12.07.2015 Views

PhD Thesis - Energy Systems Research Unit - University of Strathclyde

PhD Thesis - Energy Systems Research Unit - University of Strathclyde

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& + 2500.559)*1000C Refrigerating power (Watts) as a function <strong>of</strong> chilled waterC inlet temp (x)(Deg C), hot water inlet temp (y)(Deg C)C and cooling water inlet temp (z)(Deg C)C CHPow = f(x,y,z) = d0 + d1*x + d2*y + d3*zC The empirical solution was found using a multiple regressionC technique for the experimental valuesIF(IONOFF.EQ.0) THENCHPow = 0ElseCHPow = BDATA(IPCOMP,13) +& (BDATA(IPCOMP,14))*(CONVAR(ICON1,1)) +& (BDATA(IPCOMP,15))*(CONVAR(ICON3,1)) +&(BDATA(IPCOMP,16))*(CONVAR(ICON2,1))End IFC Calculate mass flow rate <strong>of</strong> refrigerant, zmref (kg/s)C zmref = CHPower/(h10-h9)C But, given there is no change in enthalpy in an expansion valve: h9=h8C zmref = CHPower/(h10-h8)zmref= CHPow/(h10-h8)C Calcualate the Circulation Ratio ff=XST/(XST-XWK)C Calculate weak solution mass flow rate zmwk=m1=m2=m3 (kg/s)zmwk=zmref*fC Calculate strong solution mass flow rate zmst=m4=m5=m6 (kg/s)zmst=zmwk-zmrefC Calculate enthalpies (J/kg) <strong>of</strong> point 1, 4 and 5294

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