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Book - School of Science and Technology

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662 Running costsAfter allowance has been made for typical combustion inefficiency (75% for gas <strong>and</strong>oil; 65% for coal) the proportion <strong>of</strong> primary energy actually remaining for use in buildingsystems is approximately as follows:Electricity 26%Coal 63%Natural gas <strong>and</strong> oil 69%The order <strong>of</strong> these figures must be borne in mind when considering the merits <strong>of</strong>conservation measures <strong>and</strong> those <strong>of</strong> alternative sources <strong>of</strong> energy.Various methods are available for making energy consumption calculations, rangingfrom manual estimates through to detailed thermal modelling using computer simulationtechniques. It is generally accepted that heating, hot water service <strong>and</strong> ventilation systemsmay be assessed with reasonable accuracy using manual methods, but that air-conditioningsystems require calculation by some more refined form <strong>of</strong> analysis.The various methods available may be used with reasonable confidence to comparedesign solutions. Use <strong>of</strong> the results to forecast actual energy use must be approached,however, with caution. There are numerous factors which may affect such a forecastadversely, such as the relevance <strong>of</strong> the weather data assumed, the method <strong>of</strong> operation orcontrol <strong>of</strong> the systems, how the occupants use the space ± such as the hours <strong>of</strong> use <strong>and</strong>level <strong>of</strong> internal heat gain <strong>and</strong> the quality <strong>of</strong> the maintenance (or lack <strong>of</strong> it). All theseaspects will have a marked effect on actual energy use.Heating systems ± Part L regulationsThe edition <strong>of</strong> Part L <strong>of</strong> the Building Regulations for implementation in 2002 introducesnew requirements for minimum efficiencies for heating plant at both full <strong>and</strong> part load.The main driver for setting building energy efficiency st<strong>and</strong>ards is to limit carbonemissions as part <strong>of</strong> the UK's climate change commitments. Consequently, the performance<strong>of</strong> the heating plant is as important as the envelope insulation st<strong>and</strong>ards. Becausethe driver is carbon emissions, the efficiency <strong>of</strong> a heating system is assessed in terms <strong>of</strong>carbon intensity. This is a measure <strong>of</strong> the carbon emitted per useful kWh <strong>of</strong> heat output.Where there are multiple pieces <strong>of</strong> heat generating equipment, the carbon intensity<strong>of</strong> the heating plant is the rating weighted average <strong>of</strong> the individual elements, <strong>and</strong> isgiven by:" c ˆ 1 P RX R:Cf tWhere" c ˆ the carbon intensity <strong>of</strong> the heating system (kgC/kWh <strong>of</strong> useful heat).R ˆ the rated output <strong>of</strong> an individual element <strong>of</strong> heat raising plant (kW). t ˆ the gross thermal efficiency <strong>of</strong> that element <strong>of</strong> heat raising plant (kWh <strong>of</strong> heat perkWh <strong>of</strong> delivered fuel).C f ˆ the carbon emission factor <strong>of</strong> the fuel supplying that element <strong>of</strong> heat raising plant(kg <strong>of</strong> carbon emitted per kWh <strong>of</strong> delivered fuel consumed) as given in Table 23.2.It can be seen that there is a significant variation in the emission factors for the differentfuels. It is not practical to expect the same carbon intensity irrespective <strong>of</strong> fuels, <strong>and</strong> so

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