Efficient Air Curtain Calculation Method with Engineering Toolbox

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To calculate air curtain values, the Engineering Toolbox calculator is a useful resource, but determining the length of the opening (q) remains unclear. The formula Δp = 2.2 q2 sin(α) / b H3/4 can help, but it requires inputting variables that depend on the specific design needs. Designers must balance the air discharge to ensure comfort for people passing through the curtain. For openings up to 2.5 meters in warehouses and shopping malls, recommended air velocity should be between 5 to 9 m/s, while industrial buildings can handle higher velocities of 35 to 40 m/s. Understanding these parameters is crucial for effective air curtain design.
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I would like to calculate the values for an air curtain. I've tried using the aircurtain calculator from Engineering Toolbox:

http://www.engineeringtoolbox.com/air-curtains-d_129.html

Δp = 2.2 q2 sin(α) / b H3/4

but I'm not sure how to figure in the length of the opening - q (q = air flow through discharge nozzle (m3/s per meter opening width in wall)).

Ultimately I like to have a formula where I can see how the volume of air required changes as the size of the opening changes.

Any thoughts?

Thanks
 
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Its really up to you the designer actually regarding how much air discharge you want people to feel when passing through of course not too much or too little, find a good balance , most formula as such has 2 unknown variable, you get to fill it in and play around with the proportion..

For ware houses, shopping malls and similar buildings with openings up to 2.5 m the velocity should not exceed 5 - 9 m/s. For industrial buildings the velocity can be exceeded to 35 - 40 m/s.
 
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