions.
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