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B@0 B@1` B(`40 B(`40 B(`40 @:\)26.66 @*\)13.33 B@0 B@1 `  B@5` B`20  B@0 `  B@6`  B`20  B@0 ` #A4[}]BGHCD S.gSCAL@$FORMVAR NAME س[-`FORMDTYPAUTOFORM,UNITAUTOTEXTSFORMDIMSAUTOTYPSDTXT@' B`30 B@1` A GSHBSCAL@$FORM.VAR NAME 3@FORMDTYPAUTOFORM&UNITAUTOTEXTFORMDIMSAUTOTYPSFORMnFLWSCNT LISTXITEMFORM"ITEMRTID`SIGNAUTOFORM"ITEMRTIDSIGNAUTODTXT  B#`35SCAL@$FORMlVAR NAME 3190FORMDTYPAUTOFORMUNITAUTOFORMDIMSAUTOTYPSDTXT] B@0 B@1` B(`40 B#`35 B`30 B`25 B`20 B`25 B`30 B#`35 B(`40 B@1 ` 4A[}]BGHCD SSCAL@$FORM.VAR NAME 34  FORMDTYPAUTOFORM&UNITAUTOTEXTFORMDIMSAUTOTYPSFORMnFLWSCNT LISTXITEMFORM"ITEMRTIDSIGNAUTOFORM"ITEMRTID0SIGNAUTODTXT  B`30SCAL@$FORMVAR NAME 3SV0FORMDTYPAUTOFORMUNITAUTOFORMDIMSAUTOTYPSDTXTe2 B@0 B `10` B`15 B2`50 B@1 4A[}]BGHCD SSCAL@$FORMvSTBLCNT NEXTXTBL3G3׀xLANGLNGSSIDSSID1     FORMLANGCNT TEXTrsminhrdawkmoqtryr rad deg grad % mlFORMNSTBLCNT NEXTXTBLLANG LNGS SIDSSID1FORMLANGCNT TEXT QQSimulation stops at 6 mins 40 seconds immediately before Bathtub 1 becomes empty. ++Return to Cascaded Stocks Module Front PageFORMLSTBLCNT NEXTXTBLLANG LNGS SIDSSID1FORM(LANGCNT TEXT Component 1FORMNSTBLCNT NEXTXTBLLANG LNGS SIDSSID1FORMNLANGCNT TEXT7 Module-Cascaded Stocks Stock and Flow GraphsFORMLSTBLCNT NEXTXTBLLANG LNGS SIDSSID1FORM.LANGCNT TEXT Stock-Flow-GraphsFORMLSTBLCNT NEXTXTBLLANG LNGS SIDSSID1FORM>LANGCNT TEXT' !!Powersim Studio Presentation modeFORM~STBLCNT NEXTXTBLLANGLNGSSIDSSID14     FORMLANGCNT TEXTSecondSystem Time UnitMinuteSystem Time UnitHourSystem Time UnitDaySystem Time Unit Week System Time Unit Month System Time Unit QuarterSystem Time UnitYearSystem Time UnitRadians - Plane angle System UnitDegrees - Plane angle System UnitGradians - Plane angle System UnitPercent System UnitMeter - lengthLiter - VolumeFORMxSTBLCNT NEXT XTBL!Y}H2VYSA3G3׀xLANG LNGS SIDS   SID1FORMLANGCNT TEXT BATHTUB1 Flowing In Transitioning 1 to 2 BATHTUB2  BATHTUB3  Transitioning 2 to 3  Flowing OutFORMRSTBLCNT NEXTXTBLLANG LNGS SIDSSID1FORMLANGCNT TEXT ::For a detailed description see: McLucas, A.C., 2005, System Dynamics Applications: A Modular Approach to Modelling Complex World Behaviour', Argos Press, Canberra, Australia, pp 184-5. 44Challenge: Given 40 litres in Bathtub 1, 35 litres in Bathtub 2 and 30 litres in Bathtub 3, graphs for flows as shown, determine the contents of each of the bathtubs over time. ggOpen the 'Stock and Flow Graphs' Constructor diagram. Play the simulation. View the changes over time. 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