MM "38.0" FLAVOR "NO" VERSION "38.0" DATETIME "Thu Jan 6 16:04:36 2022" MACHINE "WIN-NT/VC" ; startlibrary version1 NumLibs = 4 Built-In ACM Built-In ACM Models Hybrid Models NumCats = 12 Mixers/Splitters active Separators active Exchangers active Columns active Reactors active Pressure Changers active Manipulators active Solids active Solids Separators active User Models active Controllers active Batch Models active endlibrary ; 1 >VERSION 0 B1 RadFrac Built-In RADFRAC ? SETUP MAIN ? \ TITLE TITLE = "Learn Aspen Plus in 24 Hours 2nd Edition Tutorial 8 Part 2" \ \ "RUN-CLASS" RUN-CLASS = FLOWSHEET \ \ SIMULATE INTERACTIVE = NO MOLEFLOW = MOLEFLOW TFFFILE = "CHEM_M" VISITED = 1 \ ? SETUP GLOBAL ? \ "IN-UNITS" INSET = METCHEM \ \ "STREAM-CLASS" SCLASS = CONVEN \ ? SETUP DIAGNOSTICS ? ? SETUP "SIM-OPTIONS" ? ; "METCHEM_MOLE" ; ? SETUP "MODEL-OPTION" ? ; "METCHEM_MOLE" ; ? SETUP "UNITS-SET" METCBAR ? \ DESCRIPTION DESCRIPTION = "Metric Units with C, BAR, GCAL/HR, and CUM" \ \ MMLOCAL \ \ UNITSET BASESET = MET ( 3 3 3 3 3 3 3 3 3 3 3 7 18 3 3 5 3 3 3 5 3 4 3 3 3 3 1 3 3 3 4 3 7 3 3 3 1 1 4 4 3 3 3 3 3 3 3 3 3 3 3 3 14 3 3 3 3 3 3 3 3 3 3 4 3 3 3 3 3 3 3 3 3 3 5 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 7 3 3 3 3 3 3 3 3 3 3 ) \ ? SETUP "UNITS-SET" METCHEM ? \ DESCRIPTION DESCRIPTION = "Metric Units for chemical process applications" \ \ MMLOCAL \ \ UNITSET BASESET = MET ( 3 3 3 3 3 3 3 3 3 3 3 7 18 3 3 5 3 3 3 5 3 4 3 3 3 3 1 3 3 3 4 3 7 3 3 3 3 1 4 4 3 3 1 3 3 3 3 3 3 3 3 3 14 3 3 3 3 3 3 3 3 3 3 4 3 3 3 3 3 3 3 3 3 3 5 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 7 3 3 3 3 3 3 3 3 3 3 ) \ ? SETUP "UNITS-SET" METCKGCM ? \ DESCRIPTION DESCRIPTION = "Metric Units for C, KG/SQCM, GCAL/HR, and CUM" \ \ MMLOCAL \ \ UNITSET BASESET = MET ( 3 3 3 3 3 3 3 3 3 3 3 7 18 3 3 5 3 3 3 8 3 4 3 3 3 3 1 3 3 3 4 3 7 3 3 3 3 3 4 4 3 3 3 3 3 3 3 3 3 3 3 3 14 3 3 3 3 3 3 3 3 3 3 4 3 3 3 3 3 3 3 3 3 3 8 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 7 3 3 3 3 3 3 3 3 3 3 ) \ ? SETUP "UNITS-SET" "SI-CBAR" ? \ DESCRIPTION DESCRIPTION = "International System Units with C, BAR, and /HR" \ \ MMLOCAL \ \ UNITSET BASESET = SI ( 1 1 1 1 1 1 1 1 1 3 3 7 1 1 1 1 1 1 1 5 1 4 1 1 1 1 1 1 1 1 4 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 4 5 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 7 1 1 1 1 1 1 1 1 1 1 ) \ ? SETUP "RUN-CONTROL" ? ? SETUP DESCRIPTION ? \ DESCRIP DESCRIP = ( "Chemical Simulation with Metric Units :" "C, bar, kg/hr, kmol/hr, Gcal/hr, cum/hr." " " "Property Method: NRTL" " " "Flow basis for input: Mole" " " "Stream report composition: Mole flow" " " "From the book Learn Aspen Plus in 24 Hours, 2nd Edition" "Thomas A. Adams II" "(c) 2022" "McGraw-Hill Education" "ISBN: 1264266650, ISBN-13: 9781264266654" " " ) \ ? ODATABANKS ? \ ODATABANKS AUTO-PARAM = YES \ ? DATABANKS ? \ DATABANKS \ ? COMPONENTS MAIN ? \ COMPONENTS CID = WATER ANAME = H2O OUTNAME = WATER DBNAME1 = "WATER" ANAME1 = "H2O" / CID = METHANOL ANAME = CH4O OUTNAME = METHANOL DBNAME1 = "METHANOL" ANAME1 = "CH4O" \ ? COMPONENTS "ADA/PCS" "LE-PROP-DATA" ? ; "METCHEM_MOLE" ; ? COMPONENTS "ADA/PCS" "PETRO-PROP" ? ? COMPONENTS "ADA/PCS" "ADA-SETUP" ? ? COMPONENTS "COMP-LIST" GLOBAL ? ? COMPONENTS "UNIFAC-GROUP" ? ? SOLVE ? \ "RUN-MODE" MODE = SIM \ ? "DYN-OPTIONS" ? ? FLOWSHEET GLOBAL ? \ BLOCK BLKID = B1 BLKTYPE = "RADFRAC" MDLTYPE = "RadFrac" IN = ( FEED M0-1 ) OUT = ( WATER M2-3 METHANOL M1-2 ) \ \ "DEF-STREAM" SCLASS = "CONVEN" \ ? PROPERTIES MAIN ? \ GPROPERTIES GPPROCTYPE = ALL GBASEOPSET = PSRK GOPSETNAME = PSRK PARCON = -2 \ ? PROPERTIES COMPARE ? ? PROPERTIES "OPTION-SETS" PSRK ? \ PARAM BASE = PSRK \ ? PROPERTIES "NC-PROPS" ? ? PROPERTIES "MOLEC-STRUCT" METHANOL ? ? PROPERTIES "MOLEC-STRUCT" WATER ? ? PROPERTIES ESTIMATION ? ; "METCHEM_MOLE" ; \ DIRECTOR BINCHOICE = NO \ ? PROPERTIES PARAMETERS SUMMARY ? ? PROPERTIES PARAMETERS BINARY SCALAR "BWRKT-1" ? ; "METCHEM_MOLE" ; \ PROP-LIST PARAMNAME = BWRKT SETNO = 1 UNITROW = 0 BDBANK = ( "APV120 EOS-LIT" ) \ ? PROPERTIES PARAMETERS BINARY SCALAR "BWRKV-1" ? ; "METCHEM_MOLE" ; \ PROP-LIST PARAMNAME = BWRKV SETNO = 1 UNITROW = 0 BDBANK = ( "APV120 EOS-LIT" ) \ ? PROPERTIES PARAMETERS BINARY SCALAR "CLSKT-1" ? ; "METCHEM_MOLE" ; \ PROP-LIST PARAMNAME = CLSKT SETNO = 1 UNITROW = 0 \ ? PROPERTIES PARAMETERS BINARY SCALAR "CLSKV-1" ? ; "METCHEM_MOLE" ; \ PROP-LIST PARAMNAME = CLSKV SETNO = 1 UNITROW = 0 \ ? PROPERTIES PARAMETERS BINARY SCALAR "MLQKIJ-1" ? ; "ENG_MOLE" ; \ PROP-LIST PARAMNAME = MLQKIJ SETNO = 1 UNITROW = 0 \ ? PROPERTIES PARAMETERS BINARY SCALAR "RKTKIJ-1" ? ; "METCHEM_MOLE" ; \ PROP-LIST PARAMNAME = RKTKIJ SETNO = 1 UNITROW = 0 \ ? PROPERTIES PARAMETERS BINARY "T-DEPENDENT" "ANDKIJ-1" ? ; "ENG_MOLE" ; \ PROP-LIST PARAMNAME = ANDKIJ SETNO = 1 UNITROW = 0 TUNITROW = 22 TUNITLABEL = F NEL = 2 \ ? PROPERTIES PARAMETERS BINARY "T-DEPENDENT" "ANDMIJ-1" ? ; "ENG_MOLE" ; \ PROP-LIST PARAMNAME = ANDMIJ SETNO = 1 UNITROW = 0 TUNITROW = 22 TUNITLABEL = F NEL = 2 \ ? PROPERTIES PARAMETERS BINARY "T-DEPENDENT" "MUKIJ-1" ? ; "ENG_MOLE" ; \ PROP-LIST PARAMNAME = MUKIJ SETNO = 1 UNITROW = 0 TUNITROW = 22 TUNITLABEL = F NEL = 6 \ ? PROPERTIES PARAMETERS BINARY "T-DEPENDENT" "MULIJ-1" ? ; "ENG_MOLE" ; \ PROP-LIST PARAMNAME = MULIJ SETNO = 1 UNITROW = 0 TUNITROW = 22 TUNITLABEL = F NEL = 11 \ ? PROPERTIES PARAMETERS UNIBINARY "T-DEPENDENT" "UNIFPS-1" ? ; "METCHEM_MOLE" ; \ PROP-LIST PARAMNAME = UNIFPS SETNO = 1 UNITROW = 0 TUNITROW = 22 TUNITLABEL = C NEL = 6 \ ? PROPERTIES "ATTR-COMPS" ? ? POLYMERS ? ? "STREAM-CLASS" SUBSTREAMS ? \ DEF-SUBS-CLA SUBSTREAMS = MIXED \ \ DEF-SUBS-CLA SUBSTREAMS = CISOLID \ \ DEF-SUBS-CLA SUBSTREAMS = NC \ \ DEF-SUBS-CLA SUBSTREAMS = NCPSD \ \ DEF-SUBS-CLA SUBSTREAMS = CIPSD \ ? "STREAM-CLASS" "STREAM-CLASS" ? \ DEFINITION SCLASS = CONVEN \ \ DEFINITION SCLASS = MIXNC \ \ DEFINITION SCLASS = MIXCISLD \ \ DEFINITION SCLASS = MIXNCPSD \ \ DEFINITION SCLASS = MIXCIPSD \ \ DEFINITION SCLASS = MIXCINC \ \ DEFINITION SCLASS = MCINCPSD \ \ HEAT-DEFINE H-SCLASS = HEAT STREAM-ATTR = HEAT \ \ HEAT-DEFINE H-SCLASS = LOAD STREAM-ATTR = LOAD \ ? "STREAM-CLASS" "DEF-STREAMS" ? ? "PROP-SET" MAIN HXDESIGN ? ; "METCHEM_MOLE" ; \ P1 ID = MASSVFRA \ \ P1 ID = MASSFLMX UNITS = ( "kg/sec" ) \ \ P1 ID = HMX UNITS = ( "J/kg" ) \ \ P1 ID = RHOMX UNITS = ( "kg/cum" ) \ \ P1 ID = CPMX UNITS = ( "J/kg-K" ) \ \ P1 ID = PCMX UNITS = ( "N/sqm" ) \ \ P1 ID = MUMX UNITS = ( "N-sec/sqm" ) \ \ P1 ID = KMX UNITS = ( "Watt/m-K" ) \ \ P1 ID = SIGMAMX UNITS = ( "N/m" ) \ \ P1 ID = MWMX \ \ P2 PHASE = ( T V L ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Thermal and transport, for heat exchanger design" \ ? "PROP-SET" MAIN HXDSGN2 ? ; "METCHEM_MOLE" ; \ P1 ID = MASSVFRA \ \ P1 ID = MASSFLMX UNITS = ( "kg/sec" ) \ \ P1 ID = HMX UNITS = ( "J/kg" ) \ \ P1 ID = RHOMX UNITS = ( "kg/cum" ) \ \ P1 ID = CPMX UNITS = ( "J/kg-K" ) \ \ P1 ID = PCMX UNITS = ( "N/sqm" ) \ \ P1 ID = MUMX UNITS = ( "N-sec/sqm" ) \ \ P1 ID = KMX UNITS = ( "Watt/m-K" ) \ \ P1 ID = SIGMAMX UNITS = ( "N/m" ) \ \ P1 ID = MWMX \ \ P2 PHASE = ( T V L1 L2 ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Thermal and transport, for heat exchanger design" \ ? "PROP-SET" MAIN THERMAL ? ; "METCHEM_MOLE" ; \ P1 ID = HMX UNITS = ( "kcal/kg" ) \ \ P1 ID = CPMX UNITS = ( "cal/gm-K" ) \ \ P1 ID = KMX \ \ P2 SUBSTREAM = MIXED PHASE = ( V L ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Enthalpy, heat capacity, and thermal conductivity" \ ? "PROP-SET" MAIN THERMAL2 ? ; "METCHEM_MOLE" ; \ P1 ID = HMX UNITS = ( "kcal/kg" ) \ \ P1 ID = CPMX UNITS = ( "cal/gm-K" ) \ \ P1 ID = KMX \ \ P2 SUBSTREAM = MIXED PHASE = ( V L1 L2 ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Enthalpy, heat capacity, and thermal conductivity" \ ? "PROP-SET" MAIN TXPORT ? ; "METCHEM_MOLE" ; \ P1 ID = RHOMX UNITS = ( "gm/cc" ) \ \ P1 ID = MUMX \ \ P1 ID = SIGMAMX \ \ P2 SUBSTREAM = MIXED PHASE = ( V L ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Density, viscosity, and surface tension" \ ? "PROP-SET" MAIN TXPORT2 ? ; "METCHEM_MOLE" ; \ P1 ID = RHOMX UNITS = ( "gm/cc" ) \ \ P1 ID = MUMX \ \ P1 ID = SIGMAMX \ \ P2 SUBSTREAM = MIXED PHASE = ( V L1 L2 ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Density, viscosity, and surface tension" \ ? "PROP-SET" MAIN VLE ? ; "METCHEM_MOLE" ; \ P1 ID = PHIMX \ \ P1 ID = GAMMA \ \ P1 ID = PL \ \ P2 SUBSTREAM = MIXED PHASE = ( V L ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Fugacity, activity, and vapor pressure" \ ? "PROP-SET" MAIN VLLE ? ; "METCHEM_MOLE" ; \ P1 ID = PHIMX \ \ P1 ID = GAMMA \ \ P1 ID = PL \ \ P2 SUBSTREAM = MIXED PHASE = ( V L1 L2 ) SYSPRES = YES \ \ DESCRIPTION DESCRIPTION = "Fugacity, activity, and vapor pressure" \ ? "STREAM-NAMES" ? ? "STREAM-GROUP" All ? \ DESCRIPTION DESCRIPTION = "All streams" \ ? "STREAM-GROUP" Boundary ? \ DESCRIPTION DESCRIPTION = "Boundary streams" \ ? "STREAM-GROUP" Charge ? \ DESCRIPTION DESCRIPTION = "Charge streams" \ ? "STREAM-GROUP" Feeds ? \ DESCRIPTION DESCRIPTION = "Feed streams" \ ? "STREAM-GROUP" Initial ? \ DESCRIPTION DESCRIPTION = "Streams with user-specified values entered" \ ? "STREAM-GROUP" Products ? \ DESCRIPTION DESCRIPTION = "Product streams" \ ? "STREAM-GROUP" Tears ? \ DESCRIPTION DESCRIPTION = "Tear streams manipulated by the convergence algorithms" \ ? STREAM MATERIAL FEED ? ; "METCHEM_MOLE" ; \ SUBSTREAM SSID = MIXED TEMP = 25. <22> <4> PRES = 1.4 <20> <5> BASIS = "MOLE-FRAC" TOTFLOW = 100. <-89> <3> TOTAL = 1. <-4> <0> JUNK = 2 \ \ MOLE-FLOW SSID1 = MIXED CID = WATER FLOW = 0.5 <-4> <0> / SSID1 = MIXED CID = METHANOL FLOW = 0.5 <-4> <0> \ ? STREAM MATERIAL METHANOL ? ; "METCHEM_MOLE" ; \ SUBSTREAM SSID = MIXED TOTAL = 0. <0> <0> \ \ "SS-FLOWEMBED" SSXML = ( "DefaultFullfalsetruefalse" "<srcSettings$StreamIds=""S3,S2""$TemplateName=""Full""><TFFTable&" "gt;<GeneralOptions>Description,SourceAndDestination,StreamClass," "MaximumErrorTolerance,CostFlow,PhaseLabel,ComponentAttributes,Particle" "SizeDistributions,Temperature,Pressure,MolarVaporFraction,MolarLiquidF" "raction,MolarSolidFraction,MolarEnthalpy,MolarEntropy,MolarDensity,Mas" "sVaporFraction,MassLiquidFraction,MassSolidFraction,MassEnthalpy,MassE" "ntropy,MassDensity,EnthalpyFlow,AverageMolecularWeight,BatchProperties" "</GeneralOptions><ScopeOptions>PhasesForMixedSubstream,Tot" "alStream,Substreams,MoleFlows,MassFlows,MoleFractions,MassFractions,Vo" "lumeFlows</ScopeOptions><Properties><Property$Type=""Sta" "teConditionProperty""$EngineName=""TEMP""$/><Property$Type=""StateCo" "nditionProperty""$EngineName=""PRES""$/><Property$Type=""StateCondit" "ionProperty""$EngineName=""VFRAC""$/><Property$Type=""StateCondition" "Property""$EngineName=""LFRAC""$/><Property$Type=""StateConditionPro" "perty""$EngineName=""SFRAC""$/><Property$Type=""StateConditionProper" "ty""$EngineName=""MASSVFRA""$/><Property$Type=""StateConditionProper" "ty""$EngineName=""MASSLFRA""$/><Property$Type=""StateConditionProper" "ty""$EngineName=""MASSSFRA""$/><Property$Type=""StateConditionProper" "ty""$EngineName=""HMX""$/><Property$Type=""StateConditionProperty""$E" "ngineName=""MASSHMX""$/><Property$Type=""StateConditionProperty""$En" "gineName=""SMX""$/><Property$Type=""StateConditionProperty""$EngineN" "ame=""MASSSMX""$/><Property$Type=""StateConditionProperty""$EngineNa" "me=""RHOMX""$/><Property$Type=""StateConditionProperty""$EngineName=" """MASSRHOM""$/><Property$Type=""StateConditionProperty""$EngineName=" """HFLMX""$/><Property$Type=""StateConditionProperty""$EngineName=""MW" "MX""$/><Property$Type=""StateConditionProperty""$EngineName=""MOLEFL" "OW""$/><Property$Type=""StateConditionProperty""$EngineName=""MOLEFR" "AC""$/><Property$Type=""StateConditionProperty""$EngineName=""MASSFL" "OW""$/><Property$Type=""StateConditionProperty""$EngineName=""MASSFR" "AC""$/><Property$Type=""StateConditionProperty""$EngineName=""VOLFLM" "X""$/><Property$Type=""BatchProperty""$EngineName=""cmole_cycle""$/&g" "t;<Property$Type=""BatchProperty""$EngineName=""cmole_time""$/><P" "roperty$Type=""BatchProperty""$EngineName=""cmass_cycle""$/><Propert" "y$Type=""BatchProperty""$EngineName=""cmass_time""$/><Property$Type=" """BatchProperty""$EngineName=""vol_cycle""$/><Property$Type=""BatchPr" "operty""$EngineName=""vol_time""$/><Property$Type=""BatchProperty""$E" "ngineName=""enth_cycle""$/><Property$Type=""BatchProperty""$EngineNa" "me=""enth_time""$/><Property$Type=""BatchProperty""$EngineName=""cycl" "e_time""$/><Property$Type=""BatchProperty""$EngineName=""oper_time""$" "/><Property$Type=""BatchProperty""$EngineName=""ntrain""$/></P" "roperties></TFFTable></srcSettings>" ) \ ? STREAM MATERIAL WATER ? ; "METCHEM_MOLE" ; \ SUBSTREAM SSID = MIXED TOTAL = 0. <0> <0> \ \ "SS-FLOWEMBED" SSXML = ( "DefaultFullfalsetruefalse" "<srcSettings$StreamIds=""S2""$TemplateName=""Full""><TFFTable>" "<GeneralOptions>Description,SourceAndDestination,StreamClass,Max" "imumErrorTolerance,CostFlow,PhaseLabel,ComponentAttributes,ParticleSiz" "eDistributions,Temperature,Pressure,MolarVaporFraction,MolarLiquidFrac" "tion,MolarSolidFraction,MolarEnthalpy,MolarEntropy,MolarDensity,MassVa" "porFraction,MassLiquidFraction,MassSolidFraction,MassEnthalpy,MassEntr" "opy,MassDensity,EnthalpyFlow,AverageMolecularWeight,BatchProperties<" ";/GeneralOptions><ScopeOptions>PhasesForMixedSubstream,TotalS" "tream,Substreams,MoleFlows,MassFlows,MoleFractions,MassFractions,Volum" "eFlows</ScopeOptions><Properties><Property$Type=""StateC" "onditionProperty""$EngineName=""TEMP""$/><Property$Type=""StateCondi" "tionProperty""$EngineName=""PRES""$/><Property$Type=""StateCondition" "Property""$EngineName=""VFRAC""$/><Property$Type=""StateConditionPro" "perty""$EngineName=""LFRAC""$/><Property$Type=""StateConditionProper" "ty""$EngineName=""SFRAC""$/><Property$Type=""StateConditionProperty""" "$EngineName=""MASSVFRA""$/><Property$Type=""StateConditionProperty""" "$EngineName=""MASSLFRA""$/><Property$Type=""StateConditionProperty""" "$EngineName=""MASSSFRA""$/><Property$Type=""StateConditionProperty""" "$EngineName=""HMX""$/><Property$Type=""StateConditionProperty""$Engi" "neName=""MASSHMX""$/><Property$Type=""StateConditionProperty""$Engin" "eName=""SMX""$/><Property$Type=""StateConditionProperty""$EngineName" "=""MASSSMX""$/><Property$Type=""StateConditionProperty""$EngineName=" """RHOMX""$/><Property$Type=""StateConditionProperty""$EngineName=""MA" "SSRHOM""$/><Property$Type=""StateConditionProperty""$EngineName=""HF" "LMX""$/><Property$Type=""StateConditionProperty""$EngineName=""MWMX""" "$/><Property$Type=""StateConditionProperty""$EngineName=""MOLEFLOW""" "$/><Property$Type=""StateConditionProperty""$EngineName=""MOLEFRAC""" "$/><Property$Type=""StateConditionProperty""$EngineName=""MASSFLOW""" "$/><Property$Type=""StateConditionProperty""$EngineName=""MASSFRAC""" "$/><Property$Type=""StateConditionProperty""$EngineName=""VOLFLMX""$" "/><Property$Type=""BatchProperty""$EngineName=""cmole_cycle""$/>&" "lt;Property$Type=""BatchProperty""$EngineName=""cmole_time""$/><Prop" "erty$Type=""BatchProperty""$EngineName=""cmass_cycle""$/><Property$T" "ype=""BatchProperty""$EngineName=""cmass_time""$/><Property$Type=""Ba" "tchProperty""$EngineName=""vol_cycle""$/><Property$Type=""BatchPrope" "rty""$EngineName=""vol_time""$/><Property$Type=""BatchProperty""$Engi" "neName=""enth_cycle""$/><Property$Type=""BatchProperty""$EngineName=" """enth_time""$/><Property$Type=""BatchProperty""$EngineName=""cycle_t" "ime""$/><Property$Type=""BatchProperty""$EngineName=""oper_time""$/&g" "t;<Property$Type=""BatchProperty""$EngineName=""ntrain""$/></Prop" "erties></TFFTable></srcSettings><" "/tffString>" ) \ ? "EO-VARS" ? ? BLOCK RADFRAC B1 ? ; "METCHEM_MOLE" ; ; FRACT1 ; \ PARAM NSTAGE = 25 HYDRAUL = NO MAXOL = 200 NSTAGEMAX = 26 \ \ PARAM2 STATIC-DP = YES OLD-SULZER = NO \ \ "COL-CONFIG" CONDENSER = TOTAL CA-CONFIG = "INT-1" \ \ "RATESEP-ENAB" CALC-MODE = "RIG-RATE" \ \ "RATESEP-PARA" RS-MAXIT = 200 RS-STABLE-ME = "LINE-SEARCH" NUMJAC = JACOBIAN NORMALIZE = YES \ \ FEEDS FEED-SID = FEED FEED-STAGE = 12 \ \ PRODUCTS PROD-STREAM = WATER PROD-STAGE = 25 PROD-PHASE = L P-S = N / PROD-STREAM = METHANOL PROD-STAGE = 1 PROD-PHASE = L P-S = N \ \ "P-SPEC2" PRES1 = 1. <20> <5> \ \ "COL-SPECS" D:F = 0.5 <-1> <0> DP-STAGE = 0.02 <75> <5> BASIS-RDV = 0.0 <0> <0> BASIS-RR = 1.03 <-1> <0> D:F-BASIS = MOLE \ \ T-EST TEMP-STAGE = 1 TEMP-EST = 64.3778249 <22> <4> / TEMP-STAGE = 2 TEMP-EST = 65.1100661 <22> <4> / TEMP-STAGE = 3 TEMP-EST = 65.8919077 <22> <4> / TEMP-STAGE = 4 TEMP-EST = 66.7353783 <22> <4> / TEMP-STAGE = 5 TEMP-EST = 67.6536359 <22> <4> / TEMP-STAGE = 6 TEMP-EST = 68.6609143 <22> <4> / TEMP-STAGE = 7 TEMP-EST = 69.7713237 <22> <4> / TEMP-STAGE = 8 TEMP-EST = 70.9973725 <22> <4> / TEMP-STAGE = 9 TEMP-EST = 72.3471441 <22> <4> / TEMP-STAGE = 10 TEMP-EST = 73.8198834 <22> <4> / TEMP-STAGE = 11 TEMP-EST = 75.399782 <22> <4> / TEMP-STAGE = 12 TEMP-EST = 77.0491283 <22> <4> / TEMP-STAGE = 13 TEMP-EST = 77.4890868 <22> <4> / TEMP-STAGE = 14 TEMP-EST = 77.9242155 <22> <4> / TEMP-STAGE = 15 TEMP-EST = 78.3525311 <22> <4> / TEMP-STAGE = 16 TEMP-EST = 78.7811607 <22> <4> / TEMP-STAGE = 17 TEMP-EST = 79.2156592 <22> <4> / TEMP-STAGE = 18 TEMP-EST = 79.6768011 <22> <4> / TEMP-STAGE = 19 TEMP-EST = 80.2228456 <22> <4> / TEMP-STAGE = 20 TEMP-EST = 81.0172877 <22> <4> / TEMP-STAGE = 21 TEMP-EST = 82.5154525 <22> <4> / TEMP-STAGE = 22 TEMP-EST = 85.9158931 <22> <4> / TEMP-STAGE = 23 TEMP-EST = 93.3742867 <22> <4> / TEMP-STAGE = 24 TEMP-EST = 103.411381 <22> <4> / TEMP-STAGE = 25 TEMP-EST = 109.155373 <22> <4> \ \ L-EST L-STAGE = 1 L-MOLE-FLOW = 51.5 <11> <3> / L-STAGE = 2 L-MOLE-FLOW = 51.3801328 <11> <3> / L-STAGE = 3 L-MOLE-FLOW = 51.2308862 <11> <3> / L-STAGE = 4 L-MOLE-FLOW = 51.044828 <11> <3> / L-STAGE = 5 L-MOLE-FLOW = 50.8189376 <11> <3> / L-STAGE = 6 L-MOLE-FLOW = 50.5489253 <11> <3> / L-STAGE = 7 L-MOLE-FLOW = 50.2322436 <11> <3> / L-STAGE = 8 L-MOLE-FLOW = 49.8689863 <11> <3> / L-STAGE = 9 L-MOLE-FLOW = 49.4633208 <11> <3> / L-STAGE = 10 L-MOLE-FLOW = 49.0259698 <11> <3> / L-STAGE = 11 L-MOLE-FLOW = 48.5755898 <11> <3> / L-STAGE = 12 L-MOLE-FLOW = 160.908073 <11> <3> / L-STAGE = 13 L-MOLE-FLOW = 161.021194 <11> <3> / L-STAGE = 14 L-MOLE-FLOW = 161.144113 <11> <3> / L-STAGE = 15 L-MOLE-FLOW = 161.251038 <11> <3> / L-STAGE = 16 L-MOLE-FLOW = 161.355446 <11> <3> / L-STAGE = 17 L-MOLE-FLOW = 161.447018 <11> <3> / L-STAGE = 18 L-MOLE-FLOW = 161.50235 <11> <3> / L-STAGE = 19 L-MOLE-FLOW = 161.455198 <11> <3> / L-STAGE = 20 L-MOLE-FLOW = 161.123711 <11> <3> / L-STAGE = 21 L-MOLE-FLOW = 160.058516 <11> <3> / L-STAGE = 22 L-MOLE-FLOW = 157.594624 <11> <3> / L-STAGE = 23 L-MOLE-FLOW = 154.756371 <11> <3> / L-STAGE = 24 L-MOLE-FLOW = 154.40282 <11> <3> / L-STAGE = 25 L-MOLE-FLOW = 50. <11> <3> \ \ V-EST V-STAGE = 1 V-MOLE-FLOW = 0. <11> <3> / V-STAGE = 2 V-MOLE-FLOW = 101.5 <11> <3> / V-STAGE = 3 V-MOLE-FLOW = 101.380133 <11> <3> / V-STAGE = 4 V-MOLE-FLOW = 101.230886 <11> <3> / V-STAGE = 5 V-MOLE-FLOW = 101.044828 <11> <3> / V-STAGE = 6 V-MOLE-FLOW = 100.818938 <11> <3> / V-STAGE = 7 V-MOLE-FLOW = 100.548925 <11> <3> / V-STAGE = 8 V-MOLE-FLOW = 100.232244 <11> <3> / V-STAGE = 9 V-MOLE-FLOW = 99.8689863 <11> <3> / V-STAGE = 10 V-MOLE-FLOW = 99.4633208 <11> <3> / V-STAGE = 11 V-MOLE-FLOW = 99.0259698 <11> <3> / V-STAGE = 12 V-MOLE-FLOW = 98.5755898 <11> <3> / V-STAGE = 13 V-MOLE-FLOW = 110.908073 <11> <3> / V-STAGE = 14 V-MOLE-FLOW = 111.021194 <11> <3> / V-STAGE = 15 V-MOLE-FLOW = 111.144113 <11> <3> / V-STAGE = 16 V-MOLE-FLOW = 111.251038 <11> <3> / V-STAGE = 17 V-MOLE-FLOW = 111.355446 <11> <3> / V-STAGE = 18 V-MOLE-FLOW = 111.447018 <11> <3> / V-STAGE = 19 V-MOLE-FLOW = 111.50235 <11> <3> / V-STAGE = 20 V-MOLE-FLOW = 111.455198 <11> <3> / V-STAGE = 21 V-MOLE-FLOW = 111.123711 <11> <3> / V-STAGE = 22 V-MOLE-FLOW = 110.058516 <11> <3> / V-STAGE = 23 V-MOLE-FLOW = 107.594624 <11> <3> / V-STAGE = 24 V-MOLE-FLOW = 104.756371 <11> <3> / V-STAGE = 25 V-MOLE-FLOW = 104.40282 <11> <3> \ \ X-EST X-STAGE = 1 X-CID = WATER X-EST = 0.0100931257 <0> <0> / X-STAGE = 1 X-CID = METHANOL X-EST = 0.989906874 <0> <0> / X-STAGE = 12 X-CID = WATER X-EST = 0.440206895 <0> <0> / X-STAGE = 12 X-CID = METHANOL X-EST = 0.559793105 <0> <0> / X-STAGE = 25 X-CID = WATER X-EST = 0.989906874 <0> <0> / X-STAGE = 25 X-CID = METHANOL X-EST = 0.0100931258 <0> <0> \ \ Y-EST Y-STAGE = 1 Y-CID = WATER Y-EST = 0.00407353732 <0> <0> / Y-STAGE = 1 Y-CID = METHANOL Y-EST = 0.995926463 <0> <0> / Y-STAGE = 12 Y-CID = WATER Y-EST = 0.191976748 <0> <0> / Y-STAGE = 12 Y-CID = METHANOL Y-EST = 0.808023252 <0> <0> / Y-STAGE = 25 Y-CID = WATER Y-EST = 0.933498285 <0> <0> / Y-STAGE = 25 Y-CID = METHANOL Y-EST = 0.0665017151 <0> <0> \ \ SPEC SPEC-NO = 1 SPEC-TYPE = "MOLE-FRAC" VALUE = 0.99 <0> <0> SPEC-COMPS = ( METHANOL ) BASE-COMPS = ( WATER METHANOL ) SPEC-STREAMS = ( METHANOL ) SPEC-ACTIVE = YES SPEC-DESCRIP = "XmeOH" \ \ SPEC SPEC-NO = 2 SPEC-TYPE = "MOLE-FRAC" VALUE = 0.99 <0> <0> SPEC-COMPS = ( WATER ) BASE-COMPS = ( WATER METHANOL ) SPEC-STREAMS = ( WATER ) SPEC-ACTIVE = YES SPEC-DESCRIP = "XH2O" \ \ VARY VARY-NO = 1 VARTYPE = "D:F" LB = 0.01 <0> <0> UB = 0.6 <0> <0> VARY-ACTIVE = YES VARY-DESCRIP = "DtoF" \ \ VARY VARY-NO = 2 VARTYPE = RR LB = 0.2 <0> <0> UB = 5. <0> <0> VARY-ACTIVE = YES VARY-DESCRIP = "RR" \ \ "KLL-VECS" \ \ REPORT HYDRAULIC = NOHYDRAULIC \ \ "TRSZ-VECS" \ \ INTERNALS CA-OPTION = "INT-1" CA-SECNO = "CS-1" CA-ACTIVE = YES CA-STAGE1 = 2 CA-STAGE2 = 11 CA-SIZING = RATING CA-RATE-BASE = YES CA-P-UPDATE = NO CA-TRAYTYPE$ = SIEVE CA-NPASS$ = 1 CA-TRAY-SPC = 24. <17> <5> CA-DIAM = 3. <17> <2> CA-SYSFAC$ = 1.000000000 <0> <0> CA-OVER-DSGN$ = 1.000000000 <0> <0> CA-WEIR-HT$ = 50.80000000 <138> <7> CA-DC-CLEAR$ = 38.10000000 <138> <7> CA-DC-WTOP-S = 125. <138> <7> CA-DC-WBOT-S$ = 125.0000000 <138> <7> CA-HOLE-DIAM$ = 12.70000000 <138> <7> CA-HOLE-AREA$ = .1000000000 <0> <0> CA-NHOLES$ = 433 CA-FLOOD-MET$ = GLITSCH6 CA-DECK-TCK$ = "10 GAUGE" PCT-FLOOD-FA$ = 80.00000000 <0> <0> CA-AER-MULT$ = 1.000000000 <0> <0> CA-MTRFC-COR = "CHAN-FAIR-84" CA-INTFA-COR = "ZUIDERWEG-82" CA-HLDP-CORR = "BENNETT-83" MAX-DC-LOAD$ = GLITSCH MAX-ACC-DP$ = .0250000000 <75> <5> MAX-PCT-DCB$ = 100.0000000 <0> <0> MAX-PCT-JET$ = 100.0000000 <0> <0> MAX-PCT-ENT$ = 10.00000000 <0> <0> MIN-WEIR-LD$ = 4.470981863 <136> <3> MAX-WEIR-LD$ = 117.3721131 <136> <3> MIN-PCT-DCA$ = .1000000000 <0> <0> CA-DLOWER1 = .1500000000 <17> <2> CA-DLOWER2 = .3750000000 <17> <2> CA-DUPPER1 = .7500000000 <17> <2> CA-DUPPER2 = 1.125000000 <17> <2> CA-WEIRLN-SD$ = .6282515420 <17> <3> CA-DC-BAL = YES CA-PIC-SIDE$ = 0.0 <0> <0> \ \ INTERNALS CA-OPTION = "INT-1" CA-SECNO = "CS-2" CA-ACTIVE = YES CA-STAGE1 = 12 CA-STAGE2 = 24 CA-SIZING = RATING CA-RATE-BASE = YES CA-P-UPDATE = NO CA-TRAYTYPE$ = SIEVE CA-NPASS$ = 1 CA-TRAY-SPC = 24. <17> <5> CA-DIAM = 3. <17> <2> CA-SYSFAC$ = 1.000000000 <0> <0> CA-OVER-DSGN$ = 1.000000000 <0> <0> CA-WEIR-HT$ = 50.80000000 <138> <7> CA-DC-CLEAR$ = 38.10000000 <138> <7> CA-DC-WTOP-S = 125. <138> <7> CA-DC-WBOT-S$ = 125.0000000 <138> <7> CA-HOLE-DIAM$ = 12.70000000 <138> <7> CA-HOLE-AREA$ = .1000000000 <0> <0> CA-NHOLES$ = 433 CA-FLOOD-MET$ = GLITSCH6 CA-DECK-TCK$ = "10 GAUGE" PCT-FLOOD-FA$ = 80.00000000 <0> <0> CA-AER-MULT$ = 1.000000000 <0> <0> CA-MTRFC-COR = "CHAN-FAIR-84" CA-INTFA-COR = "ZUIDERWEG-82" CA-HLDP-CORR = "BENNETT-83" MAX-DC-LOAD$ = GLITSCH MAX-ACC-DP$ = .0250000000 <75> <5> MAX-PCT-DCB$ = 100.0000000 <0> <0> MAX-PCT-JET$ = 100.0000000 <0> <0> MAX-PCT-ENT$ = 10.00000000 <0> <0> MIN-WEIR-LD$ = 4.470981863 <136> <3> MAX-WEIR-LD$ = 117.3721131 <136> <3> MIN-PCT-DCA$ = .1000000000 <0> <0> CA-DLOWER1 = .1500000000 <17> <2> CA-DLOWER2 = .3750000000 <17> <2> CA-DUPPER1 = .7500000000 <17> <2> CA-DUPPER2 = 1.125000000 <17> <2> CA-WEIRLN-SD$ = .6282515420 <17> <3> CA-DC-BAL = YES CA-PIC-SIDE$ = 0.0 <0> <0> \ \ INTERNALS1 CA-OPTION1 = "INT-1" CA-ACTIVE1 = YES CA-STAGE-GAP$ = 0 CA-SUMP-DIAM$ = .7887162735 <17> <3> \ \ "PCKSR-VECS" \ ? 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Interaction.MLQKIJ-1"><atapie:ShowFormEventArgs.Parameters><s:String assembly:Key="id">MLQKIJ-1</s:String><s:String assembly:Key="main">Top.appModelV8.Properties.Parameters.Binary Interaction.MLQKIJ-1</s:String></atapie:ShowFormEventArgs.Parameters></atapie:ShowFormEventArgs></atapmaa:ApwnFormScreenSubject.ShowFormArgs><atapmaa:ApwnFormScreenSubject.PlotwizardRule><apmab:ApwnPlotwizardRule ContextPath="Top.appModelV8.Properties.Parameters.Binary Interaction.MLQKIJ-1" /></atapmaa:ApwnFormScreenSubject.PlotwizardRule></atapmaa:ApwnFormScreenSubject></WorkspaceScreenData.ScreenSubject><WorkspaceScreenData.ScreenState><atapmaa:ApwnFormScreenState><atapmaa:ApwnFormScreenState.Parameters><cxv:CxvParameter Name="main" Value="Top.appModelV8.Properties.Parameters.Binary Interaction.MLQKIJ-1" /><cxv:CxvParameter Name="id" Value="MLQKIJ-1" /><cxv:CxvParameter Name="extraComments_path" Value="Comments" /><cxv:CxvParameter Name="extraDescription_path" Value="Input.DESCRIPTION" /><cxv:CxvParameter Name="extraUnits_path" Value="Input.Unit Set" /><cxv:CxvParameter Name="choice" Value="MLQKIJ" /><cxv:CxvParameter Name="selected_tab" Value="tab0" /></atapmaa:ApwnFormScreenState.Parameters></atapmaa:ApwnFormScreenState></WorkspaceScreenData.ScreenState></WorkspaceScreenData></ShellWorkspace.Screens></ShellWorkspace></CommonShellSettings.NavigatorGroupWorkspaces></CommonShellSettings> $_END_APWNSHELL_SETTINGS # PFSVData # of PFS Objects = 5 SIZE -4.50226 -0.198995 -0.4 1.6 BLOCK ID: B1 Version: 1 ICON: "FRACT1" Flag 0 Section GLOBAL At -2.100000 0.600000 Label At -0.800000 0.750000 Annotation At -0.225000 -1.100000 Scale 1.000000 Modifier 0 STREAM ID: FEED Version: 2 Flag 0 TYPE 0 TERMINAL 1 At -4.502262 1.003266 Label At 0.538631 0.000000 ROUTE 0 0 $ $ 0.0 0.0 ROUTE 1 0 r r -4.502262 1.003266 0 x x -3.425000 1.003266 0 y y -3.425000 0.600000 0 x x -2.525962 0.600000 0 t l -2.325962 0.600000 0 $ C 1.000000 0.0 $ $ 0.0 0.0 At 0.000000 0.000000 Label At 0.000000 0.000000 ROUTE 0 1 $ $ 0.0 0.0 ROUTE 1 1 $ $ 0.0 0.0 At 0.000000 0.000000 Label At 0.000000 0.000000 ROUTE 0 2 $ $ 0.0 0.0 ROUTE 1 2 $ $ 0.0 0.0 STREAM ID: WATER Version: 2 Flag 0 TYPE 0 TERMINAL 2 At -0.198995 -0.000000 Label At -0.325503 0.000000 ROUTE 0 0 r l -0.198995 -0.000000 0 x y -0.850000 -0.000000 0 y x -0.850000 -0.226154 0 x 0 -1.304423 -0.226154 0 t r -1.504423 -0.226154 0 $ C 1.000000 0.0 $ $ 0.0 0.0 ROUTE 1 0 $ $ 0.0 0.0 At 0.000000 0.000000 Label At 0.000000 0.000000 ROUTE 0 1 $ $ 0.0 0.0 ROUTE 1 1 $ $ 0.0 0.0 At 0.000000 0.000000 Label At 0.000000 0.000000 ROUTE 0 2 $ $ 0.0 0.0 ROUTE 1 2 $ $ 0.0 0.0 STREAM ID: METHANOL Version: 2 Flag 0 TYPE 0 TERMINAL 2 At -0.696482 1.102764 Label At -0.239259 0.000000 ROUTE 0 0 r l -0.696482 1.102764 0 x y -1.175000 1.102764 0 y x -1.175000 1.126154 0 x 0 -1.452115 1.126154 0 t r -1.652115 1.126154 0 $ C 1.000000 0.0 $ $ 0.0 0.0 ROUTE 1 0 $ $ 0.0 0.0 At 0.000000 0.000000 Label At 0.000000 0.000000 ROUTE 0 1 $ $ 0.0 0.0 ROUTE 1 1 $ $ 0.0 0.0 At 0.000000 0.000000 Label At 0.000000 0.000000 ROUTE 0 2 $ $ 0.0 0.0 ROUTE 1 2 $ $ 0.0 0.0 LEGEND Version: 2 Dim: -5.87864 -0.6 -4.60176 -1.0696 Size: 0.00829146 Font: 1 0 = # of PFS Objects = 0 VIEWPORT -6.997106 -3.815131 3.299323 0.863123 LAYOUT TableFormat 1 Pages 1 1 1 1 PAGESETUP PAPERSIZE PAPERSOURCE ORIENTATION -1 PRINTPAGENO 1 1 LEFTMARGIN 10mm RIGHTMARGIN 10mm TOPMARGIN 10mm BOTTOMMARGIN 10mm VISIBILITY 0.030000 PFDFLAG 255 255 PFDMODE 0 SCALE 0.008286 $_SUMMARY_FILE MMSUMMARY38.0 IDSET RUNID (PROPERTIES) (114 *5) IDSET IT (PROPERTIES) (117 *6 119 *6 115 *1) LSET RUNID (%RUNID) LSET IT (%IT) IDSET VERS (PROPERTIES) (345 *6 346 *6 347 *6 348 *6 355 *6) LSET VERS (%VERS) DSET RUN-STATUS VERS @VERS ( "38.0" "WIN-X64" "" "tadam" "CE18ADAMS01" ) IDSET STRNAM (PROPERTIES) (1233 *6) LSET STRNAM (%STRNAM) IDSET ID_STRPR (PROPERTIES) ( 454 *2 <119> 1236 *2 <125> 1237 *2 <29> 1238 *2 <55> 1239 *2 <55> 1083 *6 1084 *6 ) LSET L_STRPR (%ID_STRPR) IDSET ID_GUID (PROPERTIES) ( 1270 *6 ) LSET L_GUID (%ID_GUID) DSET RUN-STATUS IT @IT ( "JANUARY 6, 2022 4:04:26 P.M." "_0307icx.inm" 0) DSET RUN-STATUS CURRENCY @CURRENCY ( "$" ) IDSET ID_NCC (COMPONENTS) (WATER METHANOL) IDSET ID_NCCNS (COMPONENTS) (WATER METHANOL) IDSET ALIAS (COMPONENTS) (1 *6) LSET ALIAS ( %ID_NCC & %ALIAS) DSET RUN-STATUS RUNID @RUNID ("_0307icx") DSET RUN-STATUS RUNID @RUNID ("_0307icx") IDSET STATUS (PROPERTIES) (125 *1 126 *1 127 *1 128 *1 129 *1 130 *1) LSET STATUS (%STATUS) IDSET PPSTAT (PROPERTIES) (272 *1) LSET PPSTAT (%PPSTAT) DSET RUN-STATUS PPSTAT @PPSTAT (2) IDSET IDRXBAL0 (PROPERTIES) ( 73 *2 <11> 74 *2 75 *2 <10> 76 *2 77 *2 <13> 78 *2) IDSET ID_RXBAL (PROPERTIES) ( 73 *2 <11> 358 *2 <11> 359 *2 <11> 74 *2 75 *2 <10> 360 *2 <10> 361 *2 <10> 76 *2 362 *2 <10> 363 *2 <10> 364 *2 <10> 365 *2 366 *2 <11> 367 *2 <11> 368 *2 <11> 369 *2 370 *2 <10> 371 *2 <10> 372 *2 <10> 373 *2 77 *2 <13> 374 *2 <13> 375 *2 <13> 78 *2 1266 *2 <10> 1267 *2 <10> 1262 *2 <10> 1263 *2 <10> 1264 *2 <10> ) IDSET ID_MOLE (PROPERTIES) ( 79 *2 <11> 80 *2) LSET FLWBAL ( %ID_NCCNS & %ID_MOLE %IDRXBAL0) IDSET ID_XY (PROPERTIES) (43 *2 36 *2 39 *2 40 *2) IDSET ID_XX (PROPERTIES) (43 *2 37 *2 38 *2 40 *2) IDSET ID_XXY (PROPERTIES) (43 *2 37 *2 38 *2 39 *2 41 *2 42 *2) LSET VLE ( %ID_XY & %ID_NCC) LSET LLE ( %ID_XX & %ID_NCC) LSET VLE3 ( %ID_XXY & %ID_NCC) IDSET ID_KODE (PROPERTIES) (44 *1) IDSET BLKIN (BLKIN) (STREAMID ?) LSET BLKIN (%BLKIN) IDSET BLKOUT (BLKOUT) (STREAMID ?) LSET BLKOUT (%BLKOUT) IDSET TYPIN (TYPIN) (STREAMID ?) LSET TYPIN (%TYPIN) IDSET TYPOUT (TYPOUT) (STREAMID ?) LSET TYPOUT (%TYPOUT) IDSET PORT_NO (PROPERTIES) (236 *1 237 *1 238 *1) IDSET IDS_0 (SUBSTREAM) ($TOTAL) IDSET IDS_1 (SUBSTREAM) (MIXED) IDSET BLKSTAT (PROPERTIES) (120 *1 121 *1) IDSET BLKMSG (PROPERTIES) (122 *6) LSET BLKSTAT (%BLKSTAT) LSET BLKMSG (%BLKMSG) IDSET DESC (PROPERTIES) (113 *6) LSET DESC (%DESC) IDSET IDPH_V (PHASE) (VAPOR) IDSET IDPH_L (PHASE) (LIQUID) IDSET IDPH_S (PHASE) (SOLID) IDSET IDPH_L1 (PHASE) (LIQUID_1) IDSET IDPH_T (PHASE) (TOTAL) IDSET IDPH_L2 (PHASE) (LIQUID_2) IDSET IDWET (BASIS) (WET) IDSET IDDRY (BASIS) (DRY) IDSET SP (PROPERTIES) (118 *6) LSET SP (%SP) IDSET SPSTAT (SPSTAT) (116 *1) LSET SPSTAT ( %SPSTAT) IDSET IDERR (PROPERTIES) (131 *1) DSET RUN-STATUS SP @SP ( "JANUARY 6, 2022 4:04:26 P.M." ) IDSET TITLE (PROPERTIES) (113 *6) LSET TITLE (%TITLE) DSET RUN-STATUS TITLE @TITLE ( "LEARN ASPEN PLUS IN 24 HOURS 2ND EDITION TUTORIAL 8 PART 2" ) IDSET FOR (PROPERTIES) (737 *1) LSET FOR (%FOR) IDSET FORSTAT (PROPERTIES) (738 *1) LSET FORSTAT (%FORSTAT) IDSET MW (PROPERTIES) (269 *2) LSET MW (%MW & %ID_NCCNS) DSET MW MW @MW (1.80152800D+01 3.20421600D+01) IDSET VST (PROPERTIES) (270 *2 <43> ) LSET VST (%VST & %ID_NCCNS) DSET VST VST @VST (1.80500000D-02 <1> 4.03346000D-02 <1> ) IDSET TB (PROPERTIES) (271 *2 <22> ) LSET TB (%TB & %ID_NCC) DSET TB TB @TB (1.00000000D+02 <4> 6.47000000D+01 <4> ) IDSET CASN (PROPERTIES) (37100 *6) LSET CASN (%ID_NCC & %CASN) DSET CASN CASN @CASN ( "7732-18-5" "67-56-1" ) IDSET PAMB (PROPERTIES) (32 *2) LSET PAMB (%PAMB) DSET PAMB PAMB @PAMB (1.01325000D+05) IDSET PAMB2 (PROPERTIES) (32 *2 <20> ) LSET PAMB2 (%PAMB2) DSET RUN-STATUS PAMB @PAMB2 (1.01325000D+00 <5> ) IDSET ISODES (PROPERTIES) (123 *5 124 *5 132 *5 1269 *5) IDSET ISODESHW (PROPERTIES) (123 *5 124 *5 132 *5) IDSET ISTRCV (PROPERTIES) (1251 *2) IDSET ID_WORK (PROPERTIES) (112 *2 <19> 195 *2 <28> ) LSET L_WORK (%ISODESHW %ID_WORK) IDSET ID_HEAT (PROPERTIES) (1 *2 <13> 815 *2 <22> 816 *2 <22> ) LSET L_HEAT (%ISODESHW %ID_HEAT) IDSET ID_LTVC (PROPERTIES) (817 *2 <22> ) IDSET ID_LQVC (PROPERTIES) (818 *2 <13> ) IDSET ID_TPQV (PROPERTIES) (1 *2 <13> 31 *2 <22> 32 *2 <20> 2 *2 3 *2) IDSET ID_QTP (PROPERTIES) (1 *2 <13> 31 *2 <22> 32 *2 <20> 3 *2) IDSET TOTAL (PROPERTIES) (524 *2 <10> 525 *2 <10> 526 *2 <10> ) IDSET ENERGY (PROPERTIES) (504 *2 <13> 505 *2 <13> 506 *2 <13> 1 *2 <13> ) IDSET TOTAX (PROPERTIES) (524 *2 <18> 525 *2 <18> 526 *2 <18> ) IDSET ENERGX (PROPERTIES) (504 *2 <5> 505 *2 <5> 506 *2 <5> 1 *2 <5> ) LSET BPSBAL3 ( %TOTAL %ENERGY) LSET BPBATCH ( %TOTAX %ENERGX) DSET RUN-STATUS FORSTAT @FORSTAT (2) DSET FLWBAL @FLWBAL (5.68434189D-12 <3> 5.60753222D-10 <3> 1.13686838D-13 1.12150644D-11 5.66430458D-10 <3> 5.66430458D-12 1.80698407D-08 <3> 7.21964237D-12 -1.23847590D-01 <18> -1.97208424D-02) DSET ALIAS @ALIAS ( "H2O" "CH4O" ) IDSET ID_1 (NPOINT) (#2) IDSET ID_2 (PROPERTIES) (339 *6 132 *5 1196 *6 1197 *6 1198 *6) LSET L_1 (%ID_2 & %ID_1) DSET COMPONENTS MAIN COMPS @L_1 ("WATER" C "H2O" "H2O" "WATER" "METHANOL" C "CH4O" "CH4O" "METHANOL" ) IDSET ID_3 (PROPERTIES) (8 *2 <13> 7 *2 <13> 62 *2 <13> 14 *2 13 *2 <22> 12 *2 <22> 60 *2 54 *2 <11> 55 *2 <11> 56 *2 <11> 57 *2 <11> 149 *2 <13> 150 *2 1137 *2 <11> 1138 *2 <11> 1139 *2 1140 *2 <11> 1141 *2 1142 *2 <11> 1143 *2 <11> 1144 *2 <10> 1145 *2 <10> 1146 *2 1147 *2 <10> 1148 *2 1149 *2 <10> 1150 *2 <10> 1151 *2 <12> 1152 *2 <12> 1153 *2 1154 *2 <12> 1155 *2 1156 *2 <12> 1157 *2 <12> 1158 *2 1159 *2 <20> 1160 *2 <20> 1161 *2 <75> 1162 *2 <75> 1163 *2 <75> 1164 *2 <13> 41024 *2 41025 *2 41026 *2 41027 *2 41028 *2 41029 *2 ) LSET L_2 (%ID_RXBAL %ID_3) IDSET ID_4 (PROPERTIES) (263 *6 313 *1 ) IDSET ID_5 (IN_STR) (1) LSET L_3 ( %ID_4 & %ID_5 ) DSET BLOCK RADFRAC B1 INLETS @L_3 ( "FEED" 12 ) IDSET ID_6 (OUT_STR) (1) LSET L_4 ( %ID_4 & %ID_6 ) DSET BLOCK RADFRAC B1 OUTLETS @L_4 ( "METHANOL" 1 ) IDSET ID_7 (OUT_STR) (2) LSET L_5 ( %ID_4 & %ID_7 ) DSET BLOCK RADFRAC B1 OUTLETS @L_5 ( "WATER" 25 ) DSET BLOCK RADFRAC B1 BLKSTAT @BLKSTAT (0 0) DSET BLOCK RADFRAC B1 COMPSTAT @L1 (0) DSET BLOCK RADFRAC B1 SYNCSTAT @L1 (0) DSET BLOCK RADFRAC B1 BLKIN @BLKIN (1 FEED "d0bb3a5b-8cd1-4d04-b1fb-563c5d47b0a7" * ) DSET BLOCK RADFRAC B1 TYPIN @TYPIN (1 MATERIAL) DSET BLOCK RADFRAC B1 BLKOUT @BLKOUT (2 METHANOL WATER "d0bb3a5b-8cd1-4d04-b1fb-563c5d47b0a7" * * ) DSET BLOCK RADFRAC B1 TYPOUT @TYPOUT (2 MATERIAL MATERIAL) DSET BLOCK RADFRAC B1 RES_D @L_2 (1.00000000D+02 <3> 1.00000000D+02 <3> 0.D0 <3> 5.66416247D-12 2.50287200D+03 <3> 2.50287200D+03 <3> * <3> 7.21964237D-12 * <3> * <3> * <3> * 1.00000000D+02 <3> 1.00000000D+02 <3> 0.D0 <3> 5.66416247D-12 2.50287200D+03 <3> 2.50287200D+03 <3> * <3> 7.21964237D-12 -6.28003547D+00 <18> -6.15618788D+00 <18> * <18> -1.97208424D-02 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> -1.05951981D+00 <18> 1.18336740D+00 <18> * <18> 1.41317015D+00 6.43763869D+01 <4> 1.09170918D+02 <4> * 1.20658507D+02 <3> 5.00000000D+01 <3> 0.D0 <3> 1.21972187D+02 <3> * <18> 2.43944375D+00 5.00000000D+01 <3> 5.00000000D+01 <3> 1.41317015D+00 7.06585073D+01 <3> 2.43944375D+00 1.21972187D+02 <3> * <3> 1.59509456D+03 <3> 9.07777440D+02 <3> 1.41317015D+00 2.25414001D+03 <3> 2.54486018D+00 2.31016666D+03 <3> * <3> * <7> * <7> * * <7> * * <7> * <7> * 1.00000000D+00 <5> 1.02000000D+00 <5> 2.00000000D-02 <5> * <5> * <5> * <18> 5.00000000D-01 5.00000000D-01 6.37305687D-01 3.62694313D-01 * *) IDSET ID_8 (PROPERTIES) (41030 *2 41032 *2 41033 *2) LSET L_6 ( %ID_8) DSET BLOCK RADFRAC B1 PRM2_INP @L_6 (1.00000000D-04 5.00000000D-01 5.00000000D-01) IDSET ID_9 (PROPERTIES) (41036 *2 <13> 41037 *2 <13> ) LSET L_7 ( %ID_9) DSET BLOCK RADFRAC B1 HTLS_INP @L_7 (* <18> * <18> ) IDSET ID_10 (TR2_SEC) ( 1 2 ) IDSET ID_11 (PROPERTIES) (41071 *2 41074 *2 <27> 41077 *2 <27> 41073 *2 <18> 41076 *2 <18> 41072 *2 <51> 41075 *2 <51> 41078 *2 41079 *2 41080 *1 41081 *2 41082 *2 <17> 41083 *2) LSET L_8 ( %ID_11 & %ID_10) DSET BLOCK RADFRAC B1 RSTR_INP @L_8 ( 1.00000000D+00 * <1> * <1> * <1> * <1> * <1> * <1> * * * * * <1> 1.00000000D+00 1.00000000D+00 * <1> * <1> * <1> * <1> * <1> * <1> * * * * * <1> 1.00000000D+00 ) IDSET ID_12 (STRSEQ) ( #1) LSET L_9 (%PORT_NO & %ID_12) IDSET ID_13 (STRSEQ) ( #2) LSET L_10 (%PORT_NO & %ID_13) DSET BLOCK RADFRAC B1 IN_PORT @L_9 (0 12 *) DSET BLOCK RADFRAC B1 OUT_PORT @L_10 (1 1 * 2 25 *) IDSET ID_14 (PROPERTIES) (8 *2 <13> 7 *2 <13> 149 *2 <13> 187 *2 <22> ) LSET L_11 ( %ID_14) DSET BLOCK RADFRAC B1 RESD @L_11 ( -1.05951981D+00 <18> 1.18336740D+00 <18> * <18> * <4> ) IDSET ID_15 (NSTAGE) ( #25 ) IDSET ID_16 (COMPONENTS) ( WATER METHANOL ) IDSET ID_17 (PROPERTIES) (810 *2) LSET L_12 ( %ID_17 & %ID_16 & %ID_15) DSET BLOCK RADFRAC B1 R6_DPLS @L_12 ( 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 1.00000000D+00 ) IDSET ID_18 (PROPERTIES) (36 *2 39 *2) IDSET ID_19 (FLASH-ID) (FEED ) IDSET ID_20 (PROPERTIES) (7003 *2 7001 *2 <22> 61 *2 <39> 88 *2 <39> ) LSET L_13 ( ( %ID_20 ( %ID_18 & %ID_16) ) & %ID_19) DSET BLOCK RADFRAC B1 R4_DPLS @L_13 ( 0.D0 2.50059359D+01 <4> -6.28003547D+01 <4> 0.D0 <4> 5.00000000D-01 1.68298112D-01 5.00000000D-01 8.31701888D-01 ) IDSET ID_21 (PROPERTIES) (7001 *2 <22> 11006 *2 <37> 383 *2 <38> ) LSET L_14 ( %ID_21 ) DSET BLOCK RADFRAC B1 R8_DPLS @L_14 ( 6.43763869D+01 <4> 1.77788144D-02 <3> 5.67177802D+02 <1> ) IDSET ID_22 (PROPERTIES) (925 *2 <37> 926 *2 <37> 927 *2 928 *2) LSET L_15 ( %ID_22 & %ID_15) DSET BLOCK RADFRAC B1 R6_DPLS @L_15 ( 1.77788144D-02 <3> 3.62689309D-05 <3> 3.19018912D+01 3.19018912D+01 1.78574502D-02 <3> 3.68915505D-05 <3> 3.17768703D+01 3.18287129D+01 1.79617619D-02 <3> 3.75456254D-05 <3> 3.16189296D+01 3.17363739D+01 1.80984255D-02 <3> 3.81912652D-05 <3> 3.14202290D+01 3.16203874D+01 1.82761788D-02 <3> 3.88265065D-05 <3> 3.11713568D+01 3.14754122D+01 1.85061899D-02 <3> 3.94489476D-05 <3> 3.08612008D+01 3.12952107D+01 1.88027426D-02 <3> 4.00557184D-05 <3> 3.04769326D+01 3.10726853D+01 1.91840708D-02 <3> 4.06435027D-05 <3> 3.00042422D+01 3.08000720D+01 1.96732673D-02 <3> 4.12087107D-05 <3> 2.94280566D+01 3.04694180D+01 2.02989802D-02 <3> 4.17480180D-05 <3> 2.87341472D+01 3.00735465D+01 2.10950626D-02 <3> 4.22598046D-05 <3> 2.79123023D+01 2.96078122D+01 2.27413640D-02 <3> 4.27478386D-05 <3> 2.64074073D+01 2.95838650D+01 2.27395117D-02 <3> 4.33993600D-05 <3> 2.63934533D+01 2.95600697D+01 2.27582513D-02 <3> 4.40468928D-05 <3> 2.63668445D+01 2.95213789D+01 2.28014104D-02 <3> 4.46864089D-05 <3> 2.63198206D+01 2.94554789D+01 2.28889601D-02 <3> 4.53118625D-05 <3> 2.62358925D+01 2.93402880D+01 2.30575605D-02 <3> 4.59125295D-05 <3> 2.60856783D+01 2.91363694D+01 2.33745818D-02 <3> 4.64698157D-05 <3> 2.58178627D+01 2.87744863D+01 2.39640692D-02 <3> 4.69527157D-05 <3> 2.53463936D+01 2.81374498D+01 2.50512781D-02 <3> 4.73129851D-05 <3> 2.45402837D+01 2.70438259D+01 2.70085615D-02 <3> 4.74855972D-05 <3> 2.32513494D+01 2.52805582D+01 3.01971825D-02 <3> 4.74140239D-05 <3> 2.14932427D+01 2.28464245D+01 3.40497492D-02 <3> 4.71478407D-05 <3> 1.97743148D+01 2.04379050D+01 3.68692205D-02 <3> 4.69685282D-05 <3> 1.87120031D+01 1.89401101D+01 3.84928050D-02 <3> 4.71249785D-05 <3> 1.81555488D+01 * ) IDSET ID_23 (NSTAGE) ( #25 ) IDSET ID_24 (PROPERTIES) (294 *2 <22> 293 *2 <22> ) IDSET ID_25 (COMPONENTS) (WATER METHANOL ) IDSET ID_26 (PROPERTIES) (36 *2 39 *2) LSET L_16 ( ( %ID_24 ( %ID_26 & %ID_25) ) & %ID_23) DSET BLOCK RADFRAC B1 R7_DPLS @L_16 ( 6.53737904D+01 <4> 6.43763869D+01 <4> 0.D0 1.00000000D-02 0.D0 9.90000000D-01 6.60718303D+01 <4> 6.43763869D+01 <4> 1.00000000D-02 1.52170026D-02 9.90000000D-01 9.84782997D-01 6.68171099D+01 <4> 6.50258593D+01 <4> 1.89129516D-02 2.18000055D-02 9.81087048D-01 9.78199994D-01 6.76230575D+01 <4> 6.56987712D+01 <4> 3.01728094D-02 3.00688802D-02 9.69827191D-01 9.69931120D-01 6.85058459D+01 <4> 6.64115517D+01 <4> 4.43385116D-02 4.04044108D-02 9.55661488D-01 9.59595589D-01 6.94845312D+01 <4> 6.71762700D+01 <4> 6.20810351D-02 5.32512806D-02 9.37918965D-01 9.46748719D-01 7.05808262D+01 <4> 6.80075484D+01 <4> 8.41925811D-02 6.91154931D-02 9.15807419D-01 9.30884507D-01 7.18178011D+01 <4> 6.89229950D+01 <4> 1.11587712D-01 8.85505538D-02 8.88412288D-01 9.11449446D-01 7.32159040D+01 <4> 6.99435331D+01 <4> 1.45286607D-01 1.12123435D-01 8.54713393D-01 8.87876565D-01 7.47822922D+01 <4> 7.10935004D+01 <4> 1.86363856D-01 1.40345786D-01 8.13636144D-01 8.59654214D-01 7.64832574D+01 <4> 7.24002017D+01 <4> 2.35833826D-01 1.73548774D-01 7.64166174D-01 8.26451226D-01 7.69578658D+01 <4> 4.55339417D+01 <4> 4.17045178D-01 1.75256010D-01 5.82954822D-01 8.24743990D-01 7.74508644D+01 <4> 7.60885546D+01 <4> 4.01711051D-01 1.76952413D-01 5.98288949D-01 8.23047587D-01 7.79890762D+01 <4> 7.67357786D+01 <4> 4.02705858D-01 1.79710748D-01 5.97294142D-01 8.20289252D-01 7.86129455D+01 <4> 7.72074287D+01 <4> 4.04602843D-01 1.84408872D-01 5.95397157D-01 8.15591128D-01 7.93932240D+01 <4> 7.77029335D+01 <4> 4.07955254D-01 1.92621026D-01 5.92044746D-01 8.07378974D-01 8.04513870D+01 <4> 7.82489940D+01 <4> 4.13938634D-01 2.07158727D-01 5.86061366D-01 7.92841273D-01 8.19892038D+01 <4> 7.88916580D+01 <4> 4.24647655D-01 2.32957986D-01 5.75352345D-01 7.67042014D-01 8.43225728D+01 <4> 7.97141886D+01 <4> 4.43740683D-01 2.78373392D-01 5.56259317D-01 7.21626608D-01 8.78880296D+01 <4> 8.08665917D+01 <4> 4.77352514D-01 3.56339695D-01 5.22647486D-01 6.43660305D-01 9.30951668D+01 <4> 8.26166318D+01 <4> 5.34821450D-01 4.82046027D-01 4.65178550D-01 5.17953973D-01 9.96637904D+01 <4> 8.54304648D+01 <4> 6.26711758D-01 6.55579535D-01 3.73288242D-01 3.44420465D-01 1.05634096D+02 <4> 9.00322567D+01 <4> 7.52050153D-01 8.27286968D-01 2.47949847D-01 1.72713032D-01 1.09170918D+02 <4> 9.68371574D+01 <4> 8.74595431D-01 9.34067295D-01 1.25404569D-01 6.59327048D-02 1.09170918D+02 <4> 1.03882990D+02 <4> 9.50329432D-01 0.D0 4.96705680D-02 0.D0 ) IDSET ID_27 (STREAM) ( METHANOL WATER ) IDSET ID_28 (COMPONENTS) ( WATER METHANOL ) IDSET ID_29 (PROPERTIES) (549 *2) LSET L_17 (%ID_29 & %ID_27 & %ID_28) DSET BLOCK RADFRAC B1 SPFRC @L_17 ( 1.00000000D-02 9.90000000D-01 9.90000000D-01 1.00000000D-02 ) IDSET ID_30 (STREAMS) ( METHANOL WATER ) IDSET ID_31 (PROPERTIES) ( 1167 *2 <11> 1168 *2 <10> 1169 *2 <12> ) LSET L_18 ( %ID_31 & %ID_30 ) DSET BLOCK RADFRAC B1 RD_PROD @L_18 ( 5.00000000D+01 <3> 1.59509456D+03 <3> * <7> 5.00000000D+01 <3> 9.07777440D+02 <3> * <7> ) IDSET ID_32 (PROPERTIES) (31 *2 <22> 32 *2 <20> 86 *2 <11> 87 *2 <11> ) LSET L_19 ( %ID_32 ) DSET BLOCK RADFRAC B1 REB_INP @L_19 (1.09170918D+02 <4> 1.48000000D+00 <5> 1.71972187D+02 <3> 5.00000000D+01 <3> ) IDSET ID_33 (TRAY_NO) ( #25) IDSET ID_34 (PROPERTIES) (31 *2 <22> ) LSET L_20 ( %ID_34 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_20 ( 6.43763869D+01 <4> 6.50258593D+01 <4> 6.56987712D+01 <4> 6.64115517D+01 <4> 6.71762700D+01 <4> 6.80075484D+01 <4> 6.89229950D+01 <4> 6.99435331D+01 <4> 7.10935004D+01 <4> 7.24002017D+01 <4> 7.38922873D+01 <4> 7.60885546D+01 <4> 7.67357786D+01 <4> 7.72074287D+01 <4> 7.77029335D+01 <4> 7.82489940D+01 <4> 7.88916580D+01 <4> 7.97141886D+01 <4> 8.08665917D+01 <4> 8.26166318D+01 <4> 8.54304648D+01 <4> 9.00322567D+01 <4> 9.68371574D+01 <4> 1.03882990D+02 <4> 1.09170918D+02 <4> ) IDSET ID_35 (PROPERTIES) (32 *2 <20> ) LSET L_21 ( %ID_35 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_21 ( 1.00000000D+00 <5> 1.02000000D+00 <5> 1.04000000D+00 <5> 1.06000000D+00 <5> 1.08000000D+00 <5> 1.10000000D+00 <5> 1.12000000D+00 <5> 1.14000000D+00 <5> 1.16000000D+00 <5> 1.18000000D+00 <5> 1.20000000D+00 <5> 1.22000000D+00 <5> 1.24000000D+00 <5> 1.26000000D+00 <5> 1.28000000D+00 <5> 1.30000000D+00 <5> 1.32000000D+00 <5> 1.34000000D+00 <5> 1.36000000D+00 <5> 1.38000000D+00 <5> 1.40000000D+00 <5> 1.42000000D+00 <5> 1.44000000D+00 <5> 1.46000000D+00 <5> 1.48000000D+00 <5> ) IDSET ID_36 (PROPERTIES) (62 *2 <13> ) LSET L_22 ( %ID_36 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_22 ( -1.05951981D+00 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 1.18336740D+00 <18> ) IDSET ID_37 (PROPERTIES) (63 *2 <11> ) LSET L_23 ( %ID_37 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_23 ( 1.20658507D+02 <3> 7.05773065D+01 <3> 7.04662716D+01 <3> 7.03202472D+01 <3> 7.01317936D+01 <3> 6.98924737D+01 <3> 6.95931302D+01 <3> 6.92245484D+01 <3> 6.87788622D+01 <3> 6.82524148D+01 <3> 6.76515983D+01 <3> 1.79890893D+02 <3> 1.80074237D+02 <3> 1.80150675D+02 <3> 1.80184336D+02 <3> 1.80143591D+02 <3> 1.79972672D+02 <3> 1.79578785D+02 <3> 1.78819415D+02 <3> 1.77514029D+02 <3> 1.75561264D+02 <3> 1.73327626D+02 <3> 1.71970322D+02 <3> 1.71972187D+02 <3> 5.00000000D+01 <3> ) IDSET ID_38 (PROPERTIES) (64 *2 <11> ) LSET L_24 ( %ID_38 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_24 ( 0.D0 <3> 1.20658507D+02 <3> 1.20577306D+02 <3> 1.20466272D+02 <3> 1.20320247D+02 <3> 1.20131794D+02 <3> 1.19892474D+02 <3> 1.19593130D+02 <3> 1.19224548D+02 <3> 1.18778862D+02 <3> 1.18252415D+02 <3> 1.17651598D+02 <3> 1.29890893D+02 <3> 1.30074237D+02 <3> 1.30150675D+02 <3> 1.30184336D+02 <3> 1.30143591D+02 <3> 1.29972672D+02 <3> 1.29578785D+02 <3> 1.28819415D+02 <3> 1.27514029D+02 <3> 1.25561264D+02 <3> 1.23327626D+02 <3> 1.21970322D+02 <3> 1.21972187D+02 <3> ) IDSET ID_39 (PROPERTIES) (1079 *2 <11> ) LSET L_25 ( %ID_39 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_FRM @L_25 ( 1.20658507D+02 <3> 7.05773065D+01 <3> 7.04662716D+01 <3> 7.03202472D+01 <3> 7.01317936D+01 <3> 6.98924737D+01 <3> 6.95931302D+01 <3> 6.92245484D+01 <3> 6.87788622D+01 <3> 6.82524148D+01 <3> 6.76515983D+01 <3> 1.79890893D+02 <3> 1.80074237D+02 <3> 1.80150675D+02 <3> 1.80184336D+02 <3> 1.80143591D+02 <3> 1.79972672D+02 <3> 1.79578785D+02 <3> 1.78819415D+02 <3> 1.77514029D+02 <3> 1.75561264D+02 <3> 1.73327626D+02 <3> 1.71970322D+02 <3> 1.71972187D+02 <3> 5.00000000D+01 <3> ) IDSET ID_40 (PROPERTIES) (1080 *2 <11> ) LSET L_26 ( %ID_40 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_FRM @L_26 ( 0.D0 <3> 1.20658507D+02 <3> 1.20577306D+02 <3> 1.20466272D+02 <3> 1.20320247D+02 <3> 1.20131794D+02 <3> 1.19892474D+02 <3> 1.19593130D+02 <3> 1.19224548D+02 <3> 1.18778862D+02 <3> 1.18252415D+02 <3> 1.17651598D+02 <3> 1.29890893D+02 <3> 1.30074237D+02 <3> 1.30150675D+02 <3> 1.30184336D+02 <3> 1.30143591D+02 <3> 1.29972672D+02 <3> 1.29578785D+02 <3> 1.28819415D+02 <3> 1.27514029D+02 <3> 1.25561264D+02 <3> 1.23327626D+02 <3> 1.21970322D+02 <3> 1.21972187D+02 <3> ) IDSET ID_41 (PROPERTIES) (91 *2 <11> ) LSET L_27 ( %ID_41 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_27 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 1.00000000D+02 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_42 (PROPERTIES) (92 *2 <11> ) LSET L_28 ( %ID_42 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_28 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_43 (PROPERTIES) (65 *2 <11> ) LSET L_29 ( %ID_43 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_29 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_44 (PROPERTIES) (66 *2 <11> ) LSET L_30 ( %ID_44 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_30 ( 5.00000000D+01 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 5.00000000D+01 <3> ) IDSET ID_45 (PROPERTIES) (93 *2 <11> ) LSET L_31 ( %ID_45 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_31 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_46 (PROPERTIES) (31 *2 <22> ) LSET L_32 ( %ID_46 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_32 ( 6.43763869D+01 <4> 6.50258593D+01 <4> 6.56987712D+01 <4> 6.64115517D+01 <4> 6.71762700D+01 <4> 6.80075484D+01 <4> 6.89229950D+01 <4> 6.99435331D+01 <4> 7.10935004D+01 <4> 7.24002017D+01 <4> 7.38922873D+01 <4> 7.60885546D+01 <4> 7.67357786D+01 <4> 7.72074287D+01 <4> 7.77029335D+01 <4> 7.82489940D+01 <4> 7.88916580D+01 <4> 7.97141886D+01 <4> 8.08665917D+01 <4> 8.26166318D+01 <4> 8.54304648D+01 <4> 9.00322567D+01 <4> 9.68371574D+01 <4> 1.03882990D+02 <4> 1.09170918D+02 <4> ) IDSET ID_47 (PROPERTIES) (32 *2 <20> ) LSET L_33 ( %ID_47 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_33 ( 1.00000000D+00 <5> 1.02000000D+00 <5> 1.04000000D+00 <5> 1.06000000D+00 <5> 1.08000000D+00 <5> 1.10000000D+00 <5> 1.12000000D+00 <5> 1.14000000D+00 <5> 1.16000000D+00 <5> 1.18000000D+00 <5> 1.20000000D+00 <5> 1.22000000D+00 <5> 1.24000000D+00 <5> 1.26000000D+00 <5> 1.28000000D+00 <5> 1.30000000D+00 <5> 1.32000000D+00 <5> 1.34000000D+00 <5> 1.36000000D+00 <5> 1.38000000D+00 <5> 1.40000000D+00 <5> 1.42000000D+00 <5> 1.44000000D+00 <5> 1.46000000D+00 <5> 1.48000000D+00 <5> ) IDSET ID_48 (PROPERTIES) (62 *2 <13> ) LSET L_34 ( %ID_48 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_34 ( -1.05951981D+00 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 0.D0 <18> 1.18336740D+00 <18> ) IDSET ID_49 (PROPERTIES) (63 *2 <10> ) LSET L_35 ( %ID_49 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_35 ( 3.84923457D+03 <3> 2.24272591D+03 <3> 2.22806808D+03 <3> 2.20947827D+03 <3> 2.18610316D+03 <3> 2.15696566D+03 <3> 2.12098514D+03 <3> 2.07703012D+03 <3> 2.02402825D+03 <3> 1.96117494D+03 <3> 1.88831186D+03 <3> 4.75045208D+03 <3> 4.75278096D+03 <3> 4.75000483D+03 <3> 4.74241941D+03 <3> 4.72622788D+03 <3> 4.69470924D+03 <3> 4.63634041D+03 <3> 4.53242728D+03 <3> 4.35624463D+03 <3> 4.08203629D+03 <3> 3.72537275D+03 <3> 3.40059529D+03 <3> 3.21794410D+03 <3> 9.07777440D+02 <3> ) IDSET ID_50 (PROPERTIES) (64 *2 <10> ) LSET L_36 ( %ID_50 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_36 ( 0.D0 <3> 3.84923457D+03 <3> 3.83782047D+03 <3> 3.82316264D+03 <3> 3.80457283D+03 <3> 3.78119772D+03 <3> 3.75206022D+03 <3> 3.71607970D+03 <3> 3.67212468D+03 <3> 3.61912281D+03 <3> 3.55626950D+03 <3> 3.48340642D+03 <3> 3.84267464D+03 <3> 3.84500352D+03 <3> 3.84222739D+03 <3> 3.83464197D+03 <3> 3.81845044D+03 <3> 3.78693180D+03 <3> 3.72856297D+03 <3> 3.62464984D+03 <3> 3.44846719D+03 <3> 3.17425885D+03 <3> 2.81759531D+03 <3> 2.49281785D+03 <3> 2.31016666D+03 <3> ) IDSET ID_51 (PROPERTIES) (91 *2 <10> ) LSET L_37 ( %ID_51 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_37 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 2.50287200D+03 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_52 (PROPERTIES) (92 *2 <10> ) LSET L_38 ( %ID_52 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_38 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_53 (PROPERTIES) (65 *2 <10> ) LSET L_39 ( %ID_53 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_39 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_54 (PROPERTIES) (66 *2 <10> ) LSET L_40 ( %ID_54 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_40 ( 1.59509456D+03 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 9.07777440D+02 <3> ) IDSET ID_55 (PROPERTIES) (93 *2 <10> ) LSET L_41 ( %ID_55 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_41 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_56 (PROPERTIES) (1079 *2 <10> ) LSET L_42 ( %ID_56 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_42 ( 3.84923457D+03 <3> 2.24272591D+03 <3> 2.22806808D+03 <3> 2.20947827D+03 <3> 2.18610316D+03 <3> 2.15696566D+03 <3> 2.12098514D+03 <3> 2.07703012D+03 <3> 2.02402825D+03 <3> 1.96117494D+03 <3> 1.88831186D+03 <3> 4.75045208D+03 <3> 4.75278096D+03 <3> 4.75000483D+03 <3> 4.74241941D+03 <3> 4.72622788D+03 <3> 4.69470924D+03 <3> 4.63634041D+03 <3> 4.53242728D+03 <3> 4.35624463D+03 <3> 4.08203629D+03 <3> 3.72537275D+03 <3> 3.40059529D+03 <3> 3.21794410D+03 <3> 9.07777440D+02 <3> ) IDSET ID_57 (PROPERTIES) (1080 *2 <10> ) LSET L_43 ( %ID_57 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PR2S @L_43 ( 0.D0 <3> 3.84923457D+03 <3> 3.83782047D+03 <3> 3.82316264D+03 <3> 3.80457283D+03 <3> 3.78119772D+03 <3> 3.75206022D+03 <3> 3.71607970D+03 <3> 3.67212468D+03 <3> 3.61912281D+03 <3> 3.55626950D+03 <3> 3.48340642D+03 <3> 3.84267464D+03 <3> 3.84500352D+03 <3> 3.84222739D+03 <3> 3.83464197D+03 <3> 3.81845044D+03 <3> 3.78693180D+03 <3> 3.72856297D+03 <3> 3.62464984D+03 <3> 3.44846719D+03 <3> 3.17425885D+03 <3> 2.81759531D+03 <3> 2.49281785D+03 <3> 2.31016666D+03 <3> ) IDSET ID_58 (PROPERTIES) (61 *2 <39> ) LSET L_44 ( %ID_58 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_44 ( -5.64707735D+01 <4> -5.65564899D+01 <4> -5.66681979D+01 <4> -5.68118430D+01 <4> -5.69947386D+01 <4> -5.72255109D+01 <4> -5.75141017D+01 <4> -5.78715712D+01 <4> -5.83095188D+01 <4> -5.88388018D+01 <4> -5.94670288D+01 <4> -6.06295337D+01 <4> -6.06265613D+01 <4> -6.06376196D+01 <4> -6.06645908D+01 <4> -6.07201760D+01 <4> -6.08270465D+01 <4> -6.10247527D+01 <4> -6.13794422D+01 <4> -6.19911455D+01 <4> -6.29704030D+01 <4> -6.42951620D+01 <4> -6.55555842D+01 <4> -6.62913459D+01 <4> -6.66529841D+01 <4> ) IDSET ID_59 (PROPERTIES) (88 *2 <39> ) LSET L_45 ( %ID_59 & %ID_33 ) DSET BLOCK RADFRAC B1 RAD_PRO2 @L_45 ( -4.76413986D+01 <4> -4.76896288D+01 <4> -4.77338875D+01 <4> -4.77910989D+01 <4> -4.78642776D+01 <4> -4.79570140D+01 <4> -4.80735046D+01 <4> -4.82185325D+01 <4> -4.83973504D+01 <4> -4.86153943D+01 <4> -4.88777264D+01 <4> -4.91880986D+01 <4> -4.92004036D+01 <4> -4.92123984D+01 <4> -4.92344085D+01 <4> -4.92746871D+01 <4> -4.93480616D+01 <4> -4.94810901D+01 <4> -4.97205953D+01 <4> -5.01463180D+01 <4> -5.08828828D+01 <4> -5.20793335D+01 <4> -5.37439292D+01 <4> -5.54036277D+01 <4> -5.64411551D+01 <4> ) IDSET ID_60 (PROPERTIES) (36 *2 ) LSET L_46 ( %ID_60 & %ID_NCC & %ID_33 ) DSET BLOCK RADFRAC B1 TRAY_X @L_46 ( 1.00000000D-02 9.90000000D-01 1.89129516D-02 9.81087048D-01 3.01728094D-02 9.69827191D-01 4.43385116D-02 9.55661488D-01 6.20810351D-02 9.37918965D-01 8.41925811D-02 9.15807419D-01 1.11587712D-01 8.88412288D-01 1.45286607D-01 8.54713393D-01 1.86363856D-01 8.13636144D-01 2.35833826D-01 7.64166174D-01 2.94424540D-01 7.05575460D-01 4.01711051D-01 5.98288949D-01 4.02705858D-01 5.97294142D-01 4.04602843D-01 5.95397157D-01 4.07955254D-01 5.92044746D-01 4.13938634D-01 5.86061366D-01 4.24647655D-01 5.75352345D-01 4.43740683D-01 5.56259317D-01 4.77352514D-01 5.22647486D-01 5.34821450D-01 4.65178550D-01 6.26711758D-01 3.73288242D-01 7.52050153D-01 2.47949847D-01 8.74595431D-01 1.25404569D-01 9.50329432D-01 4.96705680D-02 9.90000000D-01 1.00000000D-02 ) IDSET ID_61 (PROPERTIES) (36 *2 ) LSET L_47 ( %ID_61 & %ID_NCC & %ID_33 ) DSET BLOCK RADFRAC B1 TRAY_MX @L_47 ( 5.64708841D-03 9.94352912D-01 1.07223309D-02 9.89277669D-01 1.71913350D-02 9.82808665D-01 2.54221794D-02 9.74577821D-01 3.58793247D-02 9.64120675D-01 4.91475667D-02 9.50852433D-01 6.59608335D-02 9.34039167D-01 8.72336283D-02 9.12766372D-01 1.14088304D-01 8.85911696D-01 1.47859353D-01 8.52140647D-01 1.90028772D-01 8.09971228D-01 2.74049511D-01 7.25950489D-01 2.74873421D-01 7.25126579D-01 2.76446941D-01 7.23553059D-01 2.79235495D-01 7.20764505D-01 2.84237344D-01 7.15762656D-01 2.93269982D-01 7.06730018D-01 3.09634951D-01 6.90365049D-01 3.39284529D-01 6.60715471D-01 3.92618043D-01 6.07381957D-01 4.85579895D-01 5.14420105D-01 6.30355980D-01 3.69644020D-01 7.96795323D-01 2.03204677D-01 9.14944847D-01 8.50551530D-02 9.82351313D-01 1.76486871D-02 ) IDSET ID_62 (PROPERTIES) (39 *2 ) LSET L_48 ( %ID_62 & %ID_NCC & %ID_33 ) DSET BLOCK RADFRAC B1 TRAY_Y @L_48 ( 4.03594595D-03 9.95964054D-01 1.00000000D-02 9.90000000D-01 1.52170026D-02 9.84782997D-01 2.18000055D-02 9.78199994D-01 3.00688802D-02 9.69931120D-01 4.04044108D-02 9.59595589D-01 5.32512806D-02 9.46748719D-01 6.91154931D-02 9.30884507D-01 8.85505538D-02 9.11449446D-01 1.12123435D-01 8.87876565D-01 1.40345786D-01 8.59654214D-01 1.73548774D-01 8.26451226D-01 1.75256010D-01 8.24743990D-01 1.76952413D-01 8.23047587D-01 1.79710748D-01 8.20289252D-01 1.84408872D-01 8.15591128D-01 1.92621026D-01 8.07378974D-01 2.07158727D-01 7.92841273D-01 2.32957986D-01 7.67042014D-01 2.78373392D-01 7.21626608D-01 3.56339695D-01 6.43660305D-01 4.82046027D-01 5.17953973D-01 6.55579535D-01 3.44420465D-01 8.27286968D-01 1.72713032D-01 9.34067295D-01 6.59327048D-02 ) IDSET ID_63 (PROPERTIES) (39 *2 ) LSET L_49 ( %ID_63 & %ID_NCC & %ID_33 ) DSET BLOCK RADFRAC B1 TRAY_MY @L_49 ( 2.27317336D-03 9.97726827D-01 5.64708841D-03 9.94352912D-01 8.61293269D-03 9.91387067D-01 1.23748606D-02 9.87625139D-01 1.71313301D-02 9.82868670D-01 2.31258854D-02 9.76874115D-01 3.06544263D-02 9.69345574D-01 4.00716883D-02 9.59928312D-01 5.17941328D-02 9.48205867D-01 6.62938513D-02 9.33706149D-01 8.40728457D-02 9.15927154D-01 1.05598136D-01 8.94401864D-01 1.06723245D-01 8.93276755D-01 1.07843022D-01 8.92156978D-01 1.09667623D-01 8.90332377D-01 1.12786402D-01 8.87213598D-01 1.18271563D-01 8.81728437D-01 1.28088109D-01 8.71911891D-01 1.45851547D-01 8.54148453D-01 1.78231312D-01 8.21768688D-01 2.37376155D-01 7.62623845D-01 3.43512752D-01 6.56487248D-01 5.16949551D-01 4.83050449D-01 7.29223782D-01 2.70776218D-01 8.88457551D-01 1.11542449D-01 ) IDSET ID_64 (PROPERTIES) (40 *2 ) LSET L_50 ( %ID_64 & %ID_NCC & %ID_33 ) DSET BLOCK RADFRAC B1 TRAYB_K @L_50 ( 4.03594595D-01 1.00602430D+00 4.05029586D-01 1.01195004D+00 4.06478075D-01 1.01907843D+00 4.07969437D-01 1.02824988D+00 4.09526883D-01 1.04008255D+00 4.11184609D-01 1.05540941D+00 4.12994503D-01 1.07536948D+00 4.15037378D-01 1.10154487D+00 4.17441844D-01 1.13616767D+00 4.20415641D-01 1.18242663D+00 4.24295686D-01 1.24489422D+00 4.32298167D-01 1.37800489D+00 4.33421218D-01 1.38221835D+00 4.34435155D-01 1.38475314D+00 4.35573166D-01 1.38967608D+00 4.36954705D-01 1.39903929D+00 4.38809447D-01 1.41668393D+00 4.41606965D-01 1.45009332D+00 4.46385786D-01 1.51458795D+00 4.55698456D-01 1.64392665D+00 4.76532445D-01 1.91888557D+00 5.28047986D-01 2.53053384D+00 6.42617836D-01 3.74314970D+00 8.01866061D-01 5.29024788D+00 9.43502318D-01 6.59327048D+00 ) IDSET ID_65 (NPOINT) (1) IDSET ID_66 (PROPERTIES) (257 *6 260 *2 851 *2 852 *2 ) LSET L_51 ( %ID_66 & %ID_65) DSET BLOCK RADFRAC B1 MANIP_VR @L_51 ( "DISTILLATE TO FEED RATIO" 5.00000000D-01 1.00000000D-02 6.00000000D-01 ) IDSET ID_67 (NPOINT) (2) IDSET ID_68 (PROPERTIES) (257 *6 260 *2 851 *2 852 *2 ) LSET L_52 ( %ID_68 & %ID_67) DSET BLOCK RADFRAC B1 MANIP_VR @L_52 ( "MOLAR REFLUX RATIO" 1.41317015D+00 2.00000000D-01 5.00000000D+00 ) IDSET ID_69 (NPOINT) (1) IDSET ID_70 (PROPERTIES) (223 *6 239 *2 240 *2 241 *2 237 *6 238 *6 639 *6 640 *6) LSET L_53 ( %ID_70 & %ID_69) DSET BLOCK RADFRAC B1 DES_SPEC @L_53 ( "MOLE-FRAC" 9.90000000D-01 9.90000000D-01 -2.22044605D-16 "STREAM: METHANOL " "COMPS: METHANOL " "BASE-COMPS: WATER METHANOL " * ) IDSET ID_71 (NPOINT) (2) IDSET ID_72 (PROPERTIES) (223 *6 239 *2 240 *2 241 *2 237 *6 238 *6 639 *6 640 *6) LSET L_54 ( %ID_72 & %ID_71) DSET BLOCK RADFRAC B1 DES_SPEC @L_54 ( "MOLE-FRAC" 9.90000000D-01 9.90000000D-01 0.D0 "STREAM: WATER " "COMPS: WATER " "BASE-COMPS: WATER METHANOL " * ) IDSET ID_73 (TRAY_NO) (1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25) IDSET ID_74 (PROPERTIES) (293 *2 <22> ) LSET L_55 ( %ID_74 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_55 ( 6.43763869D+01 <4> 6.50258593D+01 <4> 6.56987712D+01 <4> 6.64115517D+01 <4> 6.71762700D+01 <4> 6.80075484D+01 <4> 6.89229950D+01 <4> 6.99435331D+01 <4> 7.10935004D+01 <4> 7.24002017D+01 <4> 7.38922873D+01 <4> 7.60885546D+01 <4> 7.67357786D+01 <4> 7.72074287D+01 <4> 7.77029335D+01 <4> 7.82489940D+01 <4> 7.88916580D+01 <4> 7.97141886D+01 <4> 8.08665917D+01 <4> 8.26166318D+01 <4> 8.54304648D+01 <4> 9.00322567D+01 <4> 9.68371574D+01 <4> 1.03882990D+02 <4> 1.09170918D+02 <4> ) IDSET ID_75 (PROPERTIES) (294 *2 <22> ) LSET L_56 ( %ID_75 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_56 ( 6.53737904D+01 <4> 6.60718303D+01 <4> 6.68171099D+01 <4> 6.76230575D+01 <4> 6.85058459D+01 <4> 6.94845312D+01 <4> 7.05808262D+01 <4> 7.18178011D+01 <4> 7.32159040D+01 <4> 7.47822922D+01 <4> 7.64832574D+01 <4> 7.69578658D+01 <4> 7.74508644D+01 <4> 7.79890762D+01 <4> 7.86129455D+01 <4> 7.93932240D+01 <4> 8.04513870D+01 <4> 8.19892038D+01 <4> 8.43225728D+01 <4> 8.78880296D+01 <4> 9.30951668D+01 <4> 9.96637904D+01 <4> 1.05634096D+02 <4> 1.09170918D+02 <4> 1.09170918D+02 <4> ) IDSET ID_76 (PROPERTIES) (41099 *2 <22> ) LSET L_57 ( %ID_76 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_57 ( 6.43763869D+01 <4> 6.43763869D+01 <4> 6.50258593D+01 <4> 6.56987712D+01 <4> 6.64115517D+01 <4> 6.71762700D+01 <4> 6.80075484D+01 <4> 6.89229950D+01 <4> 6.99435331D+01 <4> 7.10935004D+01 <4> 7.24002017D+01 <4> 4.55339417D+01 <4> 7.60885546D+01 <4> 7.67357786D+01 <4> 7.72074287D+01 <4> 7.77029335D+01 <4> 7.82489940D+01 <4> 7.88916580D+01 <4> 7.97141886D+01 <4> 8.08665917D+01 <4> 8.26166318D+01 <4> 8.54304648D+01 <4> 9.00322567D+01 <4> 9.68371574D+01 <4> 1.03882990D+02 <4> ) IDSET ID_77 (PROPERTIES) (41100 *2 <22> ) LSET L_58 ( %ID_77 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_58 ( 6.43763869D+01 <4> 6.53737904D+01 <4> 6.60718303D+01 <4> 6.68171099D+01 <4> 6.76230575D+01 <4> 6.85058459D+01 <4> 6.94845312D+01 <4> 7.05808262D+01 <4> 7.18178011D+01 <4> 7.32159040D+01 <4> 7.47822922D+01 <4> 7.64832574D+01 <4> 7.69578658D+01 <4> 7.74508644D+01 <4> 7.79890762D+01 <4> 7.86129455D+01 <4> 7.93932240D+01 <4> 8.04513870D+01 <4> 8.19892038D+01 <4> 8.43225728D+01 <4> 8.78880296D+01 <4> 9.30951668D+01 <4> 9.96637904D+01 <4> 1.05634096D+02 <4> 1.09170918D+02 <4> ) IDSET ID_78 (PROPERTIES) (242 *2 <10> ) LSET L_59 ( %ID_78 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_59 ( 3.84923457D+03 <3> 2.24272591D+03 <3> 2.22806808D+03 <3> 2.20947827D+03 <3> 2.18610316D+03 <3> 2.15696566D+03 <3> 2.12098514D+03 <3> 2.07703012D+03 <3> 2.02402825D+03 <3> 1.96117494D+03 <3> 1.88831186D+03 <3> 4.75045208D+03 <3> 4.75278096D+03 <3> 4.75000483D+03 <3> 4.74241941D+03 <3> 4.72622788D+03 <3> 4.69470924D+03 <3> 4.63634041D+03 <3> 4.53242728D+03 <3> 4.35624463D+03 <3> 4.08203629D+03 <3> 3.72537275D+03 <3> 3.40059529D+03 <3> 3.21794410D+03 <3> 9.07777440D+02 <3> ) IDSET ID_79 (PROPERTIES) (243 *2 <10> ) LSET L_60 ( %ID_79 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_60 ( 3.84923457D+03 <3> 3.83782047D+03 <3> 3.82316264D+03 <3> 3.80457283D+03 <3> 3.78119772D+03 <3> 3.75206022D+03 <3> 3.71607970D+03 <3> 3.67212468D+03 <3> 3.61912281D+03 <3> 3.55626950D+03 <3> 3.48340642D+03 <3> 3.84267464D+03 <3> 3.84500352D+03 <3> 3.84222739D+03 <3> 3.83464197D+03 <3> 3.81845044D+03 <3> 3.78693180D+03 <3> 3.72856297D+03 <3> 3.62464984D+03 <3> 3.44846719D+03 <3> 3.17425885D+03 <3> 2.81759531D+03 <3> 2.49281785D+03 <3> 2.31016666D+03 <3> 0.D0 <3> ) IDSET ID_80 (PROPERTIES) (244 *2 <12> ) LSET L_61 ( %ID_80 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_61 ( 6.78664532D+00 <7> 3.95226114D+00 <7> 3.92312692D+00 <7> 3.88543452D+00 <7> 3.83733351D+00 <7> 3.77670790D+00 <7> 3.70122230D+00 <7> 3.60843897D+00 <7> 3.49605693D+00 <7> 3.36235683D+00 <7> 3.20698732D+00 <7> 7.91029476D+00 <7> 7.91900191D+00 <7> 7.91583995D+00 <7> 7.90233293D+00 <7> 7.87032659D+00 <7> 7.80536486D+00 <7> 7.68265231D+00 <7> 7.46198044D+00 <7> 7.08602682D+00 <7> 6.50020786D+00 <7> 5.73986088D+00 <7> 5.05056060D+00 <7> 4.66438360D+00 <7> 1.29894405D+00 <7> ) IDSET ID_81 (PROPERTIES) (245 *2 <12> ) LSET L_62 ( %ID_81 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_62 ( 3.27062716D+03 <7> 3.21148750D+03 <7> 3.15428858D+03 <7> 3.09892025D+03 <7> 3.04524711D+03 <7> 2.99314251D+03 <7> 2.94249074D+03 <7> 2.89318803D+03 <7> 2.84513776D+03 <7> 2.79822436D+03 <7> 2.75222332D+03 <7> 2.99292185D+03 <7> 2.95308542D+03 <7> 2.91253377D+03 <7> 2.87307405D+03 <7> 2.83459858D+03 <7> 2.79692679D+03 <7> 2.75977189D+03 <7> 2.72270742D+03 <7> 2.68532010D+03 <7> 2.64818831D+03 <7> 2.61576404D+03 <7> 2.59685212D+03 <7> 2.58827041D+03 <7> 0.D0 <7> ) IDSET ID_82 (PROPERTIES) (1126 *2 ) LSET L_63 ( %ID_82 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_63 ( 3.19018912D+01 3.17768703D+01 3.16189296D+01 3.14202290D+01 3.11713568D+01 3.08612008D+01 3.04769326D+01 3.00042422D+01 2.94280566D+01 2.87341472D+01 2.79123023D+01 2.64074073D+01 2.63934533D+01 2.63668445D+01 2.63198206D+01 2.62358925D+01 2.60856783D+01 2.58178627D+01 2.53463936D+01 2.45402837D+01 2.32513494D+01 2.14932427D+01 1.97743148D+01 1.87120031D+01 1.81555488D+01 ) IDSET ID_83 (PROPERTIES) (1127 *2 ) LSET L_64 ( %ID_83 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_64 ( 3.19018912D+01 3.18287129D+01 3.17363739D+01 3.16203874D+01 3.14754122D+01 3.12952107D+01 3.10726853D+01 3.08000720D+01 3.04694180D+01 3.00735465D+01 2.96078122D+01 2.95838650D+01 2.95600697D+01 2.95213789D+01 2.94554789D+01 2.93402880D+01 2.91363694D+01 2.87744863D+01 2.81374498D+01 2.70438259D+01 2.52805582D+01 2.28464245D+01 2.04379050D+01 1.89401101D+01 * ) IDSET ID_84 (PROPERTIES) (246 *2 <38> ) LSET L_65 ( %ID_84 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_65 ( 5.67177802D+02 <1> 5.67453878D+02 <1> 5.67931684D+02 <1> 5.68656675D+02 <1> 5.69693291D+02 <1> 5.71123242D+02 <1> 5.73049918D+02 <1> 5.75603505D+02 <1> 5.78946021D+02 <1> 5.83273886D+02 <1> 5.88811764D+02 <1> 6.00540463D+02 <1> 6.00174240D+02 <1> 6.00063273D+02 <1> 6.00129032D+02 <1> 6.00512294D+02 <1> 6.01472106D+02 <1> 6.03481743D+02 <1> 6.07402729D+02 <1> 6.14765473D+02 <1> 6.27985500D+02 <1> 6.49035374D+02 <1> 6.73310461D+02 <1> 6.89896967D+02 <1> 6.98858000D+02 <1> ) IDSET ID_85 (PROPERTIES) (247 *2 <38> ) LSET L_66 ( %ID_85 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_66 ( 1.17691023D+00 <1> 1.19502893D+00 <1> 1.21205227D+00 <1> 1.22770918D+00 <1> 1.24167189D+00 <1> 1.25355215D+00 <1> 1.26290277D+00 <1> 1.26923126D+00 <1> 1.27203781D+00 <1> 1.27090220D+00 <1> 1.26566998D+00 <1> 1.28392081D+00 <1> 1.30202922D+00 <1> 1.31920441D+00 <1> 1.33468261D+00 <1> 1.34708684D+00 <1> 1.35396172D+00 <1> 1.35104027D+00 <1> 1.33126675D+00 <1> 1.28419222D+00 <1> 1.19865299D+00 <1> 1.07715958D+00 <1> 9.59938315D-01 <1> 8.92552283D-01 <1> * <1> ) IDSET ID_86 (PROPERTIES) (248 *2 <26> ) LSET L_67 ( %ID_86 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_67 ( 3.05867283D-01 <2> 3.02462683D-01 <2> 2.99025280D-01 <2> 2.95607742D-01 <2> 2.92326133D-01 <2> 2.89336206D-01 <2> 2.86824884D-01 <2> 2.84993187D-01 <2> 2.84036687D-01 <2> 2.84136946D-01 <2> 2.85476775D-01 <2> 2.92063844D-01 <2> 2.90135094D-01 <2> 2.88906229D-01 <2> 2.87815413D-01 <2> 2.86946879D-01 <2> 2.86466882D-01 <2> 2.86693887D-01 <2> 2.88250231D-01 <2> 2.92342336D-01 <2> 3.00915525D-01 <2> 3.13844870D-01 <2> 3.22980190D-01 <2> 1.63794822D-01 <2> 1.45530397D-01 <2> ) IDSET ID_87 (PROPERTIES) (249 *2 <26> ) LSET L_68 ( %ID_87 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_68 ( 1.11604543D-02 <2> 1.11844227D-02 <2> 1.12099966D-02 <2> 1.12376820D-02 <2> 1.12681182D-02 <2> 1.13021058D-02 <2> 1.13406322D-02 <2> 1.13848723D-02 <2> 1.14361099D-02 <2> 1.14954311D-02 <2> 1.15628122D-02 <2> 1.15800157D-02 <2> 1.15978494D-02 <2> 1.16175773D-02 <2> 1.16408966D-02 <2> 1.16708543D-02 <2> 1.17129317D-02 <2> 1.17770370D-02 <2> 1.18812789D-02 <2> 1.20590276D-02 <2> 1.23681128D-02 <2> 1.28696723D-02 <2> 1.34784992D-02 <2> 1.39830142D-02 <2> * <2> ) IDSET ID_88 (PROPERTIES) (250 *2 <21> ) LSET L_69 ( %ID_88 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_69 ( 1.93624664D+01 <2> 1.97148932D+01 <2> 2.01719445D+01 <2> 2.07572016D+01 <2> 2.14994827D+01 <2> 2.24325087D+01 <2> 2.35947311D+01 <2> 2.50282915D+01 <2> 2.67763628D+01 <2> 2.88776211D+01 <2> 3.13558335D+01 <2> 3.59182214D+01 <2> 3.58775356D+01 <2> 3.59003789D+01 <2> 3.59851108D+01 <2> 3.61805788D+01 <2> 3.65737500D+01 <2> 3.73153689D+01 <2> 3.86545734D+01 <2> 4.09583752D+01 <2> 4.45977326D+01 <2> 4.93503040D+01 <2> 5.34693690D+01 <2> 5.53948726D+01 <2> 5.60504645D+01 <2> ) IDSET ID_89 (PROPERTIES) (1128 *2 <21> ) LSET L_70 ( %ID_89 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_70 ( * <2> 3.52426763D-01 <2> 4.57051348D-01 <2> 5.85257056D-01 <2> 7.42281166D-01 <2> 9.33025916D-01 <2> 1.16222250D+00 <2> 1.43356033D+00 <2> 1.74807136D+00 <2> 2.10125829D+00 <2> 2.47821236D+00 <2> -4.70243390D+00 <2> -4.06857964D-02 <2> 2.28433116D-02 <2> 8.47318438D-02 <2> 1.95467988D-01 <2> 3.93171271D-01 <2> 7.41618870D-01 <2> 1.33920449D+00 <2> 2.30380179D+00 <2> 3.63935745D+00 <2> 4.75257136D+00 <2> 4.11906499D+00 <2> 1.92550364D+00 <2> 6.55591862D-01 <2> ) IDSET ID_90 (PROPERTIES) (251 *2 ) LSET L_71 ( %ID_90 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_71 ( 4.55524832D-02 2.65343350D-02 2.66308460D-02 2.66810285D-02 2.66742335D-02 2.65982063D-02 2.64388645D-02 2.61806857D-02 2.58077708D-02 2.53061896D-02 2.46687352D-02 6.26065677D-02 5.72064013D-02 5.75452064D-02 5.78696192D-02 5.81055860D-02 5.81850742D-02 5.79907808D-02 5.73304224D-02 5.59273201D-02 5.35292270D-02 5.04359201D-02 4.82734877D-02 4.81523509D-02 1.40429528D-02 ) IDSET ID_91 (PROPERTIES) (252 *2 <12> ) LSET L_72 ( %ID_91 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_72 ( 1.49140004D+02 <7> 1.47532582D+02 <7> 1.45874026D+02 <7> 1.44145935D+02 <7> 1.42324350D+02 <7> 1.40381804D+02 <7> 1.38287497D+02 <7> 1.36008068D+02 <7> 1.33509419D+02 <7> 1.30760326D+02 <7> 1.27738831D+02 <7> 1.38534552D+02 <7> 1.37695357D+02 <7> 1.36711927D+02 <7> 1.35642871D+02 <7> 1.34405199D+02 <7> 1.32851332D+02 <7> 1.30725993D+02 <7> 1.27606148D+02 <7> 1.22859975D+02 <7> 1.15807228D+02 <7> 1.06651039D+02 <7> 9.81230431D+01 <7> 9.31569963D+01 <7> 0.D0 <7> ) IDSET ID_92 (PROPERTIES) (1129 *2 <101> ) LSET L_73 ( %ID_92 & %ID_73 ) DSET BLOCK RADFRAC B1 TRAY_HYD @L_73 ( 5.91359337D+04 <3> 5.85118992D+04 <3> 5.78776445D+04 <3> 5.72277802D+04 <3> 5.65554826D+04 <3> 5.58531084D+04 <3> 5.51123350D+04 <3> 5.43245063D+04 <3> 5.34813128D+04 <3> 5.25759766D+04 <3> 5.16051042D+04 <3> 5.65214436D+04 <3> 5.61610379D+04 <3> 5.57539660D+04 <3> 5.53203055D+04 <3> 5.48325081D+04 <3> 5.42416686D+04 <3> 5.34633396D+04 <3> 5.23579056D+04 <3> 5.07177327D+04 <3> 4.83219388D+04 <3> 4.52467448D+04 <3> 4.24050551D+04 <3> 4.07544681D+04 <3> 0.D0 <3> ) IDSET ID_93 (PROPERTIES) (223 *1) LSET L_74 ( %ID_93) DSET BLOCK RADFRAC B1 RTYPE @L_74 (2) IDSET ID_94 (TRAY_NO) ( #25) IDSET ID_95 (COMPONENTS) ( WATER METHANOL ) IDSET ID_96 (PHASE) ("Liquid" "Vapor") IDSET ID_97 (PHASE) ("Liquid" "Interface" "Vapor") IDSET ID_98 (PROPERTIES) (294 *2 <22> ) LSET L_75 ( %ID_98 & %ID_94) DSET BLOCK RADFRAC B1 RSEP_PRO @L_75 (6.43763869D+01 <4> 6.53737904D+01 <4> 6.60718303D+01 <4> 6.68171099D+01 <4> 6.76230575D+01 <4> 6.85058459D+01 <4> 6.94845312D+01 <4> 7.05808262D+01 <4> 7.18178011D+01 <4> 7.32159040D+01 <4> 7.47822922D+01 <4> 7.64832574D+01 <4> 7.69578658D+01 <4> 7.74508644D+01 <4> 7.79890762D+01 <4> 7.86129455D+01 <4> 7.93932240D+01 <4> 8.04513870D+01 <4> 8.19892038D+01 <4> 8.43225728D+01 <4> 8.78880296D+01 <4> 9.30951668D+01 <4> 9.96637904D+01 <4> 1.05634096D+02 <4> 1.09170918D+02 <4> ) IDSET ID_99 (PROPERTIES) (7001 *2 <22> ) LSET L_76 ( %ID_99 & %ID_94) DSET BLOCK RADFRAC B1 RSEP_PRO @L_76 (6.43763869D+01 <4> 6.50288420D+01 <4> 6.57018202D+01 <4> 6.64147240D+01 <4> 6.71795943D+01 <4> 6.80110525D+01 <4> 6.89267023D+01 <4> 6.99474574D+01 <4> 7.10976382D+01 <4> 7.24045242D+01 <4> 7.38967330D+01 <4> 7.62411886D+01 <4> 7.67393380D+01 <4> 7.72100242D+01 <4> 7.77056521D+01 <4> 7.82519667D+01 <4> 7.88950992D+01 <4> 7.97184531D+01 <4> 8.08722197D+01 <4> 8.26243253D+01 <4> 8.54409191D+01 <4> 9.00460497D+01 <4> 9.68543553D+01 <4> 1.03899632D+02 <4> 1.09170918D+02 <4> ) IDSET ID_100 (PROPERTIES) (293 *2 <22> ) LSET L_77 ( %ID_100 & %ID_94) DSET BLOCK RADFRAC B1 RSEP_PRO @L_77 (6.43763869D+01 <4> 6.50258593D+01 <4> 6.56987712D+01 <4> 6.64115517D+01 <4> 6.71762700D+01 <4> 6.80075484D+01 <4> 6.89229950D+01 <4> 6.99435331D+01 <4> 7.10935004D+01 <4> 7.24002017D+01 <4> 7.38922873D+01 <4> 7.60885546D+01 <4> 7.67357786D+01 <4> 7.72074287D+01 <4> 7.77029335D+01 <4> 7.82489940D+01 <4> 7.88916580D+01 <4> 7.97141886D+01 <4> 8.08665917D+01 <4> 8.26166318D+01 <4> 8.54304648D+01 <4> 9.00322567D+01 <4> 9.68371574D+01 <4> 1.03882990D+02 <4> 1.09170918D+02 <4> ) IDSET ID_101 (COMP2) ( WATER METHANOL ) IDSET ID_102 (RS_TRAY_NO) ( 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 ) IDSET ID_103 (CACFG) ( "INT-1" ) IDSET ID_104 (NPOINT) ( #2) IDSET ID_105 (PROPERTIES) (220 *6 ) LSET L_78 ( %ID_105 & %ID_104 & %ID_103) DSET BLOCK RADFRAC B1 CASECTS @L_78 ( "CS-1" "CS-2" ) IDSET ID_106 (PROPERTIES) (223 *1 211 *1 ) IDSET ID_107 (PROPERTIES) (313 *1 314 *1 200 *2 <17> 332 *1 321 *6 316 *2 333 *1 322 *6 334 *2 <17> 335 *2 337 *1 323 *6 327 *2 <25> 336 *2 318 *2 <75> ) IDSET ID_108 (PROPERTIES) (313 *1 314 *1 223 *6 200 *2 <17> 196 *2 <17> 41146 *2 <17> 668 *1 814 *2 <17> 1164 *2 <17> 58 *1 ) IDSET ID_109 (PROPERTIES) (200 *2 <17> ) IDSET ID_110 (NPOINTS) ( "CS-1" ) LSET L_79 ( %ID_106 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 INTRNLTY @L_79 (0 0) LSET L_80 ( %ID_109 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITR_DIA @L_80 (9.14400000D-01 <1> ) LSET L_81 ( %ID_107 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITR_RES @L_81 (2 11 9.14400000D-01 <1> 2 * 5.95803330D+01 2 * 1.67402359D-01 <1> 2.53486309D+01 2 * 2.03393460D-02 <1> * 4.24046146D-02 <5> ) LSET L_82 ( %ID_108 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITR_INP @L_82 (2 11 "SIEVE" 9.14400000D-01 <1> 6.09600000D-01 <1> 3.40360000D-03 <1> 1 6.09600000D+00 <1> 7.53332935D-01 <1> 2 ) IDSET ID_111 (TRAY_NO) (2 3 4 5 6 7 8 9 10 11) IDSET ID_112 (PROPERTIES) (30027 *1 ) LSET L_83 ( %ID_112 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_83 ( 2 3 4 5 6 7 8 9 10 11 ) IDSET ID_113 (PROPERTIES) (316 *2 ) LSET L_84 ( %ID_113 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_84 ( 5.95803330D+01 5.87828162D+01 5.79750578D+01 5.71498575D+01 5.62982638D+01 5.54101019D+01 5.44740406D+01 5.34778958D+01 5.24093714D+01 5.12575559D+01 ) IDSET ID_114 (PROPERTIES) (327 *2 <25> ) LSET L_85 ( %ID_114 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_85 ( 2.03393460D-02 <1> 2.01894138D-02 <1> 1.99954391D-02 <1> 1.97478990D-02 <1> 1.94359041D-02 <1> 1.90474359D-02 <1> 1.85699492D-02 <1> 1.79916025D-02 <1> 1.73035476D-02 <1> 1.65039764D-02 <1> ) IDSET ID_115 (PROPERTIES) (327 *2 <25> ) LSET L_86 ( %ID_115 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_86 ( 2.03393460D-02 <1> 2.01894138D-02 <1> 1.99954391D-02 <1> 1.97478990D-02 <1> 1.94359041D-02 <1> 1.90474359D-02 <1> 1.85699492D-02 <1> 1.79916025D-02 <1> 1.73035476D-02 <1> 1.65039764D-02 <1> ) IDSET ID_116 (PROPERTIES) (334 *2 <17> ) LSET L_87 ( %ID_116 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_87 ( 1.67402359D-01 <1> 1.66118777D-01 <1> 1.64811767D-01 <1> 1.63466048D-01 <1> 1.62063346D-01 <1> 1.60583856D-01 <1> 1.59006972D-01 <1> 1.57312871D-01 <1> 1.55485504D-01 <1> 1.53517921D-01 <1> ) IDSET ID_117 (PROPERTIES) (335 *2 ) LSET L_88 ( %ID_117 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_88 ( 2.53486309D+01 2.51542667D+01 2.49563548D+01 2.47525814D+01 2.45401796D+01 2.43161502D+01 2.40773731D+01 2.38208466D+01 2.35441405D+01 2.32462024D+01 ) IDSET ID_118 (PROPERTIES) (298 *2 <75> ) LSET L_89 ( %ID_118 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_89 ( 4.43329351D-03 <5> 4.38696511D-03 <5> 4.34199294D-03 <5> 4.29831307D-03 <5> 4.25584446D-03 <5> 4.21455755D-03 <5> 4.17450292D-03 <5> 4.13585167D-03 <5> 4.09894604D-03 <5> 4.06434736D-03 <5> ) IDSET ID_119 (PROPERTIES) (148 *2 <24> ) LSET L_90 ( %ID_119 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_90 ( 8.32540699D-03 <2> 8.38723376D-03 <2> 8.46859790D-03 <2> 8.57475183D-03 <2> 8.71239805D-03 <2> 8.89008547D-03 <2> 9.11867511D-03 <2> 9.41179828D-03 <2> 9.78604718D-03 <2> 1.02601536D-02 <2> ) IDSET ID_120 (PROPERTIES) (41147 *2 <17> ) LSET L_91 ( %ID_120 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_91 ( 2.80760265D-02 <1> 2.77738865D-02 <1> 2.74252528D-02 <1> 2.70199443D-02 <1> 2.65462182D-02 <1> 2.59911741D-02 <1> 2.53413871D-02 <1> 2.45841766D-02 <1> 2.37099429D-02 <1> 2.27162864D-02 <1> ) IDSET ID_121 (PROPERTIES) (41148 *2 ) LSET L_92 ( %ID_121 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_92 ( 3.69643885D+01 3.63656811D+01 3.57106113D+01 3.49903553D+01 3.41964356D+01 3.33219901D+01 3.23628610D+01 3.13188416D+01 3.01950654D+01 2.90035758D+01 ) IDSET ID_122 (PROPERTIES) (41149 *2 ) LSET L_93 ( %ID_122 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_93 ( 5.91447627D-01 5.91546965D-01 5.91698897D-01 5.91915754D-01 5.92212176D-01 5.92605110D-01 5.93113415D-01 5.93756710D-01 5.94552791D-01 5.95512651D-01 ) IDSET ID_123 (PROPERTIES) (41150 *2 ) LSET L_94 ( %ID_123 & %ID_111 & %ID_110 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_1 @L_94 ( 2.26452137D-01 2.28121604D-01 2.29858865D-01 2.31682199D-01 2.33615756D-01 2.35688488D-01 2.37934419D-01 2.40392377D-01 2.43104661D-01 2.46113777D-01 ) IDSET ID_124 (NPOINTS) ( "CS-2" ) LSET L_95 ( %ID_106 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 INTRNLTY @L_95 (0 0) LSET L_96 ( %ID_109 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITR_DIA @L_96 (9.14400000D-01 <1> ) LSET L_97 ( %ID_107 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITR_RES @L_97 (12 24 9.14400000D-01 <1> 13 * 5.60514306D+01 13 * 1.73185263D-01 <1> 2.62242978D+01 13 * 4.07532078D-02 <1> * 5.73931874D-02 <5> ) LSET L_98 ( %ID_108 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITR_INP @L_98 (12 24 "SIEVE" 9.14400000D-01 <1> 6.09600000D-01 <1> 3.40360000D-03 <1> 1 7.92480000D+00 <1> 9.46674210D-01 <1> 13 ) IDSET ID_125 (TRAY_NO) (12 13 14 15 16 17 18 19 20 21 22 23 24) IDSET ID_126 (PROPERTIES) (30027 *1 ) LSET L_99 ( %ID_126 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_99 ( 12 13 14 15 16 17 18 19 20 21 22 23 24 ) IDSET ID_127 (PROPERTIES) (316 *2 ) LSET L_100 ( %ID_127 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_100 ( 5.15193929D+01 5.60514306D+01 5.55862686D+01 5.50760127D+01 5.45357434D+01 5.39326187D+01 5.32086368D+01 5.22643202D+01 5.09386164D+01 4.90106082D+01 4.63346309D+01 4.32760919D+01 4.08361151D+01 ) IDSET ID_128 (PROPERTIES) (327 *2 <25> ) LSET L_101 ( %ID_128 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_101 ( 4.07083986D-02 <1> 4.07532078D-02 <1> 4.07369355D-02 <1> 4.06674250D-02 <1> 4.05027122D-02 <1> 4.01684025D-02 <1> 3.95368924D-02 <1> 3.84012585D-02 <1> 3.64665051D-02 <1> 3.34517310D-02 <1> 2.95387911D-02 <1> 2.59914757D-02 <1> 2.40041102D-02 <1> ) IDSET ID_129 (PROPERTIES) (327 *2 <25> ) LSET L_102 ( %ID_129 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_102 ( 4.07083986D-02 <1> 4.07532078D-02 <1> 4.07369355D-02 <1> 4.06674250D-02 <1> 4.05027122D-02 <1> 4.01684025D-02 <1> 3.95368924D-02 <1> 3.84012585D-02 <1> 3.64665051D-02 <1> 3.34517310D-02 <1> 2.95387911D-02 <1> 2.59914757D-02 <1> 2.40041102D-02 <1> ) IDSET ID_130 (PROPERTIES) (334 *2 <17> ) LSET L_103 ( %ID_130 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_103 ( 1.66236536D-01 <1> 1.73185263D-01 <1> 1.72631922D-01 <1> 1.71977478D-01 <1> 1.71226378D-01 <1> 1.70288596D-01 <1> 1.69010656D-01 <1> 1.67144514D-01 <1> 1.64333655D-01 <1> 1.60220480D-01 <1> 1.54951568D-01 <1> 1.50001279D-01 <1> 1.47104005D-01 <1> ) IDSET ID_131 (PROPERTIES) (335 *2 ) LSET L_104 ( %ID_131 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_104 ( 2.51720981D+01 2.62242978D+01 2.61405091D+01 2.60414110D+01 2.59276768D+01 2.57856748D+01 2.55921647D+01 2.53095873D+01 2.48839575D+01 2.42611266D+01 2.34632902D+01 2.27137007D+01 2.22749857D+01 ) IDSET ID_132 (PROPERTIES) (298 *2 <75> ) LSET L_105 ( %ID_132 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_105 ( 4.28952220D-03 <5> 4.63653998D-03 <5> 4.61007675D-03 <5> 4.58104487D-03 <5> 4.55153568D-03 <5> 4.52055023D-03 <5> 4.48644570D-03 <5> 4.44673230D-03 <5> 4.39815931D-03 <5> 4.33776210D-03 <5> 4.26424057D-03 <5> 4.17691767D-03 <5> 4.09366002D-03 <5> ) IDSET ID_133 (PROPERTIES) (148 *2 <24> ) LSET L_106 ( %ID_133 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_106 ( 4.15966580D-03 <2> 4.15509214D-03 <2> 4.15675188D-03 <2> 4.16385679D-03 <2> 4.18078998D-03 <2> 4.21558546D-03 <2> 4.28291965D-03 <2> 4.40957770D-03 <2> 4.64353063D-03 <2> 5.06202006D-03 <2> 5.73257493D-03 <2> 6.51495649D-03 <2> 7.05434745D-03 <2> ) IDSET ID_134 (PROPERTIES) (41147 *2 <17> ) LSET L_107 ( %ID_134 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_107 ( 4.43862454D-02 <1> 4.68798179D-02 <1> 4.66881515D-02 <1> 4.64226353D-02 <1> 4.60544695D-02 <1> 4.55027314D-02 <1> 4.46304440D-02 <1> 4.32200499D-02 <1> 4.09700521D-02 <1> 3.76017228D-02 <1> 3.32783486D-02 <1> 2.91793515D-02 <1> 2.65840782D-02 <1> ) IDSET ID_135 (PROPERTIES) (41148 *2 ) LSET L_108 ( %ID_135 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_108 ( 2.74095260D+01 3.00413872D+01 2.98534796D+01 2.96251211D+01 2.93553241D+01 2.90094184D+01 2.85288891D+01 2.78212687D+01 2.67580469D+01 2.52104961D+01 2.31837511D+01 2.10337501D+01 1.93809765D+01 ) IDSET ID_136 (PROPERTIES) (41149 *2 ) LSET L_109 ( %ID_136 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_109 ( 5.97341087D-01 5.97285324D-01 5.97266542D-01 5.97273615D-01 5.97327018D-01 5.97463451D-01 5.97746570D-01 5.98280967D-01 5.99217107D-01 6.00692541D-01 6.02576956D-01 6.04191120D-01 6.05029849D-01 ) IDSET ID_137 (PROPERTIES) (41150 *2 ) LSET L_110 ( %ID_137 & %ID_125 & %ID_124 & %ID_103 ) DSET BLOCK RADFRAC B1 ITRPR_2 @L_110 ( 2.49456122D-01 2.33714954D-01 2.34773062D-01 2.35985476D-01 2.37297575D-01 2.38799163D-01 2.40655062D-01 2.43163412D-01 2.46853966D-01 2.52619140D-01 2.61703003D-01 2.74623585D-01 2.87961244D-01 ) IDSET ID_138 (PROPERTIES) (313 *1 314 *1 668 *1 196 *2 <17> 200 *2 <17> 380 *2 511 *2 <17> 809 *2 41172 *1 41173 *1 41170 *2 <78> 41171 *1 41174 *2 <78> 41169 *2 <17> 324 *2 <17> 30177 *2 41167 *2 <17> 41168 *2 <17> 41175 *2 ) IDSET ID_139 (NPOINTS) ( "CS-1" ) LSET L_111 ( %ID_106 & %ID_139 & %ID_103 ) DSET BLOCK RADFRAC B1 INTRNLTY @L_111 (0 0) LSET L_112 ( %ID_138 & %ID_139 & %ID_103 ) DSET BLOCK RADFRAC B1 ICA_INP @L_112 (2 11 1 6.09600000D-01 <1> 9.14400000D-01 <1> 1.00000000D+00 1.27000000D-02 <1> 1.00000000D-01 * * * <3> * * <3> * <1> * <1> 1.00000000D+00 3.81000000D-02 <1> 5.08000000D-02 <1> 1.00000000D+00 ) IDSET ID_140 (NPOINTS) ( "CS-2" ) LSET L_113 ( %ID_106 & %ID_140 & %ID_103 ) DSET BLOCK RADFRAC B1 INTRNLTY @L_113 (0 0) LSET L_114 ( %ID_138 & %ID_140 & %ID_103 ) DSET BLOCK RADFRAC B1 ICA_INP @L_114 (12 24 1 6.09600000D-01 <1> 9.14400000D-01 <1> 1.00000000D+00 1.27000000D-02 <1> 1.00000000D-01 * * * <3> * * <3> * <1> * <1> 1.00000000D+00 3.81000000D-02 <1> 5.08000000D-02 <1> 1.00000000D+00 ) IDSET ID_141 (PROPERTIES) (7001 *2 <22> 7002 *2 <20> 8103 *2 <10> 204 *2 <12> 8101 *2 <11> 7003 *2 ) LSET L_115 ( %ID_141 ) IDSET ID_142 (PROPERTIES) (253 *2) IDSET ID_143 (PROPERTIES) (253 *2 <11> ) IDSET ID_144 (PROPERTIES) (253 *2 <12> ) IDSET ID_145 (PROPERTIES) (253 *2 <17> ) IDSET ID_146 (PROPERTIES) (253 *2 <27> ) IDSET ID_147 (PROPERTIES) (253 *2 <59> ) IDSET ID_148 (PROPERTIES) (253 *2 <10> ) IDSET ID_149 (PROPERTIES) (8101 *2 <11> 8002 *2 8103 *2 <10> 8004 *2 ) IDSET ID_150 (PROPERTIES) (8001 *2 <11> 8003 *2 <10> 8010 *2 <12> 7001 *2 <22> 7002 *2 <20> 7003 *2 7004 *2 7006 *2 2002 *2 <39> 41142 *2 <40> 41143 *2 <13> 2003 *2 <41> 41144 *2 <42> 11006 *2 <37> 41145 *2 <38> 11007 *2 8005 *2 <12> ) LSET L_116 ( %ISODES (( %ID_NCCNS & %ID_149 %ID_150) & %IDS_1) ) DSET STREAM MATERIAL FEED BLKSTAT @BLKSTAT (0 0) DSET STREAM MATERIAL FEED COMPSTAT @L1 (0) DSET STREAM MATERIAL FEED STR_MAIN @L_116 (* B1 LIQUID PSRK 5.00000000D+01 <3> 5.00000000D+01 <3> 5.00000000D-01 5.00000000D-01 9.00764000D+02 <3> 1.60210800D+03 <3> 3.59892156D-01 6.40107844D-01 1.00000000D+02 <3> 2.50287200D+03 <3> 3.86161406D+00 <7> 2.50000000D+01 <4> 1.40000000D+00 <5> 0.D0 1.00000000D+00 0.D0 -6.28003547D+01 <4> -2.50913170D+03 <4> -6.28003547D+00 <18> -4.77508336D+01 <3> -1.90784162D+00 <3> 2.58959074D-02 <3> 6.48141415D+02 <1> 2.50287200D+01 2.91923000D+00 <7> ) DSET STREAM MATERIAL FEED RES_STR @L_115 (2.50000000D+01 <4> 1.40000000D+00 <5> 2.50287200D+03 <3> 3.86161406D+00 <7> 1.00000000D+02 <3> 0.D0 ) DSET STREAM MATERIAL METHANOL BLKSTAT @BLKSTAT (0 0) DSET STREAM MATERIAL METHANOL COMPSTAT @L1 (0) DSET STREAM MATERIAL METHANOL STR_MAIN @L_116 (B1 * LIQUID PSRK 5.00000000D-01 <3> 4.95000000D+01 <3> 1.00000000D-02 9.90000000D-01 9.00764000D+00 <3> 1.58608692D+03 <3> 5.64708841D-03 9.94352912D-01 5.00000000D+01 <3> 1.59509456D+03 <3> 2.81233602D+00 <7> 6.43763869D+01 <4> 1.00000000D+00 <5> 0.D0 1.00000000D+00 0.D0 -5.64707735D+01 <4> -1.77013874D+03 <4> -2.82353867D+00 <18> -5.53040418D+01 <3> -1.73356625D+00 <3> 1.77788144D-02 <3> 5.67177802D+02 <1> 3.19018912D+01 2.00558770D+00 <7> ) DSET STREAM MATERIAL METHANOL RES_STR @L_115 (6.43763869D+01 <4> 1.00000000D+00 <5> 1.59509456D+03 <3> 2.81233602D+00 <7> 5.00000000D+01 <3> 0.D0 ) DSET STREAM MATERIAL WATER BLKSTAT @BLKSTAT (0 0) DSET STREAM MATERIAL WATER COMPSTAT @L1 (0) DSET STREAM MATERIAL WATER STR_MAIN @L_116 (B1 * LIQUID PSRK 4.95000000D+01 <3> 5.00000000D-01 <3> 9.90000000D-01 1.00000000D-02 8.91756360D+02 <3> 1.60210800D+01 <3> 9.82351313D-01 1.76486871D-02 5.00000000D+01 <3> 9.07777440D+02 <3> 1.29894405D+00 <7> 1.09170918D+02 <4> 1.48000000D+00 <5> 0.D0 1.00000000D+00 0.D0 -6.66529841D+01 <4> -3.67121836D+03 <4> -3.33264921D+00 <18> -3.46487329D+01 <3> -1.90843765D+00 <3> 3.84928050D-02 <3> 6.98858000D+02 <1> 1.81555488D+01 9.13642300D-01 <7> ) DSET STREAM MATERIAL WATER RES_STR @L_115 (1.09170918D+02 <4> 1.48000000D+00 <5> 9.07777440D+02 <3> 1.29894405D+00 <7> 5.00000000D+01 <3> 0.D0 ) IDSET ID_151 (PROPERTIES) (757 *1) IDSET ID_152 (PROPERTIES) (36 *2 37 *2 38 *2 39 *2 8103 *2 <10> ) LSET L_117 ( %ID_NCCNS & %ID_152 %ID_151) DSET STREAM MATERIAL FEED STRM_XY @L_117 ( 5.00000000D-01 5.00000000D-01 5.00000000D-01 5.00000000D-01 0.D0 0.D0 0.D0 0.D0 9.00764000D+02 <3> 1.60210800D+03 <3> 0 ) DSET STREAM MATERIAL METHANOL STRM_XY @L_117 ( 1.00000000D-02 9.90000000D-01 1.00000000D-02 9.90000000D-01 0.D0 0.D0 0.D0 0.D0 9.00764000D+00 <3> 1.58608692D+03 <3> * ) DSET STREAM MATERIAL WATER STRM_XY @L_117 ( 9.90000000D-01 1.00000000D-02 9.90000000D-01 1.00000000D-02 0.D0 0.D0 0.D0 0.D0 8.91756360D+02 <3> 1.60210800D+01 <3> * ) IDSET ID_153 (PROPERTIES) (64 *2 <11> 63 *2 <11> 94 *2 <11> 95 *2 <11> 88 *2 <39> 61 *2 <39> 89 *2 <39> 90 *2 <39> 991 *2 <7> 992 *2 <7> 993 *2 <7> 994 *2 <7> 926 *2 <37> 925 *2 <37> 995 *2 <37> 996 *2 <37> 928 *2 927 *2 997 *2 998 *2 2 *2 3 *2 606 *2 <11> 103 *2 <12> 269 *2 1246 *2 <10> 1247 *2 <10> 1248 *2 <12> 1249 *2 <12> 8010 *2 <12> 7007 *2 7008 *2 ) LSET L_118 ( %ID_153) DSET STREAM MATERIAL FEED STR_PHAS @L_118 ( 0.D0 <3> 1.00000000D+02 <3> 1.00000000D+02 <3> 0.D0 <3> * <4> -6.28003547D+01 <4> -6.28003547D+01 <4> * <4> * <3> -4.77508336D+01 <3> -4.77508336D+01 <3> * <3> * <3> 2.58959074D-02 <3> 2.58959074D-02 <3> * <3> * 2.50287200D+01 2.50287200D+01 * 0.D0 1.00000000D+00 1.00000000D+02 <3> 2.91923000D+00 <7> 2.50287200D+01 0.D0 <3> 2.50287200D+03 <3> * <7> 3.86161406D+00 <7> 3.86161406D+00 <7> 0.D0 0.D0 ) DSET STREAM MATERIAL METHANOL STR_PHAS @L_118 ( 0.D0 <3> 5.00000000D+01 <3> 5.00000000D+01 <3> 0.D0 <3> * <4> -5.64707735D+01 <4> -5.64707735D+01 <4> * <4> * <3> -5.53040418D+01 <3> -5.53040418D+01 <3> * <3> * <3> 1.77788144D-02 <3> 1.77788144D-02 <3> * <3> * 3.19018912D+01 3.19018912D+01 * 0.D0 1.00000000D+00 5.00000000D+01 <3> 2.00558770D+00 <7> 3.19018912D+01 0.D0 <3> 1.59509456D+03 <3> * <7> 2.81233602D+00 <7> 2.81233602D+00 <7> 0.D0 0.D0 ) DSET STREAM MATERIAL WATER STR_PHAS @L_118 ( 0.D0 <3> 5.00000000D+01 <3> 5.00000000D+01 <3> 0.D0 <3> * <4> -6.66529841D+01 <4> -6.66529841D+01 <4> * <4> * <3> -3.46487329D+01 <3> -3.46487329D+01 <3> * <3> * <3> 3.84928050D-02 <3> 3.84928050D-02 <3> * <3> * 1.81555488D+01 1.81555488D+01 * 0.D0 1.00000000D+00 5.00000000D+01 <3> 9.13642300D-01 <7> 1.81555488D+01 0.D0 <3> 9.07777440D+02 <3> * <7> 1.29894405D+00 <7> 1.29894405D+00 <7> 0.D0 0.D0 ) IDSET ID_154 (PROPERTIES) (8103 *2 <10> 1265 *2 <10> ) IDSET ID_155 (HIER-ID) ( PLANT ) IDSET ID_156 (STREAM-ID) ( FEED ) LSET L_119 ( %ID_155 & %ID_154 & %ID_156) DSET UTIL-SUMMARY FEEDSUM @L_119 ( 2.50287200D+03 <3> 0.D0 <3> ) IDSET ID_157 (HIER-ID) ( PLANT ) IDSET ID_158 (STREAM-ID) ( METHANOL WATER ) LSET L_120 ( %ID_157 & %ID_154 & %ID_158) DSET UTIL-SUMMARY PRODSUM @L_120 ( 1.59509456D+03 <3> 0.D0 <3> 9.07777440D+02 <3> 0.D0 <3> ) IDSET ID_159 (PROPERTIES) ( 1266 *2 <10> 1267 *2 <10> 1262 *2 <10> 1263 *2 <10> 1264 *2 <10> 1268 *2 <119> ) LSET L_121 ( %ID_159) DSET UTIL-SUMMARY PLANTSUM @L_121 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET ID_160 (HIER-ID) ( PLANT ) LSET L_122 ( %ID_160 & %ID_159) DSET UTIL-SUMMARY HIERSUM @L_122 ( 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> 0.D0 <3> ) IDSET RSTAT (PROPERTIES) (739 *1) LSET RSTAT ( %RSTAT) DSET RUN-STATUS RPTSTAT @RSTAT (0) DSET RUN-STATUS OLDSTAT @STATUS ( 0 2 2 2 0 0 ) DSET RUN-STATUS STATUS @STATUS ( 8 * * * * * ) DSET RUN-STATUS COMPSTAT @L_1 (0) IDSET TSTAT (PROPERTIES) (741 *1) LSET TSTAT ( %TSTAT) DSET RUN-STATUS TOTSTAT @TSTAT (0) DSET SPSTAT @SPSTAT (0) $_ADS_FILE 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