The goal of this study is to isolate the impact of the garment worn in the cleanroom and its ability to filter human contamination over time.
Cleanroom controls are a major factor in the operation of a facility. Problems with the operation of a cleanroom and the resulting quality issues can lead to major cost, yield, and capacity issues. Simulations are a powerful tool in the design and construction of clean rooms. However, one factor often overlooked in the design is the impact of garment properties as a key source of bacterial contamination.
The KimtechTM team has developed a model and a calculator to help determine how a cleanroom environment will be impacted by the type of garment selected. Our model is based on a single clean room with a given air exchange rate, number of workers, and assumes several factors relating to bioburden generation rate and air exchange through the garment. We also assume air is uniformly mixed and bioburdens escape the garment in a manner like the Bacterial Filtration Efficiency (BFE) assessment (as measured using ASTM-F2101-07).
We used the model to evaluate relative differences between three different hypothetical garments with BFE of 0.60, 0.9, 0.93, and 0.97, respectively. We assumed a 16x20x8’ room (72m3 ), 12 workers, and fan speed of 2m3 /s. Garments otherwise had identical permeability (1e-9cm2 ), thickness (0.2mm), area(2m2 ), and pressure drop from activity (250dyne/cm2 ). We assumed a constant bioburden concentration inside the garment of 8000/cm3 . The difference between garments can be seen in Figure 1 below.
At steady state, the change in bioburden count is described by Equation 1, where K and t are the garment permeability and thickness, respectively. The 0 subscript is for the current or baseline garment.
𝐾0 𝑡0 ⁄ (1−𝐵𝐹𝐸0 )
If we assume the same permeability and thickness in garments, this simplifies to Equation 2.
1−𝐵𝐹𝐸0
This equation allows us easily to calculate expected steady-state benefits from improving BFE. For example, moving from a garment with a BFE=0.6 to a garment with BFE=0.93 will result in 1−0.93 1−0.6 = 17% of the bioburdens at steady state (or an 83% reduction).