1. Given the figure below plot the pore pressure, total stress and effective stress at the top, bottom and midpoint of each soil layer, provide a plot with all numerical values of depth and stress in tabular form and on a depth v stress plot. Oft Sand Vmoist = 122 pcf Yaat = 151 pcf I 12ft 30ft Clay Ysat = 144 pcf 70ft

Structural Analysis
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Chapter2: Loads On Structures
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**Soil Mechanics: Plotting Pore Pressure, Total Stress, and Effective Stress**

1. **Objective:**
   Given the figure below, plot the pore pressure, total stress, and effective stress at the top, bottom, and midpoint of each soil layer. Provide a plot with all numerical values of depth and stress in tabular form and on a depth vs. stress plot.

2. **Soil Profile:**

   - **0 ft - 30 ft:** Sand
     - Moist unit weight (\( \gamma_{moist} \)) = 122 pcf
     - Saturated unit weight (\( \gamma_{sat} \)) = 151 pcf
   - **30 ft - 70 ft:**  Clay
     - Saturated unit weight (\( \gamma_{sat} \)) = 144 pcf
   - **70 ft - 120 ft:** Sand
     - Saturated unit weight (\( \gamma_{sat} \)) = 128 pcf

3. **Depth Intervals:**

   - Depth: 0 ft, 12 ft, 30 ft, 70 ft, 120 ft

4. **Instructions:**

   - Calculate the pore pressure, total stress, and effective stress at the specified depths for each soil layer.
   - Present the data in tabular form.
   - Create a depth vs. stress plot to visualize the variation in stresses with depth.

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**Figure Description:**

A vertical soil profile is illustrated with the following layers:

- **0 ft to 30 ft:** Sand with \( \gamma_{moist} = 122 \) pcf and \( \gamma_{sat} = 151 \) pcf.
- **30 ft to 70 ft:** Clay with \( \gamma_{sat} = 144 \) pcf.
- **70 ft to 120 ft:** Sand with \( \gamma_{sat} = 128 \) pcf.

An additional detail at 12 ft depth within the sand layer indicates a point of interest (represented by an inverted triangle symbol).

---

**Note:** This exercise involves calculating and plotting the stresses for better understanding soil behaviors under various conditions. Understanding the concept of stresses in soil mechanics is critical to various civil engineering applications such as foundation design, slope stability analysis, and earth retaining structures.
Transcribed Image Text:--- **Soil Mechanics: Plotting Pore Pressure, Total Stress, and Effective Stress** 1. **Objective:** Given the figure below, plot the pore pressure, total stress, and effective stress at the top, bottom, and midpoint of each soil layer. Provide a plot with all numerical values of depth and stress in tabular form and on a depth vs. stress plot. 2. **Soil Profile:** - **0 ft - 30 ft:** Sand - Moist unit weight (\( \gamma_{moist} \)) = 122 pcf - Saturated unit weight (\( \gamma_{sat} \)) = 151 pcf - **30 ft - 70 ft:** Clay - Saturated unit weight (\( \gamma_{sat} \)) = 144 pcf - **70 ft - 120 ft:** Sand - Saturated unit weight (\( \gamma_{sat} \)) = 128 pcf 3. **Depth Intervals:** - Depth: 0 ft, 12 ft, 30 ft, 70 ft, 120 ft 4. **Instructions:** - Calculate the pore pressure, total stress, and effective stress at the specified depths for each soil layer. - Present the data in tabular form. - Create a depth vs. stress plot to visualize the variation in stresses with depth. --- **Figure Description:** A vertical soil profile is illustrated with the following layers: - **0 ft to 30 ft:** Sand with \( \gamma_{moist} = 122 \) pcf and \( \gamma_{sat} = 151 \) pcf. - **30 ft to 70 ft:** Clay with \( \gamma_{sat} = 144 \) pcf. - **70 ft to 120 ft:** Sand with \( \gamma_{sat} = 128 \) pcf. An additional detail at 12 ft depth within the sand layer indicates a point of interest (represented by an inverted triangle symbol). --- **Note:** This exercise involves calculating and plotting the stresses for better understanding soil behaviors under various conditions. Understanding the concept of stresses in soil mechanics is critical to various civil engineering applications such as foundation design, slope stability analysis, and earth retaining structures.
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