 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
| Cooling a small factory or workshop using fans | |
 |
|
|
 |
|
|
 |
|
|
 |
|
|
 |
W. Tombling Ltd.
Wembley House
Dozens Bank
West Pinchbeck
Spalding
Lincolnshire
PE11 3ND
U.K.
|
 |

You are here:- home
> cooling index
> fan index
> cooling a small factory or workshop using fans
Cooling a small factory or workshop using fans
In the summer, high temperatures build up inside small workshops and
factory units making them extremely unpleasant to work in. As a temporary
measure portable fans are installed to provide relief for workers, however
while portable fans cool small areas of the building, the rest remains
stiflingly hot.
Roof extractor fans provide a simple, low cost method of cooling for
small buildings or rooms of upto approximately 1400m3 (50,000 cubic feet).
Rate of air change for cooling
Roof extractor fans are normally used to provide 12 – 20 of air changes
per hour for general ventilation, to provide fresh air and remove stale or
contaminated air.
By increasing the air number of air changes to between 60 –
120 per hour, hot air is exhausted from the building and cooler outside air is
sucked in though open doors and windows. As a result the temperature inside the
building is held close to the outside temperature.
The rate of air changes per hour for cooling depends on the building construction
and use:
Recommended air changes for cooling
| Conditions |
Air changes per hour |
| Very warm workplace, offices, shops, etc. |
60 |
| Hot workplace, factory, workshop, warehouse, garage |
80 |
| Very hot workplace, bakeries, kitchens, laundries |
120 |
Calculating fan sizes for cooling
Calculate the volume of the building or room:
Volume(m3) = length(m) x width(m) x height(m)
The extractor fan airflow per hour for cooling is:
Fan airflow (m3/hr) = building volume(m3) x air
changes(changes/hour)
Where air changes for cooling is taken from above table.
Calculating opening sizes for supply air
The effectiveness of this type of cooling is dependant on the size and
position of open loading bays, doors, windows, etc.
To calculate the area of open doors etc. required:
Convert the extractor fan airflow into m3/sec
Fan airflow(m3/s) = Airflow(m3.hr) x 0.00027
The minimum area of open doors etc. is:
Total area (m2) = Fan airflow(m3/s) x 0.3268
If the total area of open doors, windows, etc. is not big enough louvres
or supply fans will need to be installed.
Example
A small workshop measuring 10m x 15m x 3.5m is to be cooled using roof
extraction fans. Calculate the size of extractor fan needed and minimum area of
open doors, windows, etc.
Fan size
From above table 80 air changes per hour are required.
Volume of workshop = length x width x height = 10 x 15 x 3.5 = 525m3
Fan airflow = workshop volume x air changes = 525 x 80 = 42,000 m3/hr
Roof extractor fans with an airflow of 42,000 m3/hr are needed.
Open door, window area
Fan airflow = 42,000 x 0.00027 = 11.34 m3/sec
Total area of open doors etc. = 11.34 x 0.3268 = 3.7m2
Conclusion
Using roof extractor fans to cool buildings of upto 1400m3 has proved to
be a very cost effective. By rapidly removing hot air from the building and
sucking cooler air in through open doors and windows, the temperature inside
can be kept close to the ambient (outdoor) temperature.
For larger factories and workshops over 1400m3 or where complicated air distribution problems exist a
more sophisticated solution is necessary.
You are here:- home
> cooling index
> fan index
> cooling a small factory or workshop using fans
If you found this page useful, please take a moment
to tell a friend or colleague about it.
Copyright © 2003/6, W. Tombling Ltd.
|
|