The area information is given as following. A,=338.6mm A=338.6mm A=233.5mm A-170.2mm A-255.2mm A,=84.6mm 211 8 If the following measured information is given, Location units 1 2 3 4 5 6 Manometer (Total) Height mm 155 150 140 135 129 124 Manometer mm 150 140 125 120 120 120 Height (Static) Area mm2 338.6 233.5 84.6 170.2 255.2 338.6 Volume ml 431 431 431 431 431 431 time 10.580 10.580 10.580 10.580 10.580 10.580 Water Density kg/m3 1000 1000 1000 1000 1000 1000 Water Viscosity kg/m-s 1.052E-03 1.052E-03 1.052E-03 1.052E-03 1.052E-03 1.052E-03 gravitational Acceleration m/s2 9.81 9.81 9.81 9.81 9.81 9.81 Find the value of Cv to match volume flow rates (Q, m3/s) at location 3 using 1. the manometers' heights and 2. volume and time information. where Cv is the correction factor which Cv * Q (m3/s) based on the manometers' heights = Q ( m3/s) based on volume and time information

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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## Transcription of Technical Diagram and Table Data

### Diagram Explanation

The diagram illustrates a fluid flow section with varying cross-sectional areas. Starting from the left, the areas and their measurements are as follows:

- **A1 = 338.6 mm²**
- **A2 = 233.5 mm²**
- **A3 = 84.6 mm²**
- **A4 = 170.2 mm²**
- **A5 = 255.2 mm²**
- **A6 = 338.6 mm²**

An 8° angle marks the transition between the narrowest and broader sections. This setup is likely used for analyzing changes in flow rate and pressure through different sections.

### Data Table

The table provides measured information at different locations along the setup. The critical data points are bolded.

#### Table Header

- **Location** (numbered 1 to 6)
- **Units** for each measurement

#### Measurements

1. **Manometer (Total) Height** in mm:
   - Locations 1 to 6: 155, 150, **140**, 135, 129, 124
   
2. **Manometer Height (Static)** in mm:
   - Locations 1 to 6: 150, 140, **125**, 120, 120, 120

3. **Area** in mm²:
   - Locations 1 to 6: 338.6, 233.5, **84.6**, 170.2, 255.2, 338.6

4. **Volume** in ml:
   - All locations: 431

5. **Time** in seconds:
   - All locations: **10.580**

6. **Water Density** in kg/m³:
   - All locations: 1000

7. **Water Viscosity** in kg/m·s:
   - All locations: 1.052E-03

8. **Gravitational Acceleration** in m/s²:
   - All locations: **9.81**

### Task Instruction

**Find the value of Cv to match volume flow rates (Q, m³/s) at location 3** using:
1. The manometers' heights
2. Volume and time information

**Where Cv is the correction factor,** the equation is:

\[ \text{Cv} \times Q (\text{m
Transcribed Image Text:## Transcription of Technical Diagram and Table Data ### Diagram Explanation The diagram illustrates a fluid flow section with varying cross-sectional areas. Starting from the left, the areas and their measurements are as follows: - **A1 = 338.6 mm²** - **A2 = 233.5 mm²** - **A3 = 84.6 mm²** - **A4 = 170.2 mm²** - **A5 = 255.2 mm²** - **A6 = 338.6 mm²** An 8° angle marks the transition between the narrowest and broader sections. This setup is likely used for analyzing changes in flow rate and pressure through different sections. ### Data Table The table provides measured information at different locations along the setup. The critical data points are bolded. #### Table Header - **Location** (numbered 1 to 6) - **Units** for each measurement #### Measurements 1. **Manometer (Total) Height** in mm: - Locations 1 to 6: 155, 150, **140**, 135, 129, 124 2. **Manometer Height (Static)** in mm: - Locations 1 to 6: 150, 140, **125**, 120, 120, 120 3. **Area** in mm²: - Locations 1 to 6: 338.6, 233.5, **84.6**, 170.2, 255.2, 338.6 4. **Volume** in ml: - All locations: 431 5. **Time** in seconds: - All locations: **10.580** 6. **Water Density** in kg/m³: - All locations: 1000 7. **Water Viscosity** in kg/m·s: - All locations: 1.052E-03 8. **Gravitational Acceleration** in m/s²: - All locations: **9.81** ### Task Instruction **Find the value of Cv to match volume flow rates (Q, m³/s) at location 3** using: 1. The manometers' heights 2. Volume and time information **Where Cv is the correction factor,** the equation is: \[ \text{Cv} \times Q (\text{m
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