11.07.2015 Views

Book - School of Science and Technology

Book - School of Science and Technology

Book - School of Science and Technology

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

Air change <strong>and</strong> ventilation allowanceFor application to the air change concept <strong>and</strong> in order to work in units consistent withthose used for conduction heat loss through the building fabric, the term ventilationallowance is now used, this being related to the air change rate (N):N(1:219 1000)/3600 ˆ (0:339 N) J/s m 3 K ' (N/3) W/m 3 KAir infiltration 47Table 2.9 lists the commonly accepted rates <strong>of</strong> air change for various building types, togetherwith the associated ventilation allowances. It should be noted that the values listed in thistable are confined to the task <strong>of</strong> assessing natural air infiltration for heat loss calculations.They do not necessarily represent desirable ventilation rates for the comfort <strong>of</strong> occupants.Infiltration through window cracksTurning now to the more specific method <strong>of</strong> calculation referred to previously, it shouldbe understood that this is not an alternative to the air-change method, which can beapplied generally to buildings other than those for which it has been developed. The twoinfluences considered in this method are that due to wind pressure <strong>and</strong> that due to thechimney or stack effect in a tall building: each <strong>of</strong> these effects will be dealt with in rathermore detail in Chapter 13. In the present context, research* has concluded that windpressure is the dominant factor, that due to stack effect being small in comparison exceptin very tall buildings <strong>and</strong> other unusual circumstances.Air flow through cracks may be evaluated using the following general expression:Q ˆ C(P) nwhereQ ˆ air volume flow rate per metre run <strong>of</strong> window-opening joint (litre/s)C ˆ window air flow coefficient (litre/m s)n ˆ flow exponent, representing type <strong>of</strong> opening.P ˆ pressure difference across the window (Pa)The air flow coefficient depends upon the character <strong>of</strong> the window, being 0.1 whereweather stripping has been applied <strong>and</strong> 0.2 where it has not. The exponent has beenevaluated as 0.5 for large openings <strong>and</strong> 0.66 for cracks around windows <strong>and</strong> doors.In strict terms, solutions from this equation are, however, applicable only to a buildingwith an open plan form, air entering on one side having free access to a similar escaperoute on the other. In instances where the building has many internal partitions which willimpede the cross-flow, then the building infiltration rate overall may be only 40% <strong>of</strong> thecalculated value. A typical figure for the generality <strong>of</strong> buildings might be 70% <strong>of</strong> thatproduced by the equation.The pressure difference P is a function <strong>of</strong> the prevailing wind speed which will varyaccording to the terrain surrounding the building <strong>and</strong> the height <strong>of</strong> the windows aboveground. Wind speed data published by the Meterological Office relate to a height <strong>of</strong> 10 mabove ground in open country but may be corrected for other situations by use <strong>of</strong> theexpression:V ˆ V m k s z a* Air Infiltration <strong>and</strong> Ventilation Centre, An Application Guide ± Air Infiltration Calculation Techniques,June 1986.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!