RSRC LVINLBVW F ` <@˳Sz GSPR  N*GM4$' ُ B~,m6v6LVINfrequency_response.viPOLY'CD Construct Transfer Function Model.viPTH0qaddonsControl Design_Model ConstructionModel Creation.llb'CD Construct Transfer Function Model.viCODECDTKLVIN$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$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function ModelPTH0gaddonsControl Design_UtilityModel Viewer.llb*cd_Draw Transfer Function Equation (TF).viCODECDTKPOLY CD Bode.viPTH0aaddonsControl Design_Frequency Response AnalysisFrequency Response.llb CD Bode.vi'CODECDTKLVINcd_Bode (Transfer Function).vi  x 6@P @!status @code@0source error out@=CD Bode Data.ctlP@@ Frequency @@ Magnitude@@ Phase@CD Plot Types Enum.ctl` bode-magnitude bode-phasenicholsnyquistsingular valuesstepimpulseinitial simulation plot type Bode DataT@@>P@@ @ NumericW @@ @ element Magnitude Bode PhaseX@@>P@@ @ NumericW @@ @ element MagnitudeBode MagnitudeH@CD Frequency Info.ctlP@ w 0@ w fFrequency Info OutR@p4@*P@@ W@@ PhasePhase Graph Reference>@@(@P @input #@output #Cluster Plots Indexn@pL@BP@@ @ Numericx-data@@ @ Numericy-dataMagnitude Graph Reference@@P @!status @code@0sourceerror in (no error) @lineardBMagnitude Scale@CD frequency specs.ctlnP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency Info@%CD Transfer Function Model (MIMO).ctlP@\;CD General Elements.ctlP@0 Model name&@@@0String Input names(@@@0String Output names$@@ @ Numeric Input Delays$@@ @ Numeric Output Delays@ Sampling Time@0Notes properties@@@%CD Transfer Function Model (SISO).ctlRP @@ @ Numeric numerator"@@ @ Numeric denominator @ delayClustertransfer function(s)Transfer Function ModelPTH0uaddonsControl Design_Frequency Response AnalysisFrequency Response.llbcd_Bode (Transfer Function).vi CODECDTKLVCCCD frequency specs.ctlNCD frequency specs.ctl~@P@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency InfoPTH0_addonsControl Design_Model ConstructionData Typedefs.llbCD frequency specs.ctl CODECDTK&&PZ cP P d-` < P@@@ @ Numeric P   c(P"@P@flg@oRt@eofudf P@ @ Numeric Numeratorp@ dfdP@ txdP@ oldP@ ext< P@@@ @ Numeric P   c4P"@P@flg@oRt@eofudf"P@ @ Numeric Denominatorp@ dfdP@ txdP@ oldP@ ext c nP"@P@flg@oRt@eofudfP3 Display H(s) p3dfd P3txd P3old P3ext P    P    Pj Pp@fP0@PP!!!!l@bP0   !!!$@P0!!!B@8PP P" P@@j Pp@fP0@PP!!!!l@bP0   !!!$@P0!!!B@8PP c.P"@P@flg@oRt@eofudfPCD frequency specs.ctlnP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency InfopP  dfdPP  txdPP  oldPP  extb P         @P b P         @P  c@P"@P@flg@oRt@eofudfXP@>P@@ @ NumericW @@ @ element MagnitudeBode Magnitude0p@"P@ @ dfd0P@"P@ @ txd0P@"P@ @ old0P@"P@ @ extb P         @P b P         @P  c <P"@P@flg@oRt@eofudfTP@>P@@ @ NumericW @@ @ element Magnitude Bode Phase0p@"P@ @ dfd0P@"P@ @ txd0P@"P@ @ old0P@"P@ @ ext P   c8RP"@P@flg@oRt@eofudf P Delayp dfdP txdP oldP ext" P@@" P@@" P@@ c$ c0 c $ @@ @ Numeric Numerator6@P @!status @code@0source error out c@=CD Bode Data.ctlP@@ Frequency @@ Magnitude@@ Phase@CD Plot Types Enum.ctl` bode-magnitude bode-phasenicholsnyquistsingular valuesstepimpulseinitial simulation plot type Bode Data cXT@@>P@@ @ NumericW @@ @ element Magnitude Bode Phase cH@CD Frequency Info.ctlP@ w 0@ w fFrequency Info Out @lineardBMagnitude Scale@@P @!status @code@0sourceerror in (no error) cn@pL@BP@@ @ Numericx-data@@ @ Numericy-dataMagnitude Graph Reference>@@(@P @input #@output #Cluster Plots IndexR@p4@*P@@ W@@ PhasePhase Graph Reference\X@@>P@@ @ NumericW @@ @ element MagnitudeBode Magnitude@%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) @ Delay6@P @!status @code@0source error out@@P @!status @code@0sourceerror in (no error) c@CD frequency specs.ctlnP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency Info&"@@ @ Numeric Denominator@%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 c<@ Output (row)@3Equation,@P @Width @HeightDraw Area Size6@P @!status @code@0source error out c@Input (column)@@P @!status @code@0sourceerror in (no error) c c| c c| c c| c c dP``` du     4 ^ ~@??&+e (%.-0.1(.%9s )  #9%h Tahoma (&83K0.5  Tahoma &&K3Ps  Tahoma *&P3g + 1  Tahoma &L!U2  234 (adasf)77\3\R]T]s^u^__``aabbccddfhikmnpqstvw{   FrequencyMagnitude (dB)%E1 234 (adasf)MM,/-1-:.<.E/H/L0N0S1U1Z2\2^3`3e4g4i5l6n6p7r7u9y9{:};=>??@BCEFGIKMNPQSTXZ[_acdhjnprvxz}   Frequency Phase (deg)!"-?@$d?@$?@$??3 $@ $@??Ld??ѧZ?b+?o %[&?՛U0W?&F@t?뼛??’cj?tqӴ??a+O?Z&?^MWܢ?nA?Ȍ?ɷ͓?Y>4?9ż|?͑??Fx?9C?g?ʚ?ҨF?Ӌom?y3? ?sD _͒?xH?׊LM?ة ??y?1G?[!T.?ݴv ?V?M,/U?U.?&?JѾ?㢉a?ࣰ?匝g?KG ?z?ġs?Ȥ?1.)?|X̍?`:?Cb?`b?(?"9 ?8?󹽀$t?/F`?l[?cK!'?n? ~?uu0?QQz?Ne?']?hP C@sng@!@PM@bf@B/9{@^z7@ YV@!eip@"9'?h@#I2_@$d@ @躅*@ @k8J@F}@m2i!b@,A@rB@㻬C@{@.T@C>U@EKk@ @b@o|:@B@[ۦ@'NQ@r8$@2?@WՓ4@խ`@Q@*w@V@V@ѭ@&L4?9ż|?͑??Fx?9C?g?ʚ?ҨF?Ӌom?y3? ?sD _͒?xH?׊LM?ة ??y?1G?[!T.?ݴv ?V?M,/U?U.?&?JѾ?㢉a?ࣰ?匝g?KG ?z?ġs?Ȥ?1.)?|X̍?`:?Cb?`b?(?"9 ?8?󹽀$t?/F`?l[?cK!'?n? ~?uu0?QQz?Ne?']?hP C@sng@!@PM@bf@B/9{@^z7@ YV@!eip@"9'?h@#I2_@$d {, !Ԅ(~t7t,p=lU'J'+pXl ׅEgsҎx:!L BN`z\LLNkW%m 8VWB7 e!Z[k",b6#0#.$ַ*%ױV:&2 '0P;9)Ȼb&*:Em+s&49,Vg9.*/s[#40s,z[v15`1$@25`3sJR4Fc5'ٰ6w7w7x8{9e6:$NN;c4Q=Bpmr>W&[?39@{|A+fA` 9BRC[oY*D oxDtE\ÐtFQGe/:HARI"n nJ^xDJm[KEU!Lak[KMxNz .SW ВWdZKX'p5Xr#YKdrYgzx+Zy{v4[j+D`:l) `t&!`+?dpx@ h $08D$08$ 08` @@ @$@~@J@D^@` l@~VIDSfrequency_response.viVIDS*cd_Draw Transfer Function Equation (TF).vi8PTH0CODECDTKVIDS$cd_Create Transfer Function Model.vi4PTH0CODECDTKVIDScd_Bode (Transfer Function).vi<PTH0CODECDTKti386;code`Ew䝬E\EPPUEd$=9= ÐYӀ}}E$EEɍ HHƅ d hhUEPIE\QRhDhhVPEP$U胊d$ZY=Ð}v }v ƅ dSQRVWPEEXPE EXPEEXPEEXQRuhPED$Xnd$ZY=EEE=EMEE=9E<EE܋EQRPE܇$uP$d$ ZY=E=EPEEX|QRuhPED$XXmd$ZY=TEEm}EEE=EMEE=9E<EԉEȋEQRPEȇ$uP$d$ ZY=E=EPEԉEX|QRuhPEЋD$Xld$ZY=EEm}EEQRhhuhPED$Xhod$ZY=EEQRhhuhPED$Xhnd$ZY=ZEE}uEEQRuhPED$Xkd$ZY= E EE=2EMMMMMEEEEEQRPE$uhP$d$ZY=aE=EPEEX+PEEXPEEXPEEXPEEXQRhhuhPED$Xh md$ZY=EEQRhhuhPED$Xhld$ZY=GEE}uEEm}4EEm}_^ZY[ÐuP$P$d$ =fx EpE\Dž$QRhhhP$6d$ZY*ƅ x v8s$  D$ s\$L sdT sl\ L8.UR@␐*P>RQRh hhVP$U˂d$ZY=Ð*[*Nƅ }$ ƅ$ hhUEP8d$ =fxDQRP$hhPEP$yd$ZY=MÐ}vƅ x<s$8`s<@sDsLsTs\$sdpETfE\EP<.UR@␐}vD>IE\QRhhhVPEP$U躀d$ZY=Ð}v}vƅ }$ ƅ$ hhUEP8d$ =}$ ƅ$ hhUEP8d$ =fxwE\QRPEP$hhPEP$3d$ZY=Ð}vxS} }P}}+QRPE@$vd$ZY=#= p h搐ÐEw E\EPPUEd$===u=tEw Ew‰ppVL@'PUEd$=ÐP tP HīP 8ޫ}U PcP hIP ,/pYp @'PUEd$=ÐPN {Pv WU שּׁU U )P cP oP ׭5_^ZY[]Ð4=,PEP$PPR$4$@ $Ðd$8=/P$PP$8$@ $Ðd$<=,PEP$PPϮ$<$@ $Ðd$.Ul$SQRVWT$ QRPE@$R d$ZY=_^ZY[]ÐDžt 44@ t  Dž  Dž Dž @Dž Dž Dž Dž Dž| Dž Dž PTABx p Dž88@ P Dž Dž Dž( DžP DžX @Dž` @d Džh DžDž Dž PTABDžt<<@ tDDžDž DžDžDž Dž@Dž@Dž@DžDžDžDžDž|DžDžPTABxpQRud$ZY,Ul$SQRVW}#QRUd$ZYT_^ZY[]ÐUl$SQRVWt$$|$(SQRVWE=EMEE =9E<EEEQRPE$u P$ߟd$ ZY= E =EPEEXPEEXPEEXQRhhuhPED$XhE_d$ZY=jEEQRhhuhPED$Xh^d$ZY=EEm}L_^ZY[ÐuP$P$2d$ _^ZY[]ÐUl$SQRVWuخF FF@FDQRhUd$ZY_^ZY[]ÐX-s o     s   & 1G  ) ~ H&` %i ] /Ic}vCODEu@`%7.1Oldest compatible LabVIEW.[@QQQpPPP @@ @ Numeric Numerator"@@ @ Numeric Denominator@3 Display H(s)@CD frequency specs.ctlnP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency InfoX@@>P@@ @ NumericW @@ @ element MagnitudeBode MagnitudeT@@>P@@ @ NumericW @@ @ element Magnitude Bode Phase @ Delay99ݽwp1 1`p     ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++DTHPD$Q88~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 Numerator@CD frequency specs.ctlnP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency Info @ Numeric~nP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency Unit&@ Initial frequency @ Final frequency8,@P @Width @HeightDraw Area Size"@3Equation&@3 Display H(s) 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"@ Output (row) @Input (column), @lineardBMagnitude Scale~n@pL@BP@@ @ Numericx-data@@ @ Numericy-dataMagnitude Graph ReferenceN>@@(@P @input #@output #Cluster Plots IndexbR@p4@*P@@ W@@ PhasePhase Graph ReferenceTH@CD Frequency Info.ctlP@ w 0@ w fFrequency Info OutdX@@>P@@ @ NumericW @@ @ element MagnitudeBode Magnitude`T@@>P@@ @ NumericW @@ @ element Magnitude Bode Phase@=CD Bode Data.ctlP@@ Frequency @@ Magnitude@@ Phase@CD Plot Types Enum.ctl` bode-magnitude bode-phasenicholsnyquistsingular valuesstepimpulseinitial simulation plot type Bode DataRB x 6@P @!status @code@0source error out@=CD Bode Data.ctlP@@ Frequency @@ Magnitude@@ Phase@CD Plot Types Enum.ctl` bode-magnitude bode-phasenicholsnyquistsingular valuesstepimpulseinitial simulation plot type Bode DataT@@>P@@ @ NumericW @@ @ element Magnitude Bode PhaseX@@>P@@ @ NumericW @@ @ element MagnitudeBode MagnitudeH@CD Frequency Info.ctlP@ w 0@ w fFrequency Info OutR@p4@*P@@ W@@ PhasePhase Graph Reference>@@(@P @input #@output #Cluster Plots Indexn@pL@BP@@ @ Numericx-data@@ @ Numericy-dataMagnitude Graph Reference@@P @!status @code@0sourceerror in (no error) @lineardBMagnitude Scale@CD frequency specs.ctlnP@ Initial frequency@ Final frequency@Minimum number of points @Hzrad/sFrequency UnitFrequency Info@%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.@Minimum number of points, @Hzrad/sFrequency UnitA<<` ,<  ( (, L< \ |`<< ` D D,lDD< UGG NumeratorH(eQ  S"I#INumericH$Q&7(6WNN DenominatorHoQ  H$QK^M]SGnHnNumericXDuv Display H(s)ZD3Q@3R@Frequency InfoLD3Q@X3R@X]DH`UHaU Initial frequencyH R[dh[fhHRdf[Dn`{na{Final frequencydD`a Minimum number of pointsH4RdfLD2?2?ZDab  Frequency UnitHR  LDHDDRdf ZD2?:2?:Bode MagnitudeUD$ FrequencyHD"(RZ D$q 4Magnitude (dB)RD BQ ID DQ HPlot 4HDXrQV$c+V%c+VD%% Bode PhaseUD$ FrequencyHD"RW D$S jw#  Phase (deg)R &  & Plot 4HDPQ7D'7D'QD <!< DelayH܄Q$$P&$OsDzz'CD Construct Transfer Function Model.viHD$(RHD$Qss HDQ HDoQZZHDQ>aK>bKqD,%9,'9%CD Draw Transfer Function Equation.viHD$8Q]&j5](j4VDdf CD Bode.viHD$`QetgsHD$QHD R HDQ%.0f%#_g%.0f%#_g%.2f%.2f%.0f%.0f %#.2p %#.2p %#.2p %#.2p%.2f Hzrad/s: Automatic-SISOSISO (Symbolic)MIMOMIMO (Symbolic) Automatic-SSTFZPK Automatic-SSTFZPK  II \,\0 .0  II =(=, *,dFPHPfrequency_response.viLVCCCD frequency specs.ctl<PTH0CODECDTK=FPHPDR8<`n=`~=(QPwQ$Q knx/nXXL66D,%4@7,   ||| HRH(,l(X4 F H d8 r  ̭@P rB4 p 2 0bbb8hBTh,8Tp 6 0ccc0 w d8hBTi0 W 0 s <0 U @d4 J !J 0  !Equation draws a picture of the model equation this VI defines., TH0 ~X'   4 FX t 00 X,  0 3X w0 ~X& 8 w 8hXB 0 WX t!%0#X$]p;iPV -1 |00@d $2P1;i$P*V ||`$4 F<J2PA <S`<JCPP8h<B K4 N$ 2PAY ||\FFrequency Info contains the frequency information of the model.,|0 $ CPd8h$BTg0 7$ GT@P$GTmTDr,< Pt0  V_md,|,|4 F G_V  p82 Zci̭8hBtR Initial frequency is the minimum frequency this VI uses in calculating the frequency response and producing the plots. The default is 1.p 2 aTm`baTm`baTm`bL : Zcii0u0/.-p 6 0UTa`cUTa`cUTa`c@P$mT\Final frequency is the maximum frequency this VI uses in calculating the frequency response and producing the plots. The default is 1.|||82| c̭ p 6| 0{T`c{T`c{T`cp 2| T`bT`bT`b,D`4 F| m_| L :| ci0u0/.-0 | |_d8h|B`R |@P$Tt!$9t||0 1 )Ud,!"P`""4 F _ 82 c؛̬@ : 4L!4Hvvo|L : ci0u0/.-10;i7= p^u+1 %%%=*Q4 NR 1@ PW$T?$Frequency Unit specifies the units of frequency, either in Hertz or radians/seconds, to use in calculating the frequency response and producing the plots.,$#(#$$84 F ` ̛8J   Л̬|p^u0& +;F00Q4 N 4R  L +,, -D---/T///Minimum number of points is the minimum number of points this VI uses in calculating the frequency response and producing the plots. The default is 100 points.p 6 0T`cT`cT`cp 2 T`bT`bT`b0  _d8hB0R p 2 0T`cT`cT`cp 2 T`bT`bT`b0  _d8hB$p Te|0$><| h< 6 c8R Bode Magnitude is a plot on an XY graph that plots the linear or decibel magnitude of the given model against a set of frequencies. The Plots Index array determines the plots on this XY graph.L  L&d&4&&'h'( ')**4*d0 K (= >4 F 1@; @! :L!3Gvvo@! :J!]qff]0! k! % > !(((<(p@! :K!H\nngD!O`40%'HV% ̬ "))H)x*0" J&  % 4" 3'^4# 6'$|0$ 2'(0% 2'-IJ0& 2)(\,]10' 2)-.14( 3)^p)|dD)O@4E1'JE1 ̬0*  K20*  B %>8*hB(T4* $C AR 4+ 6)U#d,|0,)<$,| ,.`.-.,,| ,../ 0d4, F 4 & p-Bode Phase is a plot on an XY graph that plots the phase (in degrees) of the model against a set of frequency values. The Plots Index array determines the plots on this XY graph.0- K 4  5>@- : 4J!^rff]0- k 4! &>@- : 4K!I]nngD-O`4 40!+HD! ̬l0. J 4& & 4. 3-^(|4/ 6-p|00 2-(01 2--IJ02 2/T(=(>-03 2/T-*-44 3/T^R wD5O@4 4"-+| X"- y06  4 (.06  4 &>86h 4B+4LT46 $ 4 ' Delay is the transport time delay that might exist in the system.,83d3443D3,88h1B5hR 48 F1 = 89 21 #%QȜ̷L; :1 #%)0u0/.-p; 61 0 c c cp; 21 ) b) b) b;|$Y52 Zci!\8@;|0;4A1 m6dF<J2PA9F1 ,; $+05|,;5|0+$ e= $2P5F<J2PA9N$ 2PAY\PwQ$Q knAx/nX192| cA $2P17 $ GT} 9=`<JCPP5N$ 2PAY5F `I ;888|1 $ CP5F _92 cmPwQ$Q knAx/nX1A|532@D 92 1 1 1 D<4q6 1 0cq2 1  bMt("KqKqq<:1 0u%<3<D;==PwQ$Q knAx/nX15FX t,;( X(  BDHPfrequency_response.viLVIN$cd_Create Transfer Function Model.viDPTH0CODECDTKPOLY'CD Construct Transfer Function Model.viDPTH0CODECDTKPOLY%CD Draw Transfer Function Equation.vi PTH0CODECDTKLVIN*cd_Draw Transfer Function Equation (TF).vi PTH0CODECDTKPOLY CD Bode.viPTH0CODECDTKLVINcd_Bode (Transfer Function).viPTH0CODECDTK4`BDHPDȳR8* (n4_;~,|̋QzQQB~AM/n,;%<%x0;$P;4 p@  ;D\4; &CDy@< <tDL< <D<4<D( <D4<D4<D<<4<D`< <Dxt<t< <D D, <D4<D0< <DhD<D4<D <D4<D< <D44<D 4<Dd4<D < <D  4<D8 < <Dl 4<D < <D%$T<D( n,<Tt(@< 2O <<  2 $mQ0> 3 >|>L8>hB`>|0> 3 4>3 > L> 0>@  @4> B ro4? h4?-< 0?@ 4? B o lx 4@PlP X; i 1; i 1; i 1; i 1 x  d 0@@ $ h. 4@ B h[o4A t Q0A@ @XL`\Tp 04A B =`LolT; i 1; i 1; i 1; i 4B t3BX B h 4B &C +$:@C PC :$ZD8%(@ C H4C R<ZDV@CH4C J<RDN@C C p@C HX(  t0 C @xX4C !:<BD>@CX4C J4Z<R8 C C C (C(C 4C  B<JDF@4C H:4J<B84C \J,Z4R0 C  4C ,*:,J4B0Lx  d qL C , C 4C )R$Z,V( C @tCt C tC @Tp>@>XTX4C (J$R,N( TC [$nD$ ,C(h@C 2O \6kA<C  2 \%k6<|toQ0E 3 [$lBE|E4E P'B$J,F( E 0E04E 4&:$B,>( E Dd0E 3 ]&nD8EhB E|EEd0E@l+PEc<8pB8@8T4E &CcЃ@F 2TO u<F  2T du(mPxQ0H 3T c0H 3T e8HhTB@,H|H|THc7 ,HX,HD H4H BdoIl4IH!pP I@I hLP@l4I6{4I5{ I4hIh I$lII4I83{ IlI IpL4I4{IL4I1s{w II4I0kso IP4I2s{w4I/kso II4I`.ckg I @I@4I-ckg IIP4I$,ckg I  hI4I+ckg I D8lIl It0I@$04I Bo4J P"$J D >(> g J gBBJ$Jl$@;iw{ 1;i~ P#zQQB~>M/n #=x  8 d "L"@$Bh [-D|" \#5Bh [% #J$0J@%5|$$x-$D% #4J B$o`~,K  hd$1%D'x$'4K$1, <K $d h D<K%$l D @ ,zQQB~>M/n # *%ii*zQQB~>M/n #5B$RazQQB~>M/n #5B =`L-D'0 (zQQB~>M/n #+zQQB~AM€/n #5$+ }*$d& 1@%|5$aqix$+ #},D+1@ @ -,B$Ra%)M- D(d&%h*$*x$P++,K  -` 5 -.D-.3K E1zQQB~AM€/n #5p2 m1zQQB~>M/n #5B -D. d/zQQB~>M/n #5B$Ra-D/x$h05B r1@ K%4X@%|5$x$5B$54B 4 D)%4*+`, +@ 0 , 0 <2$1x$2,1p2<-K NI.LV.ALL.VILastSavedTarget0DfltNI.LV.ALL.goodSyntaxTargets&@0Dflt( 6&ISUUAft:IS?h  o  v  }  TahomaTahomaTahoma012RSRC LVINLBVW F  4 0RSIDTLVSRhBDPW|LIviCPTMDSTMDFDSLIdsVICDversDLDRFPTD0CPMpDICONXicl8lDTHPTRec0STRG hCPSTlPICCLIfp\FPHPpLIbdBDHPVITSHISTPRT FTAB̼ x lT D ht | ) A$` B8 Y Y l Y [, [ln \Xh `\ z x -4 /P 0L$ 5: 7H; 8Lx/ 9| :<5 <<$ >l ?̉ @L A< Bt C0$ E Fl2 HPx8 I J K4h   `  (  , "o *P . 6; ; , =@ D G %$ & '̏ ( 1A 2P 3 S 40X @ 1 Ȩ  ʌ t  $` frequency_response.vi