(25 pts) Determine the slope at A using the conjugate beam method. El is constant. Indicate the magnitude and direction clearly. 30 kN-m 6 m B
(25 pts) Determine the slope at A using the conjugate beam method. El is constant. Indicate the magnitude and direction clearly. 30 kN-m 6 m B
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:**Problem Statement:**
Determine the slope at \( A \) using the **conjugate beam method**. \( EI \) is constant. Indicate the magnitude and direction clearly.
**Diagram Description:**
The given diagram is of a simply supported beam. It has the following details:
- One end of the beam (point \( A \)) has a moment of \( 30 \text{ kN} \cdot \text{m} \) applied in a counterclockwise direction.
- The beam spans a horizontal distance of \( 6 \text{ m} \) between point \( A \) and point \( B \).
- Point \( A \) is supported by a pin support, and point \( B \) is supported by a roller support.
Please use these details to determine the slope at point \( A \) by applying the conjugate beam method, ensuring to show all calculations and clearly indicating both the magnitude and direction of the resulting slope.
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