How to Calculate Louvre Pressure Drop
Louvre pressure drop is one of the key parameters of establishing the Louvre requirements for your project as it’s based on the needs of the building and its ventilation system, rather than “free area” which doesn’t really mean anything.
Pressure drop is defined as the pressure differential from one side of a Louvre to the opposite side, often expressed in Pascals (Pa). Louvre pressure drop occurs when frictional forces, caused by the resistance to flow, act on air moving through a Louvre.
Increased louvre pressure drop can prevent equipment inside the ventilated area drawing sufficient air through the Louvre, resulting in overheating, as the equipment has to work harder to draw the air through.
For a real-life example, think about what happens when you partially block the intake of a hairdryer. The increased pressure drop requires the motor to work harder to draw air through, reducing the amount of air getting through and the element overheats. Scale this up to a real situation and consider air being drawn into a heating and ventilating system. The results could be catastrophic!
Pressure drop is defined as the pressure differential from one side of a Louvre to the opposite side, often expressed in Pascals (Pa). Louvre pressure drop occurs when frictional forces, caused by the resistance to flow, act on air moving through a Louvre.
Increased louvre pressure drop can prevent equipment inside the ventilated area drawing sufficient air through the Louvre, resulting in overheating, as the equipment has to work harder to draw the air through.
For a real-life example, think about what happens when you partially block the intake of a hairdryer. The increased pressure drop requires the motor to work harder to draw air through, reducing the amount of air getting through and the element overheats. Scale this up to a real situation and consider air being drawn into a heating and ventilating system. The results could be catastrophic!
The Louvre Pressure Drop Calculation
There’s a formula you can use (pictured below), just plug in the numbers in the right places and you (should) have the right answer.
This pressure drop number must be passed to your mechanical engineer for them to determine whether this number is acceptable. If it isn’t you may need to consider increasing, or decreasing, the amount of Louvre on your building.
Air Density (ρ) is generally 1.225 kg/m³ (at sea level)
Volumetric Flow (qv) is supplied by the ventilation engineer and relates to the amount of air required through the system
Core Area (A) & Discharge Loss Coefficient (CD) are provided by your chosen Louvre manufacturer
This pressure drop number must be passed to your mechanical engineer for them to determine whether this number is acceptable. If it isn’t you may need to consider increasing, or decreasing, the amount of Louvre on your building.
Air Density (ρ) is generally 1.225 kg/m³ (at sea level)
Volumetric Flow (qv) is supplied by the ventilation engineer and relates to the amount of air required through the system
Core Area (A) & Discharge Loss Coefficient (CD) are provided by your chosen Louvre manufacturer
Example Louvre Pressure Drop Calculation
For this example we are working from an example structural opening of 2m² and have decided to specify the CS RSH-5700 Performance Louvre which has a coefficient of 0.32. |
The Core area, the area of the Louvre without mullions, jamb and head, would be 1.796m².
Our mechanical engineer has told us that he requires a Volumetric Flow of 3.78m³ for his air conditioning unit to operate efficiently, and we have assumed an air density of 1.225 kg/m³.
Opening Overall opening = 2m² Chosen Louvre CS RSH-5700 with a Coefficient of 0.32 Core Area
Core Area = 1.796m² Volumetric Flow
Volumetric Flow = 3.78m³
Now that we have established that information we can start plugging it into the formula we mentioned above. To make sure you get an accurate result we’ve actually created an Pressure Drop Calculator to work everything out for you, which you can find here.
The Core area, the area of the Louvre without mullions, jamb and head, would be 1.796m².
Our mechanical engineer has told us that he requires a Volumetric Flow of 3.78m³ for his air conditioning unit to operate efficiently, and we have assumed an air density of 1.225 kg/m³.
Opening Overall opening = 2m² Chosen Louvre CS RSH-5700 with a Coefficient of 0.32 Core Area
Core Area = 1.796m² Volumetric Flow
Volumetric Flow = 3.78m³
Now that we have established that information we can start plugging it into the formula we mentioned above. To make sure you get an accurate result we’ve actually created an Pressure Drop Calculator to work everything out for you, which you can find here.