RSRC LVINLBVW, < ,` <@! &Cqz}" #l`D0_% ُ B~6!([BS[wLVINfeedback_connection_discrete.viPOLY'CD Construct Transfer Function Model.viPTH0qaddonsControl Design_Model ConstructionModel Creation.llb'CD Construct Transfer Function Model.vioCODECDTKLVIN$cd_Create Transfer Function Model.vi x  6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function Model@ Sampling Time (s)@@P @!status @code@0sourceerror in (no error) @ Delay"@@ @ Numeric Denominator @@ @ Numeric NumeratorPTH0naddonsControl Design_Model ConstructionModel Creation.llb$cd_Create Transfer Function Model.viCODECDTKPOLY%CD Draw Transfer Function Equation.viPTH0baddonsControl Design_UtilityModel Viewer.llb%CD Draw Transfer Function Equation.viCODECDTKLVIN*cd_Draw Transfer Function Equation (TF).vi x 6@P @!status @code@0source error out,@P @Width @HeightDraw Area Size@3Equation@@P @!status @code@0sourceerror in (no error)@Input (column)@ Output (row)@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function ModelPTH0gaddonsControl Design_UtilityModel Viewer.llb*cd_Draw Transfer Function Equation (TF).viCODECDTKPOLYCD Feedback.vi- PTH0baddonsControl Design_Model InterconnectionModel Interconnection.llbCD Feedback.viCODECDTKPOLY&CD Convert Delay to Poles at Origin.viMPTH0faddonsControl Design _Model DelayModel Delay.llb&CD Convert Delay to Poles at Origin.viCODECDTKLVINcd_Feedback (TF and TF).vi x   6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Closed Loop Model@CD Output Connections.ctlJ@@@P@Model 1 Output@ Model 2 Input @!SignalClusterOutput Connections@! Feedback Sign@@P @!status @code@0sourceerror in (no error)@CD Feedback Connections.ctlH@>@P@ Model Output@ Model 1 Input @!SignalClusterFeedback Connections@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 2@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 1PTH0naddonsControl Design_Model InterconnectionModel Interconnection.llbcd_Feedback (TF and TF).viCODECDTKLVIN!cd_Convert Discrete Delay (TF).viS x 6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)!Transfer Function Converted Model@@P @!status @code@0sourceerror in (no error)@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function ModelPTH0aaddonsControl Design _Model DelayModel Delay.llb!cd_Convert Discrete Delay (TF).viCODECDTKP cP P d-` cP"@P@flg@oRt@eofudf.P3%H3(z)=y(z)/u(z)= H1(z)/[1+H1(z)H2(z)] p3dfd P3txd P3old P3ext< P@@@ @ Numeric P   c4P"@P@flg@oRt@eofudf"P@ @ Numeric Numerator 1p@ dfdP@ txdP@ oldP@ ext< P@@@ @ Numeric P   c4P"@P@flg@oRt@eofudf$P@ @ Numeric Denominator 1p@ dfdP@ txdP@ oldP@ ext< P@@@ @ Numeric c fP"@P@flg@oRt@eofudfP3H1(z) p3dfd P3txd P3old P3ext< P@@@ @ Numeric P    P   cP"@P@flg@oRt@eofudf"P@ @ Numeric Numerator 2p@ dfdP@ txdP@ oldP@ ext c P"@P@flg@oRt@eofudf$P@ @ Numeric Denominator 2p@ dfdP@ txdP@ oldP@ ext c fP"@P@flg@oRt@eofudfP3H2(z) p3dfd P3txd P3old P3ext P   c8^P"@P@flg@oRt@eofudfP Sampling Time (s)p dfdP txdP oldP ext P c\P"@P@flg@oRt@eofudfPDelay [samples]pdfdPtxdPoldPext" P@@" P@@" P@@" P@@" P@@" P@@" P@@ c c$ c c@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function Model6@P @!status @code@0source error out c @ Delay6@P @!status @code@0source error out@@P @!status @code@0sourceerror in (no error)@@P @!status @code@0sourceerror in (no error) c@Delay [samples]($@@ @ Numeric Denominator 2&"@@ @ Numeric Numerator 1&"@@ @ Numeric Numerator 2@ Sampling Time (s)($@@ @ Numeric Denominator 1 c@Input (column)@@P @!status @code@0sourceerror in (no error) c@3Equation6@P @!status @code@0source error out c@CD Feedback Connections.ctlH@>@P@ Model Output@ Model 1 Input @!SignalClusterFeedback Connections@CD Output Connections.ctlJ@@@P@Model 1 Output@ Model 2 Input @!SignalClusterOutput Connections@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 2@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 16@P @!status @code@0source error out c,@P @Width @HeightDraw Area Size@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Closed Loop Model@@P @!status @code@0sourceerror in (no error) c @ Delay@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ 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Feedback Sign@@P @!status @code@0sourceerror in (no error) c66@P @!status @code@0source error out c,@P @Width @HeightDraw Area Size@ Output (row)@3Equation@@P @!status @code@0sourceerror in (no error) c@Input (column) c@ Output (row)6@P @!status @code@0source error out c@3Equation@@P @!status @code@0sourceerror in (no error) c,@P @Width @HeightDraw Area Size@Input (column) c c| c c| c c| c c| c c| c c| c c| c$ c d P``` d ,l P8.dB P^w~\)  ') Tahoma &.;  Tahoma &.;z  Tahoma &*5!4  Tahoma (.!;2 +  Tahoma &.2;7z  Tahoma &*75<3  Tahoma 2.<; - 2.2204E-16  Tahoma &.;z  Tahoma &*52  Tahoma *.; + 2  Tahoma &A%J2  Tahoma &J%Oz  Tahoma &OT3  Tahoma *T%k + 2  Tahoma &k%pz  Tahoma &pu2 @?)  #% Tahoma &&3  Tahoma &&3z  Tahoma &!2 ???)  #%< Tahoma &*7  Tahoma &*7z  Tahoma &&1!3  Tahoma (*!72 +  Tahoma &*277z  Tahoma &&71<2  Tahoma &$!-1 ? $208 $08  $@08 dpxXdpx`,8<@ @ (@ @ @ @ @XPP@d@ jVIDSfeedback_connection_discrete.viVIDScd_Feedback (TF and TF).vixPTH0CODECDTKVIDS*cd_Draw Transfer Function Equation (TF).vi|thPTH0CODECDTKVIDS$cd_Create Transfer Function Model.vildPTH0CODECDTKVIDS!cd_Convert Discrete Delay (TF).vipPTH0CODECDTK! i386a ocode`1u!EwoE\EPPUEd$=9='ÐYӀ}}E$EEɍ4 HHH HHHƅ0  hhUEPR2sQRhthhVP$UFd$ZY=Ð:-ƅ4 dSQRVWPEEXPE EXPEEXPEEXQRuhPED$XEd$ZY=EEE=EMEE=9E<EE܋EQRPE܇$uP*$d$ ZY=E=EPEEX|QRuhPED$Xd$ZY=TEEm}EEE=EMEE=9E<EԉEȋEQRPEȇ$uPP$vd$ ZY=E=EPEԉEX|QRuhPEЋD$XϘd$ZY=EEm}EEQRhhuhPED$Xhڛd$ZY=EEQRhhuhPED$Xh苛d$ZY=ZEE}uEEQRuhPED$X×d$ZY= E EE=2EMMMMMEEEEEQRPE$uhP$d$ZY=aE=EPEEX+PEEXPEEXPEEXPEEXQRhhuhPED$XhǙd$ZY=EEQRhhuhPED$Xhxd$ZY=GEE}uEEm}4EEm}_^ZY[ÐuPL$P$d$ =) fx c QRhhhP$d$ZYQRP$hhP4$d$ZY=/Ðƅ8 x  hs$ T Xd s\$ sd sl 0 zh.UR@␐@>R {QRh<hhVP$Uod$ZY=Ð[Nƅ8 }$ ƅd hhUEP8d$ =K fx QRP$hhPEP$d$ZY=`Ð}vƅ< x  ls\$  $ ETD|E\EPl.UR@␐}v>I|E\QRhDhhVPEP$Uܭd$ZY=Ð}v'}vƅ< fx ƅ@ ps\$ 0 ET}E\EPp.UR@␐}v>Iv}E\QRh(hhVPEP$Ud$ZY=Ð}vM}vCƅ@ uP($P$d$ = fx1 E\QRhhhP$d$ZYQRPEP$hhP4$d$ZY=Ð*ƅD xts$  s\$ sd sl t.UR@␐*>RbQRh hhVP$Ud$ZY=Ð*[*NƅD }$ ƅd hhUEP8d$ =&fxQRP$hhPEP$d$ZY=ÐZƅH xxsL| sT s\$ sd 0 8Ā@4x.UR@␐Z>R%@QRh%hhVP4$USd$ZY=ÐZZƅH fxƅL |s$ s\$ sd sl 8@4|.UR@␐Zp>Rb@QRhhhVP4$Ud$ZY=ÐZ[ZNƅL }$ ƅ$ hhUEP8d$ =@fx"VQRP4$hhPEP$d$ZY=Ð}vx#7} }P}}+QRPE@$d$ZY== p h搐ÐEw E\EPPUEd$===u=tEw Ew‰ppVL@'PUEd$=ÐPcPc3PcM}Pcgc (@I 8/P ? τ4 `鄟pp @'PUEd$=ÐPc8 rW E 慟  P ZoP  5P   Ά    B4m |M4  4   Pcc*_^ZY[]Ðd=/P$PP$d$@ $Ðd$h=/P$PP舟$h$@ $Ðd$l=,PEP$PP%$l$@ $Ðd$p=,PEP$PPb$p$@ $Ðd$t=/P$PP$t$@ $Ðd$x=/P4$PP≟$x$@ $Ðd$|=/P4$PP"$|$@ $Ðd$.Ul$SQRVWT$ QRPE@$Rd$ZY=_^ZY[]ÐDž dd@  Dž  Dž Dž Dž Dž @Dž Dž( Dž Dž Dž PTAB Dž4 hh@ 4 @L DžP DžX Džh Dž Dž @Dž @ Dž Dž< Dž@ DžD PTAB8 0 Dž ll@  Dž  Dž Dž Dž  Dž Dž Dž( Dž Dž Dž PTAB Dž4 pp@ 4 L DžP Dž  Dž Dž< Dž@ DžD PTAB8 0 Dž tt@  Dž Dž Dž Dž Dž @Dž @$ Dž( Dž Dž Dž PTAB Dž4 xx@ 4 L DžP d Džh Dž @Dž Dž Dž @( Dž L Dž Dž< Dž@ DžD PTAB8 0 Dž||@ pDžDž DžDž Dž @Dž @$ Dž( DžDžDžPTABQRud$ZY,Ul$SQRVW}#QRUd$ZY_^ZY[]ÐUl$SQRVWu+F FpF@ُFDQRhUd$ZY_^ZY[]ÐXMVpM  Y    -    1Y(I( O o9ayW''?' / 7 ? %.  g A x ^!^j :K IFCODE`1uu!%7.1Oldest compatible LabVIEW.z,RRR  pPPP .@3%H3(z)=y(z)/u(z)= H1(z)/[1+H1(z)H2(z)]"@@ @ Numeric Numerator 1$@@ @ Numeric Denominator 1"@@ @ Numeric Numerator 2$@@ @ Numeric Denominator 2@3H1(z)@3H2(z)@ Sampling Time (s)@Delay [samples]99ݽwp1 1`p     ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++#DTHPDhR88##~!F6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function Model&@ Sampling Time (s)L@@P @!status @code@0sourceerror in (no error) @ Delay2"@@ @ Numeric Denominator, @@ @ Numeric Numerator  x  6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function Model@ Sampling Time (s)@@P @!status @code@0sourceerror in (no error) @ Delay"@@ @ Numeric Denominator @@ @ Numeric Numerator8,@P @Width @HeightDraw Area Size"@3Equation @Input (column)"@ Output (row)0$@@ @ Numeric Denominator 2 @ Numeric2"@@ @ Numeric Numerator 20$@@ @ Numeric Denominator 12"@@ @ Numeric Numerator 1|p x   6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Closed Loop Model@CD Output Connections.ctlJ@@@P@Model 1 Output@ Model 2 Input @!SignalClusterOutput Connections@! Feedback Sign@@P @!status @code@0sourceerror in (no error)@CD Feedback Connections.ctlH@>@P@ Model Output@ Model 1 Input @!SignalClusterFeedback Connections@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 2@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 1@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 1@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Model 2@CD Feedback Connections.ctlH@>@P@ Model Output@ Model 1 Input @!SignalClusterFeedback Connections"@! Feedback Sign@CD Output Connections.ctlJ@@@P@Model 1 Output@ Model 2 Input @!SignalClusterOutput Connections>.@3%H3(z)=y(z)/u(z)= H1(z)/[1+H1(z)H2(z)] x 6@P @!status @code@0source error out,@P @Width @HeightDraw Area Size@3Equation@@P @!status @code@0sourceerror in (no error)@Input (column)@ Output (row)@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function Model@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Closed Loop Model@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)!Transfer Function Converted Model@3H1(z)@3H2(z) @Delay [samples] x 6@P @!status @code@0source error out@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)!Transfer Function Converted Model@@P @!status @code@0sourceerror in (no error)@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function Model |<<` ,<t`<,\\, `<<,8(`TT,,`<,<`t<,<<<t`<, qDwx%H3(z)=y(z)/u(z)= H1(z)/[1+H1(z)H2(z)]HRW   Numerator 1SNumericH0RHtQY** Denominator 1S"I#INumericH$R&A(@HRY99 Denominator 2QDH1(z)H||QW00 Numerator 2S))NumericHxwQS/V0VNumericQD8E8EH2(z)HHR3L5KMD  uMD>E?Ey]DSampling Time (s)HdQ[DKKDelay [samples]HRsD'CD Construct Transfer Function Model.viHD$$jQqDlvy4lxy3%CD Draw Transfer Function Equation.viHD$RwyqDPR %CD Draw Transfer Function Equation.viHDlQ HDRsDFSFS'CD Construct Transfer Function Model.viHD$RwwHDQ<I<I HDQerer HDTR HD$R Q` S_qD%'%CD Draw Transfer Function Equation.viHD$HR?&L5?(L4HDR M-h N-h HDRxy ZD[1h[3h~CD Feedback.viHD$̰R!T#SrD&CD Convert Delay to Poles at Origin.viHDmQHDRHD$LR- ,%.0f%.1g%.0f%.1f%.0f%.0f%.1f%.1f%.2f%.0f  gQgA f% gRR ..  ff &j.FPHPfeedback_connection_discrete.vi4FPHPDR854{n4`~`1u*)RRPReW nx/nXXL04h,8p&f@7,  ||||, <Ha)T1;i ,L_vL$BKK|| ,\FEquation draws a picture of the model equation this VI defines.,tDp80 ~H' 8! 4 FH v T~0 H, 8I!0 3H yI!0 ~H& 88yI 8hHBl 0 WH vL$%0AH$2||HR 8!l( D,,0 p}Numerator contains the constant coefficients of a polynomial that represent the numerator of a SISO transfer function.,d  @ < l8 r Z4 F ! xg@P rB4@'0 w d||p 2 0bbbp 2 0ccc0 W 0 s 8hBTi|@P \&X,  ` |0 U d8hB Th4 J   Y82 2tL :  0u0/.-}Numerator contains the constant coefficients of a polynomial that represent the numerator of a SISO transfer function.p 2  bbb0  d8h B | (R p 2  0ccc0 h%||,P |,H$HRJ D$XDenominator contains the constant coefficients of a polynomial that represent the denominator of a SISO transfer function.8 rH DIӘ4 F  + @ P r B4 #0 wH d | |p 2H 0bbbp 2H 0ccc0 W  0 s  F8 hHB Ti@ P F", \|0 X !Fd0 U Jd8 h BTh4 JX !J 8 2X %Bhm<L :X %+0u0/.-Denominator contains the constant coefficients of a polynomial that represent the denominator of a SISO transfer function.p 2X "b"b"b8hXBhTR ||p 2X 0"c"c"c0! $|0 ~\' !$ HR( U D, !0 w dDenominator contains the constant coefficients of a polynomial that represent the denominator of a SISO transfer function.8 r  S4 F` : 2@P r`B48hBTi|p 2 0bbb|0 W` |L_5'Hg7979|0 s` Q\FEquation draws a picture of the model equation this VI defines.,t0L4 F\  U0 \, !2$0 3\ 2$|H0 ~\& 8!2 8h\B |0 W\ 5'%0h\d,%%%H&4&&d(<HR#1,H:,X\}Numerator contains the constant coefficients of a polynomial that represent the numerator of a SISO transfer function.,<lh8 r fS,4 F$ 1 @P r$B4lG0 w d||p 2 0bbbp 2 0ccc0 W$ 0 s$ "8hBH4Ti||@P$"<" v, " $0"|#\#0 U$ &d8h$BTh4 J * <82 8Ӕp 2 0ccc0 U` Ud|@P`#Q!0'<,!&&(t(!\'0  .Qd8h`B HTh4 J  .W `|p 2 0cccL :  0u0/.-}Numerator contains the constant coefficients of a polynomial that represent the numerator of a SISO transfer function.0  "d8hB##R ||0$$| Pp 2 bbbL_)07A$i;S;S\FEquation draws a picture of the model equation this VI defines.0 ~$' I-s> |4 F$ 7F  V| 00 $, s->0 3$ I>0 ~$& 8s- 0 W$ FA%82 2Mؐ8p 2  0#/c#/c#/cDenominator contains the constant coefficients of a polynomial that represent the denominator of a SISO transfer function.8h B%x!R 0%`$@8h$B p 2  #/b#/b#/bL :  280u0/.-0j$da+;i   1;i 0  0 cAlR 0 %g 4   0l4 =F Z0! 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RhS 0" ./ 0#  0$ fg0% &k 4;i   -5D55455;i @&P0|.,kD&|&|&Sampling Time (s) defines whether the model represents a continuous-time system or a discrete-time system. If the model represents a continuous-time system, Sampling Time (s) must equal zero. If the model represents a discrete-time system, Sampling Time (s) must be greater than zero and equal to the sampling rate, in seconds, of the discrete system. 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