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            "abstractNote": "Air conditioner energy efficiency ratings generally decrease by 2 to 8% per ton as the cooling capacity increases, and most residential and commercial air conditioners in the United States are oversized by 25 to 50%. Published field studies from pilot programs in hot climates have reported peak demand savings of 0.4 to 1.6 kW per unit for properly sized air conditioners. Improperly matched evaporators and condensers (even systems listed in the Air-conditioning and Refrigeration Institute directory) can reduce efficiency by 4 to 27% and increase peak demand by 0.2 to 1.2 kW per unit. Residential and commercial air conditioning electricity consumption in the United States accounts for 45% of average summer peak-day loads and 13% of total electricity usage. Potential savings from properly sized and matched air conditioners are estimated to be 37.2 +/- 2.2 GW and 10.2 +/- 1.8 TWh per year, and 6.6 +/- 1.1 million metric tones of carbon dioxide per year. The economic savings in terms of avoided power plants and unnecessary air conditioning equipment are estimated to be $61 to $122 billion.",
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            "note": "<p>from Chuck's landscape study:</p>\n<ol>\n<li>Claims 10-40% less efficient than if they had good QI or service</li>\n<li>9-12% energy and peak demand savings from proper refrigerant charge and airflow\n<ol>\n<li>Cites: Itron, Inc. 2004-2005 Database for Energy Efficiency Resources (DEER) Update Study Final Report. 2005. Prepared for Southern California Edison Company. Washington, DC. Available online: <a href=\"http://deeresources.com/files/deer2005/downloads/DEER2005UpdateFinalReport_ItronVersion.pdf\">http://deeresources.com/files/deer2005/downloads/DEER2005UpdateFinalReport_ItronVersion.pdf</a></li>\n</ol>\n</li>\n<li>Cites other studies saying improper RCA can result in 10-20% loss in efficiency\n<ol>\n<li>American Refrigeration Institute (ARI). 2004. ARI Statistical Release of Unitary Heating and Cooling Section's Reports of U.S. Manufacturers Shipments. Arlington, Va.: Available online: http://www.ari.org/sr/2003. Gas Appliance Manufacturers Association 2004. <a href=\"http://www.gamanet.org/gama\">http://www.gamanet.org/gama</a>.</li>\n<li>Palani, M., O’Neal, D., and Haberl, J. 1992. The Effect of Reduced Evaporator Air Flow on the Performance of a Residential Central Air Conditioner, The Eighth Symposium on Improving Building Systems in Hot and Humid Climates.</li>\n<li>Rodriguez, A. 1995. The Effect of Refrigerant Charge, Duct Leakage, and Evaporator Air Flow on the High Temperature Performance of Air Conditioners and Heat Pumps, Palo Alto, Calif.: Electric Power Research Institute.</li>\n</ol>\n</li>\n<li>“Research studies show HVAC dealers lack interest, training, equipment, and methods to perform proper installation and service measures such as RCA and duct testing/sealing measures.”</li>\n<li>50-70% of systems have problems with RCA, duct leakage, oversizing, mismatched coils or poor maintenance.</li>\n</ol>",
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