he elevation of BM 132 is known to be 153.236 m. The length of the level run was 780 1, with each station equally spaced. Adjust the elevation of each station such that the or is evenly spaced. Show sample calculations of your work. etermine the accuracy ratio and state whether the survey meets the requirement of a

Structural Analysis
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Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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Could you just do the final part and do it handwritten so I can understand it? Thank you!!!

The image presents a differential leveling exercise from an educational context, specifically focusing on elevation calculations. 

**Differential Leveling Exercise:**

1. **Objective:**
   - Determine the elevation of each station.
   - Given: The elevation of BM 132 is known to be 153.236 m.

2. **Adjusting Elevations:**
   - The level run length is 780 m, divided equally among stations.
   - Adjust the elevation so the error is evenly spread.

3. **Accuracy Requirement:**
   - Evaluate if the survey meets an accuracy ratio of less than 1/3,000.

**Table 2 Overview:**

| Station | BS [m] | HI [m] | FS [m] | Elevation [m] |
|---------|--------|--------|--------|---------------|
| BM 130  | 0.608  |        |        | 153.285       |
| TP 1    | 1.030  | 1.525  |        |               |
| TP 2    | 0.482  |        | 0.736  |               |
| TP 3    | 1.591  | 2.283  |        |               |
| BM K110 | 2.145  |        | 1.885  |               |
| TP 4    | 1.997  | 1.735  |        |               |
| BM 132  |        |        | 0.321  |               |

- **Columns Explanation:**
  - **Station:** Designation of the point.
  - **BS [m] (Backsight):** Measurement from the previous point to the instrument.
  - **HI [m] (Height of Instrument):** Elevation of the instrument calculated from BS.
  - **FS [m] (Foresight):** Measurement from the instrument to the next point.
  - **Elevation [m]:** Elevation of the point being measured.

4. **Sample Calculation:**
   - Elevations are calculated using the formula: Elevation = HI - FS.
   - Measurements are adjusted for systematic errors.

Understanding this process is crucial for surveying, ensuring precise and reliable elevation data, essential for construction, mapping, and civil engineering projects.
Transcribed Image Text:The image presents a differential leveling exercise from an educational context, specifically focusing on elevation calculations. **Differential Leveling Exercise:** 1. **Objective:** - Determine the elevation of each station. - Given: The elevation of BM 132 is known to be 153.236 m. 2. **Adjusting Elevations:** - The level run length is 780 m, divided equally among stations. - Adjust the elevation so the error is evenly spread. 3. **Accuracy Requirement:** - Evaluate if the survey meets an accuracy ratio of less than 1/3,000. **Table 2 Overview:** | Station | BS [m] | HI [m] | FS [m] | Elevation [m] | |---------|--------|--------|--------|---------------| | BM 130 | 0.608 | | | 153.285 | | TP 1 | 1.030 | 1.525 | | | | TP 2 | 0.482 | | 0.736 | | | TP 3 | 1.591 | 2.283 | | | | BM K110 | 2.145 | | 1.885 | | | TP 4 | 1.997 | 1.735 | | | | BM 132 | | | 0.321 | | - **Columns Explanation:** - **Station:** Designation of the point. - **BS [m] (Backsight):** Measurement from the previous point to the instrument. - **HI [m] (Height of Instrument):** Elevation of the instrument calculated from BS. - **FS [m] (Foresight):** Measurement from the instrument to the next point. - **Elevation [m]:** Elevation of the point being measured. 4. **Sample Calculation:** - Elevations are calculated using the formula: Elevation = HI - FS. - Measurements are adjusted for systematic errors. Understanding this process is crucial for surveying, ensuring precise and reliable elevation data, essential for construction, mapping, and civil engineering projects.
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