The clean room is designed to keep the airborne particles in the air below the defined cleanliness level and also maintain the required cleanliness for the materials, chemicals, and water supplied in the space. It can manage the environmental conditions such as temperature, humidity, pressure and so on, if necessary.
The cleanliness standard of the clean room is generally applied to the KS standard
- Industrial clean room : U.S FEDERAL STANDARD 209E
- Biological clean room : NASA standard, NHB5340.2 but now the above is standard
●Five principles of clean room
These are the five principles that must be adhered to safely and efficiently maintain a clean room. It prevents and suppresses the generation of dust in the room and prevents the infiltration of dust from the outside. Once dust is generated and infiltrated, the clean room keeps the infiltrated dust not to accumulate and removes the dust and maintains constant temperature, humidity and pressure in the room at all times.
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)
●Clean Room Standard
- [KS I ISO 14644-1] Clean room and related control environment - Air cleanliness classification
- [KS I ISO 14644-2] Clean room and related control environment - Test and monitoring standard for maintaining continuous rating
- [KS I ISO 14644-3] Clean room and related control environment - Test method
- [KS I ISO 14644-4] Clean room and related control environment – Design, construction, beginning of operation
- [KS I ISO 14644-5] Clean room and related control environment - Operation
- [KS I ISO 14644-6] Clean room and related control environment - Terminology
- [KS I ISO 14644-7] Clean room and related control environment - Separator
- [KS I ISO 14644-8] Clean room and related control environment - Classification of air cleanliness according to
concentration of chemicals
- [KS I ISO 14644-9] Clean room and related control environment - Classification of surface cleanliness according to attached particle concentration
- [KS I ISO 14644-10] Clean room and related control environment – Classification of surface cleanliness according to concentration of chemicals
- [U.S FEDERAL STANDARD 209E] Standard Practice for Design and Construction of Aerospace Clean rooms and Contamination Controlled Areas
- [ISO DIS 14644-1] Clean rooms and associated controlled environments
- [NASA NHB 5340.2] Clean Rooms & Work Stations for the Microbially Controlled Environment +Cancelled, No