. For the tank shown in figure below, determine the depth of the oil h if the reading of the bottom pressure gage is 35.5 psig, the top of the tank is sealed, and the ton gage 206.7 kPa (gage). reads Air Oil h (sg = 0.95)
. For the tank shown in figure below, determine the depth of the oil h if the reading of the bottom pressure gage is 35.5 psig, the top of the tank is sealed, and the ton gage 206.7 kPa (gage). reads Air Oil h (sg = 0.95)
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:**Problem Statement:**
For the tank shown in the figure, determine the depth of the oil \( h \) if the reading of the bottom pressure gauge is 35.5 psig, the top of the tank is sealed, and the top gauge reads 206.7 kPa (gauge).
**Diagram Explanation:**
The diagram illustrates a closed tank containing oil with an air space above it. The following elements are key:
- **Oil Section:** The oil is contained within the tank, denoted with a specific gravity (\( sg \)) of 0.95. The depth of the oil is represented as \( h \).
- **Air Space:** Located above the oil, indicating the tank is not completely filled with oil.
- **Pressure Gauges:**
- **Top Gauge:** Attached at the top of the tank, reads 206.7 kPa (gauge).
- **Bottom Gauge:** Positioned below the oil section, reads 35.5 psig.
**Goal:**
The task is to determine the depth \( h \) of the oil using the pressure readings provided by the gauges and considering the properties of the oil and the sealed nature of the tank.
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