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45° 2m y Fig. 35

45° 2m y Fig. 35

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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**Problem 7: Recalculating the Holding Moment** If the square gate is placed at an angle of 45° as shown in Figure 35, recalculate the holding moment again. Note: the y-axis has been redefined to follow the gate for convenience. **Explanation:** This problem requires recalculating the holding moment when a square gate is positioned at a 45-degree angle. The task involves applying principles of mechanics to determine the effects of this new orientation. The y-axis adjustment simplifies calculations by aligning with the gate's orientation.
Transcribed Image Text:**Problem 7: Recalculating the Holding Moment** If the square gate is placed at an angle of 45° as shown in Figure 35, recalculate the holding moment again. Note: the y-axis has been redefined to follow the gate for convenience. **Explanation:** This problem requires recalculating the holding moment when a square gate is positioned at a 45-degree angle. The task involves applying principles of mechanics to determine the effects of this new orientation. The y-axis adjustment simplifies calculations by aligning with the gate's orientation.
### Figure 35: Inclined Plane with Rolling Object This diagram illustrates a simple mechanical setup featuring an inclined plane. Key components of the diagram are as follows: - **Inclined Plane:** The slope is positioned at an angle of 45 degrees relative to the horizontal surface. - **Object:** A spherical object (represented as an orange circle) is situated on the inclined plane. - **Height:** The vertical height from the top of the inclined plane to the base is 2 meters. - **Dimensions:** - The inclined plane extends horizontally by a distance labeled as "y'." - The vertical distance from the initial position of the object to the flat surface is labeled as "y." - **Arrow:** An arrow indicates the direction of potential movement down the incline due to gravitational force. This setup is typically used to study the effects of gravitational force components on objects on inclined surfaces, focusing on concepts such as acceleration, friction, and potential energy conversion.
Transcribed Image Text:### Figure 35: Inclined Plane with Rolling Object This diagram illustrates a simple mechanical setup featuring an inclined plane. Key components of the diagram are as follows: - **Inclined Plane:** The slope is positioned at an angle of 45 degrees relative to the horizontal surface. - **Object:** A spherical object (represented as an orange circle) is situated on the inclined plane. - **Height:** The vertical height from the top of the inclined plane to the base is 2 meters. - **Dimensions:** - The inclined plane extends horizontally by a distance labeled as "y'." - The vertical distance from the initial position of the object to the flat surface is labeled as "y." - **Arrow:** An arrow indicates the direction of potential movement down the incline due to gravitational force. This setup is typically used to study the effects of gravitational force components on objects on inclined surfaces, focusing on concepts such as acceleration, friction, and potential energy conversion.
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