Airflow rate through a rectangular section

In summary, to mount rectangular orifice sections on a wall with a differential pressure of 20 Pascals and an inlet air speed of 1100 feet per minute, you will need to calculate the total area required for all the orifices by dividing the air flow by the inlet air speed. Then, divide the total area by the area of each individual orifice section to determine the number of sections needed. Adjustments may need to be made to account for the differential pressure.
  • #1
stoky
7
1
I need to mount several rectangular orifices or sections on a wall with those two factors:

- 20 Pascals differential pressure (negative pressure inside)
- Inlet air speed 1100 feet per minute (5.58 meters per minute)

I've got the section of each window, and the air caudal to renovate. I would like to know how much sections (separated each other) I need. How could I calculate that?
 
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  • #2
The first step to calculating the number of sections is to determine the total area required for all the orifices. This can be done by dividing the total air flow (or caudal) by the inlet air speed. For example, if the total air flow is 50 cubic meters per minute and the inlet air speed is 5.58 meters per minute, then the total area required for all the orifices would be 8.9 square meters.Once you have determined the total area required, you can calculate the number of orifice sections you need by dividing the total area by the area of each individual orifice section. For example, if you have an orifice section with a width of 1 meter and a height of 2 meters, then the total area of the orifice section would be 2 square meters. Therefore, if you need a total area of 8.9 square meters, you will need 4.45 orifice sections (8.9/2 = 4.45).Finally, you should also consider the 20 pascals differential pressure when calculating the number of orifice sections. As the differential pressure increases, the size of the orifice sections must also increase in order to maintain the same air flow rate. Therefore, you may need to adjust the number of orifice sections depending on the differential pressure.
 

1. What is airflow rate through a rectangular section?

The airflow rate through a rectangular section is the volume of air passing through a rectangular-shaped object or space in a given period of time. It is typically measured in cubic feet per minute (CFM).

2. How is airflow rate through a rectangular section calculated?

To calculate the airflow rate through a rectangular section, you will need to know the dimensions of the rectangular section (length, width, and height) and the velocity of the air passing through it. The formula for calculating airflow rate is: Airflow rate = (length x width x velocity) x height.

3. What factors can affect the airflow rate through a rectangular section?

Several factors can affect the airflow rate through a rectangular section, including the size and shape of the section, the velocity of the air, and any obstructions or barriers in the path of the air. Temperature, humidity, and pressure can also impact airflow rate.

4. Why is airflow rate through a rectangular section important to measure?

Airflow rate through a rectangular section is an important measurement in various industries, including HVAC, aerospace, and automotive. It can help determine the efficiency of a system, the amount of air needed for ventilation, and the potential for heat transfer.

5. How can airflow rate through a rectangular section be controlled?

The airflow rate through a rectangular section can be controlled by adjusting the velocity of the air, changing the size or shape of the section, or removing any obstructions in the airflow path. Using dampers or valves can also help regulate airflow rate in certain systems.

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