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Yearbook 2013/2014 - ehedg

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Performance testing of air filters for hygienic environments: Standards and guidelines in the 21st century 51<br />

Similar to EN 1822, the new international standard ISO 29463<br />

defines the scan test method as the reference method, where<br />

the local and the integral particle collection efficiencies are<br />

measured for the most penetrating particle size (MPPS).<br />

Table 1 defines the ISO filter classes and the related collection<br />

efficiencies and penetrations, respectively. In total, the test<br />

and classification procedure consists of four individual steps:<br />

(1) Determination of the MPPS by measuring the fractional<br />

collection efficiency curve as a function of the particle size on<br />

flat sheet media samples (see part 3 of the standard); (2) leakproof<br />

testing of the filter element (see part 4 of the standard);<br />

(3) determination of the integral efficiency of the filter element<br />

(see part 5 of the standard); and (4) classification according to<br />

Table 1 (see part 1 of the standard). In part 3 of the standard,<br />

the required statistical methods are described.<br />

General ventilation air filters<br />

Coarse and fine dust filters ensure sufficient indoor air<br />

quality in less critical production areas and in general<br />

building and office ventilation. In high care production areas,<br />

cleanrooms and associated controlled environments, these<br />

filters are used as pre-filters to the EPA, HEPA and ULPA<br />

filters. Coarse and fine dust filters are tested and classified<br />

in Europe according to EN 779. In contrast to the testing<br />

of HEPA and ULPA filters, the procedure in EN 779 is a<br />

destructive test method, where the tested element is loaded<br />

with a synthetic test dust known as ASHRAE dust. The filter<br />

classes are determined from the average arrestance and<br />

the average efficiency as averaged over the dust loading.<br />

This standard has recently been revised and published as<br />

EN 779:2012. The main modification in this revision is the<br />

introduction of requirements for the minimum efficiencies to<br />

the filter classes F7 to F9, which gives higher operational<br />

safety to the end users with regard to the particle collection<br />

efficiency of filter elements (Table 2).<br />

Table 2. Class definitions to EN 779:2012.<br />

Group<br />

Coarse filter<br />

Fine filter<br />

G<br />

M<br />

Class<br />

G1<br />

Final test<br />

pressure<br />

drop<br />

Average<br />

arrestance A m<br />

to ASHRAE<br />

dust in %<br />

50 ≤ A m<br />

< 65<br />

G2<br />

250 Pa<br />

65 ≤ A m<br />

< 80<br />

G3 80 ≤ A m<br />

< 90<br />

G4<br />

M5<br />

90 ≤ A m<br />

Average<br />

efficiency E m<br />

to 0.4 µm in %<br />

Minimum<br />

efficiency to<br />

0.4 µm in %<br />

— —<br />

40 ≤ E m<br />

< 60<br />

M6 60 ≤ E m<br />

< 80<br />

F F7 450 Pa — 80 ≤ E m<br />

< 90 ≥ 35<br />

F8 90 ≤ E m<br />

< 95 ≥ 55<br />

F9 95 ≤ E m<br />

≥ 70<br />

To ensure a high confidence level of end users with regard<br />

to the quality and design specifications of fine air filters,<br />

the European Committee of Air Handling & Refrigeration<br />

Equipment Manufacturers (Eurovent) introduced some years<br />

ago a certification program, wherein the main performance<br />

characteristics of the products offered by the participants are<br />

verified by regular and independent checks (www.euroventcertification.com).<br />

On an annual base, the initial pressure<br />

—<br />

drop, the initial and minimum particle collection efficiency, the<br />

filter class, and the energy efficiency class of four randomly<br />

chosen fine filters from the participants’ product range are<br />

verified by independent laboratories.<br />

Figure 1. Eurovent certification mark.<br />

Energy efficient operation of air filters<br />

In the context of increasing energy prices and the imperative<br />

of reducing CO 2<br />

emissions, the energy consumption caused<br />

by air handling units has become the focus of attention. In<br />

an average industrial plant approximately 10-20% of the total<br />

energy is consumed by fans in heating, ventilation and air<br />

conditioning (HVAC) systems. In high care production areas<br />

and in cleanrooms and associated controlled environments,<br />

this percentage is even higher. Approximately one-third is<br />

related to the flow resistance (pressure loss) of air filters,<br />

depending on the size and the design of the HVAC units.<br />

Besides investments in energy-efficient fans and variable<br />

speed drives, for example, the optimisation of the filter<br />

efficiencies used and the use of high quality, energy efficient<br />

air filters is a comparably easy possibility to achieve significant<br />

energy savings. Hence, a reduction of the pressure loss of air<br />

filter systems can make a significant contribution to energy<br />

savings and reduction of carbon dioxide emissions when<br />

used in conjunction with variable speed drives. At the same<br />

time, the air quality targets have to be considered, which<br />

means that ultimately the individual optimum of sufficient<br />

filter efficiency with lowest possible energy consumption<br />

must be found.<br />

To guide the end user to the most energy efficient filter<br />

selection, Eurovent published a new document, Eurovent<br />

4/11, which defines an energy efficiency classification<br />

system for air filters.<br />

Under the assumption that the volume flow rate supplied<br />

by the fan is constant, and hence, does not depend on the<br />

filters‘ pressure drop, the energy consumption of air filters<br />

can be calculated by Equation 1 (Goodfellow, 2001).<br />

⎯<br />

q V ⋅ Δp ⋅ t<br />

W = ⎯⎯⎯<br />

η ⋅ 1000 (1)<br />

The abovementioned assumption is valid if the fan is<br />

controlled by a frequency inverter to operate at constant<br />

volume flow rate q V<br />

(in m³/s). In Eq. (1) W (in kWh) is the<br />

energy consumed in the time t (in h). Since the pressure loss<br />

of an air filter increases with the dust collected during the time<br />

of operation, in Eq. (1) the pressure loss Δp (in Pa) has to be<br />

introduced as integral average value over the time interval t.<br />

The overall electromechanical fan efficiency η depends on<br />

the design and the operating conditions of the fan. Modern<br />

fans can have an efficiency of 70%; while for older models<br />

or when utilised in disadvantageous operating conditions,<br />

realised efficiencies might be just 25% or even lower.

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