pg 9 shows the performance at 5 evaporator leaving water temperatures and 4 condenser leaving water temperatures. This should be sufficient for modeling, as long as the "simulated" temperatures stay within or near those temperatures. You will want to set up a spreadsheet with the fundamental equation, if you use the Chiller:Electric:ReformulatedEIR object, then the fundamental equation for Cooling Capacity as a Function of Temperaure is: CAPFT = a + b*CWS + c*CWS**2 + d*LCT + e*LCT**2 + f*CWS*LCT CWS = supply (leaving) chilled water temperature(C) LCT = leaving condenser fluid temperature(C) CAPFT = normalized capacity (operating capacity divided by rated capacity) In the spreadsheet, take the data from the manufacturers catalog and set up 6 columns of data: CAPFT, CWS, CWS*CWS, LCT, LCT*LCT, and CWS*LCT. Yes, you actually multiply out the equation inputs. For example, a 5 C CWS and 30 C LCT yields a row in the spreadsheet like this: I didn't calculate the CAPFT value so I will use X. You should have 20 rows. The X in this example should be near 1, and you should only see one "1" when you are done at the rated conditions. All other values of X should only be close to 1, unless it's a coincidence in the data. X, 5, 25, 30, 900, 150 Once you do this for all available data, perform a regression on the data set to calculate the coefficients a-f. The part-load ratio curve will be harder and I suggest you use a generic curve from the example files. See also the example spreadsheet in the Files/Examples folder called Excel Biqudratic Fit.zip On 11/29/2011 11:07 AM, Ignacio wrote:
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