RSRC LVARLBVW& , &">>"@  J B&*">>"`PP``LL`440<ψȈfofofo     P\ P_\ _U U++++++++++++++++++++++++++++++++++++++++++++++++PMD_Measurement_ges VIsPMD_Measurement_ges Ctrls85Determine PMD using JME(ges) from 2 Jones Matrices.viSimple derivative (2pts).viYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYY###YY###YY###YY######YY###YY###YY###YY###YY#####YYYY###############YY#YY####YY###YY###YY######YY###YY####YY#####YY#####YY######YYYY##YY##YYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYAA" 1A1A!"AA"AA x *@@@ Phase (s)dY/dX *X*X/2/pi/c$@@@ Phase (s) dY/dX array&@@@ Phase (s) X_deriv.array*@@@ Phase (s)Y value at Xderiv"@@@ Pahse (deg)Y_array"@@@ Pahse (deg)X_array]؀¯TPëꪪjᄒj뻯ᄒ*뻯ᄒj着ᄒ뻯睊j뻯ᄒᄒ뻯+ꫢ++*****:,1?000000000008033A38033A38433A3333333333333333333?~?s=a?<=<<<>=χ>1y~8q81~s~x~y>???S?Sx? 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L%4.-T+*$(4$PH,\ `\%5H3t1L X(,,8 H'@8,%#,%6|#,%403;4dL% :" gs00/.-%'Typ% ojo%8-  % X + 0H%@H`%-%GL)L%&L% :3 3900/.-,%+T+<,l%TyL% :+ W*c000/.-%V)cVc%(@yXh@hXg%3ty^H%1:TH%,];]]%5H@T@D% H IIIG\%'II%Lȧ+!!0%,8S]Q3Q]%5Q5%@7Q7%%y[L%@ ;G;GGccG%PXXX%:;;;ݬ%%L?SNS?%%XQ5Q%&AG5G%&@m#]N]7m7L% &8& ȧ&&%@y@F<<@F (_H  йO  йV  й] йTahomaTahomaTahoma0RSRC LVINLBVW  _MeaN 4RSID$LVSR8BDPWLLIvi`CPTMtDSTMDFDSLIdsVICDversDLDRFPTDCPMpICON(icl4yy>y|{<?χ1y~??xyy>{8|?<yxy??yxy??yxy??yxyyy>?=gq<=yy>?=q?=yy>xyyq<<<|??~y>p灧<?~ 3qy>|>?c?<~??c?<~8ǀ̈̌̌̌Ȍ̌HȈȄĈ̈ḦȈ @ H  @ H @ DH  Hİ @ DH ?Ġ @ DHHH @ H D   8 @  @   8HįHHH HL < h (,̂΢,,, ˆb,,, ̈̌b,Σ ..̢Ȉ,,h, ̈̈̌b,Σ ..̢Ȉ,,,,̌ Ȉ̌b,Σ ̂.̂.̢̢b, Œ..̂̈,L̈ ̈,΢<(,,,,,,̢΢, (̈,,, ̈ ̈̈̌Ȉ ̈̈̈,΢̂Σ ..̂̢̢̂̄ Œb,.̂̈,,.Σ ΢,,,΢<(,,,,,,,΢h (̈,,h,,.̂̢̢̂ Œb,,h,Ƞ ʁ ʡ ʡ ʡʡʡ ̈̈ b,Σ ..̢̂̂b,,. 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hhhX豈@RSRC LVINLBVWOx OXD <KIMZ:1 ُ B~X ?p2LVIN"Simple Vector derivative (3pts).vi    "@@@ Pahse (deg)X_array&@@@ Phase (s) X_deriv.array$@@@ Pahse (deg) |Y|_array&@@@ Phase (s) |dY/dX| array@@@@ Pahse (deg)%Y_S1 (directional cosine with axis 1)B@@@ Pahse (deg)&Y_S2 (directional cosine with axis 2),@@@ Phase (s)|dY/dX| *X*X/2/pi/cB@@@ Pahse (deg)&Y_S3 (directional cosine with axis 3)@@ SOPMD_s1@@ SOPMD_s2@@ SOPMD_s3JJP c$ c P    P   @ P@@@@ Pahse (deg) cP"@P@flg@oRt@eofudf"P@@ Pahse (deg)X_arrayx@ dfdP@ txdP@ oldP@ ext> P@@@@ Phase (s) c P"@P@flg@oRt@eofudf&P@@ Phase (s) X_deriv.arrayx@ dfdP@ txdP@ oldP@ ext@ P@@@@ Pahse (deg) P   cP"@P@flg@oRt@eofudf$P@@ Pahse (deg) |Y|_arrayx@ dfdP@ txdP@ oldP@ ext> P@@@@ Phase (s) P   cP"@P@flg@oRt@eofudf&P@@ Phase (s) |dY/dX| arrayx@ dfdP@ txdP@ oldP@ ext@ P@@@@ Pahse (deg)@ P@@@@ Pahse (deg)@ P@@@@ Pahse (deg) P   c P"@P@flg@oRt@eofudfBP@@ Pahse (deg)&Y_S3 (directional cosine with axis 3)x@ dfdP@ txdP@ oldP@ ext P   cP"@P@flg@oRt@eofudf@P@@ Pahse (deg)%Y_S1 (directional cosine with axis 1)x@ dfdP@ txdP@ oldP@ ext P   cP"@P@flg@oRt@eofudfBP@@ Pahse (deg)&Y_S2 (directional cosine with axis 2)x@ dfdP@ txdP@ oldP@ ext> P@@@@ Phase (s) P   cP"@P@flg@oRt@eofudf,P@@ Phase (s)|dY/dX| *X*X/2/pi/cx@ dfdP@ txdP@ oldP@ ext4 P@@@ 4 P@@@ 4 P@@@  P   c P"@P@flg@oRt@eofudfP@ SOPMD_s1x@ dfdP@ txdP@ oldP@ ext P   cP"@P@flg@oRt@eofudfP@ SOPMD_s2x@ dfdP@ txdP@ oldP@ ext P   cP"@P@flg@oRt@eofudfP@ SOPMD_s3x@ dfdP@ txdP@ oldP@ ext`y` y c@@ Pahse (deg)@ @@ Pahse (deg)@ @ @       @ Pahse (deg) c@ Pahse (deg) c@ Pahse (deg) c@ Pahse (deg) c@ Pahse (deg) c@ Pahse (deg)@ Pahse (deg)@ Pahse (deg)@ Pahse (deg) c@ Pahse (deg)@ Pahse (deg)@ Pahse (deg) c@ Pahse (deg)@ Pahse (deg)@ Pahse (deg)@ Pahse (deg)@ Pahse (deg)@ Pahse (deg)D@@@@ Pahse (deg)%Y_S1 (directional cosine with axis 1)FB@@@ Pahse (deg)&Y_S2 (directional cosine with axis 2)FB@@@ Pahse (deg)&Y_S3 (directional cosine with axis 3) c@ Pahse (deg)($@@@ Pahse (deg) |Y|_array&"@@@ Pahse 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(no:F)0@2'new file path (Not A Path if cancelled)@0 format (%.3f)"@!append to file? (new file:F)@@ 1D data@@ 2D data$@2file path (dialog if empty)PTH0:Utilityfile.llbWrite To Spreadsheet File.viLVIN My wait.vit x   6@P @!status @code@0source error out@!Complete@@P @!status @code@0sourceerror in (no error)@! Beep After@milliseconds to waitPTH0* My_Tools_ges.llb My wait.viLVIN#HP8509B_JonesMatrix_measure_once.vi @0HP8509B Address@! Request *OPC?@@P @!status @code@0sourceerror in (no error)6@P @!status @code@0source error outPTH0G HP8509B_OPA_ges.llb#HP8509B_JonesMatrix_measure_once.viLVIN!HP8509B_JonesMatrix_read_valuesvi @0HP8509B Address@! Request *OPC?@@P @!status @code@0sourceerror in (no error) @@ Jones Matrix@@ JM values6@P @!status @code@0source error outPTH0E HP8509B_OPA_ges.llb!HP8509B_JonesMatrix_read_valuesviLVIN5Determine PMD using JME(ges) from 2 Jones Matrices.vi  "@@ Jones Matrix 1"@@ Jones Matrix 2@ Wavelength 1 (nm)@ Wavelength 2 (nm)@Input phase multiplier@ DGD (HP method) (ps)@ DGD (GES method) (ps)&@@ PSP Stokes Coordinates@Output Phase MultiplierPTH0\ PMD_Measurement_ges.llb5Determine PMD using JME(ges) from 2 Jones Matrices.viLVINHP8509B_setup_source.vi @0HP8509B Address@@P @!status @code@0sourceerror in (no error)6@P @!status @code@0source error outPTH0; HP8509B_OPA_ges.llbHP8509B_setup_source.viLVINSimple derivative (2pts).vi x *@@@ Phase (s)dY/dX *X*X/2/pi/c$@@@ Phase (s) dY/dX array&@@@ Phase (s) X_deriv.array*@@@ Phase (s)Y value at Xderiv"@@@ Pahse (deg)Y_array"@@@ Pahse (deg)X_arrayPTH0B PMD_Measurement_ges.llbSimple derivative (2pts).viLVIN"Simple Vector derivative (3pts).vi    "@@@ Pahse (deg)X_array&@@@ Phase (s) X_deriv.array$@@@ Pahse (deg) |Y|_array&@@@ Phase (s) |dY/dX| array@@@@ Pahse (deg)%Y_S1 (directional cosine with axis 1)B@@@ Pahse (deg)&Y_S2 (directional cosine with axis 2),@@@ Phase (s)|dY/dX| *X*X/2/pi/cB@@@ Pahse (deg)&Y_S3 (directional cosine with axis 3)@@ SOPMD_s1@@ SOPMD_s2@@ SOPMD_s3PTH0I PMD_Measurement_ges.llb"Simple Vector derivative (3pts).viLVINWrite PNG File.vi x  6@P @!status @code@0source error out@2path@compression (default)@@ color table @depth@@P @!status @code@0sourceerror in (no error)$@@flattened image data4@P @left@top @right @bottomrect@2path to PNG filePTH0.picturepng.llbWrite PNG File.viLVINStart Data File.vi @@P @!status @code@0sourceerror in (no error)@! Save Data@0 Data Root:@0 First Line@0Folder:@0File:@0 FileName:6@P @!status @code@0source error outPTH02 My_Tools_ges.llbStart Data File.viLVIN%Agilent 8164 Set Optical Power_ges.vi @0 8164 address@Module #@ Optical Power (dBm) @!Output@@P @!status @code@0sourceerror in (no error)6@P @!status @code@0source error outPTH0X "Agilent_8614_Tunable_Laser_ges.llb%Agilent 8164 Set Optical Power_ges.viLVIN"Agilent 8164 Set Wavelength_ges.vit x  6@P @!status @code@0source error out@@P @!status @code@0sourceerror in (no error)@ Wavelength (nm)@Module #@0 8164 addressPTH0U "Agilent_8614_Tunable_Laser_ges.llb"Agilent 8164 Set Wavelength_ges.viLVINAdd_points_Poincare_Sphere.vi x L@@2@P@ @ Output ClusterPoincare Sphere@@ S3@@ S2@@ S1Z@@2@P@ @ Output ClusterInput Poincare Sphere (empty)PTH0D PMD_Measurement_ges.llbAdd_points_Poincare_Sphere.viff @ ` @ ` @ @ '@P@0 8614A address @Slot #@ Start Wavelength (nm)@ Stop Wavelength (nm)@ Wavelength Step (nm)@ Output Power (dBm) ECL controls@0HP8509B Address@@P @!status @code@0sourceerror in (no error)@! Save Data$@@ SOPMD Wavelength (nm)@0 Data Root:@@ PDCD (ps^2)@0Folder:@@ SOPMD (ps^2)@0File:@0Comment:X@@2@P@ @ Output ClusterPSP data on Poincare Sphere@@ Wavelength (nm)@@ DGD (HP) (ps)@@ DGD (ges) (ps)@@ PSP_s1@@ PSP_s2@@ PSP_s3>@@.P@ @ Value@ @ ValueSOPMD6@P @!status @code@0source error out>h>hP c$ cfP"@P@flg@oRt@eofudfP0time p0dfd P0txd P0old P0extfP"@P@flg@oRt@eofudfP0date p0dfd P0txd P0old P0extfP"@P@flg@oRt@eofudfP0File: p0dfd P0txd P0old P0exthP"@P@flg@oRt@eofudfP0Folder: p0dfd P0txd P0old P0ext P @vP0@PP@P!!!!l@bP0   !!!    $@P0!!!B@8PP cjP"@P@flg@oRt@eofudfP0 FileName: p0dfd P0txd P0old P0extlP"@P@flg@oRt@eofudfP0 Data Root: p0dfd P0txd P0old P0ext c VP"@P@flg@oRt@eofudfP! Save Datap!dfdP!txdP!oldP!ext P cP"@P@flg@oRt@eofudf@PP @!status @code@0sourceerror in (no error)xP!0dfdPP!0txdPP!0oldPP!0extJ P@@@P0!!! c\P"@P@flg@oRt@eofudfPP@0 8614A address @Slot #@ Start Wavelength (nm)@ Stop Wavelength (nm)@ Wavelength Step (nm)@ Output Power (dBm) ECL controls&pP0    dfd&PP0    txd&PP0    old&PP0    ext cpP"@P@flg@oRt@eofudfP0HP8509B Address p0dfd P0txd P0old P0ext PP"@P@flg@oRt@eofudf6PP @!status @code@0source error outxP!0dfdPP!0txdPP!0oldPP!0ext cjP"@P@flg@oRt@eofudfP0Comment: p0dfd P0txd P0old P0ext*P"@P@flg@oRt@eofudfBP@.P@ @ Value@ @ ValueDGD Plot0x@"P@ @ dfd0P@"P@ @ txd0P@"P@ @ old0P@"P@ @ ext6P"@P@flg@oRt@eofudfNP@.P@ @ Value@ @ ValuePSP Stokes Parameters0x@"P@ @ dfd0P@"P@ @ txd0P@"P@ @ old0P@"P@ @ extP"@P@flg@oRt@eofudfP@ Wavelength (nm)x@ dfdP@ txdP@ oldP@ ext4 P@@@ c P"@P@flg@oRt@eofudfP@ DGD (HP) (ps)x@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ DGD (ges) (ps)x@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ PSP_s1x@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ PSP_s2x@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ PSP_s3x@ dfdP@ txdP@ oldP@ ext&P"@P@flg@oRt@eofudf>P@.P@ @ Value@ @ ValueSOPMD0x@"P@ @ dfd0P@"P@ @ txd0P@"P@ @ old0P@"P@ @ extvP"@P@flg@oRt@eofudfP0SOPMD Data FileName: p0dfd P0txd P0old P0extP"@P@flg@oRt@eofudf$P@ SOPMD Wavelength (nm)x@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ PDCD (ps^2)x@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ SOPMD (ps^2)x@ dfdP@ txdP@ oldP@ extb P         @P b P         @P  P P    P    P    P    P @vP0@PP@P!!!!l@bP0   !!!    $@P0!!!B@8PPJ P@@@P0!!!b P         @P b P         @P  P @vP0@PP@P!!!!l@bP0   !!!    $@P0!!!B@8PPJ P@@@P0!!!b P         @P b P         @P 4 P@@@ 4 P@@@ 4 P@@@  P   4 P@@@  P   4 P@@@ 4 P@@@  P    P    P    P    P   4 P@@@  P   4 P@@@  P    P @vP0@PP@P!!!!l@bP0   !!!    $@P0!!!B@8PPb P         @P b P         @P  c@P"@P@flg@oRt@eofudfXP@2@P@ @ Output ClusterPSP data on Poincare Sphere0p@"P@ @ dfd0P@"P@ @ txd0P@"P@ @ old0P@"P@ @ ext& P@P0" P@@* P @P0 cP"@P@flg@oRt@eofudfLPPoincare SphereStokes Vectors vs. WavelengthGraphic RepresentationxdfdPtxdPoldPext`0 Substring `!OutputV P$@P@0P`0 format (%.3f)h!transpose? (no:F)"`!append to file? (new file:F)`0 Substring`0 Substring`0 Substring`0 Substringh! Request *OPC?V P$@P@0P`milliseconds to wait h!Outputh! Request *OPC?`Output Phase Multiplier` y4 P@@@ (@ hIndex `Index `Indexh offset (0)`0 format (%.3f)`0 SubstringV P$@P@0P"`!append to file? (new file:F)`!transpose? (no:F)` image depth`0 Substringh!visible area only c c c cH@0File: c@! Request *OPC? c&@@@ Phase (s) |dY/dX| array cVP&@@@ Phase (s) X_deriv.array*@@@ Phase (s)dY/dX *X*X/2/pi/c c@@ 2D data c*&@@@ Phase (s) X_deriv.array*@@@ Phase (s)Y value at Xderiv c @ Value@@ JM values @@ Jones Matrix c&@@@ Phase (s) X_deriv.arrayP@ JM valuesXP&@@@ Phase (s) X_deriv.array,@@@ Phase (s)|dY/dX| *X*X/2/pi/c P Value@Output Phase Multiplier@ @ ($@@ DGD (GES method) (ps)($@@ DGD (HP method) (ps) cRN@DP&@@@ Phase (s) X_deriv.array@@ Phase (s) c"P@ @ c@! Save Data c@! Beep After c c@milliseconds to wait c@  @ Value@@ SOPMD_s1@@ SOPMD_s20,@@@ Phase (s)|dY/dX| *X*X/2/pi/c@! Request *OPC? c@ ! c@@ SOPMD_s3 c$@@@ Phase (s) dY/dX array c@ DGD (GES method) (ps) c@ DGD (HP method) (ps) c&@@ PSP Stokes Coordinates@Output Phase Multiplier @!transpose? (no:F) c"@@ Jones Matrix 2"@@ Jones Matrix 10@2'new file path (Not A Path if cancelled).*@@@ Phase (s)dY/dX *X*X/2/pi/c c@0delimiter (Tab) c 8P@ $@@ DGD (GES method) (ps)0,@"P@ @ "P@ @ "P@ @ c 8P@ $@@ DGD (HP method) (ps)@0 FileName:20,@"P@ @ @@ 1D data c@! Save DataO O O c@ O c@@!status@@ address list@bus c@ cO c O c PL@@2@P@ @ Output ClusterPoincare Sphere c @ Value@@ 2D data c@ O O c@@ S3Z@@2@P@ @ Output ClusterInput Poincare Sphere (empty) cO O c@@ S2 c@ c@Get Panel Image@!visible area only c@ image depth@Get Panel Image p c0 c@ Start Value c2 c @image@0File: c@@image c @@0 8614A address.@shortlong abbreviateddate format (0) c @bounds@@colors c@@ 8614A address@offset past number c @colors c@0 FileName: c"@@ @ Value Output Array c@! Save Data c@0Folder:@0 Data Root: c@ Stop Value c@!Complete c,@ &Accuracy (fraction of the stop value)@!want seconds? (F) c@0 time string c @depth c@0delimiter (Tab)@!transpose? (no:F) c@compression (default) c"@0SOPMD Data FileName: cPL@Poincare SphereStokes Vectors vs. WavelengthGraphic Representation c@0Comment: c@0 Data Root: c@0 FileName: c@0Folder: c0@2'new file path (Not A Path if cancelled) c@! Save Data c@@ 1D data cD@@P @!status @code@0sourceerror in (no error) c@0HP8509B Address@P@0 8614A address @Slot #@ Start Wavelength (nm)@ Stop Wavelength (nm)@ Wavelength Step (nm)@ Output Power (dBm) ECL controls@ Stop Wavelength (nm)@ Start Wavelength (nm) @Slot #@ Wavelength Step (nm)@ Output Power (dBm) c6@P @left@top @right @bottombounds c@ Output Power (dBm) @Slot #@0 8614A address c@0 date string c@0 8614A address c@ seconds since 1Jan1904 c6@P @!status @code@0source error out c@0 FileName: c@0SOPMD Data FileName:@0 FileName: c@@ Phase (s) c@0 FileName: c c2 c cd c c| c c$ c c$ c c$ c c c c| c c c c| c cd c c$ c c c c$ c c c c c c| c c| c c c c| c c c c c c c c cp c c c c c c c c c c c c  c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c< c c c c c c c c c c c  cx c c c c c c c c c c c8 cT c c c c c c caE\%@1(*  ^U|000 0008:41 AM 4/22/2003testPMD_data3 JME (HP)3 B JME (ges) B Cur 0@: :@&Wavelength (nm)Differential Group Delay (ps)666!666;C:\Data\PMD_data\test.datC:\Data20@@?29 IL=13.1dBC:\Data\PMD_data\test_SOPMD.dat????B@@0@@??3 S13 BS2 BS3 B Cur 0@: : @&Wavelength (nm)PSP Stokes Parameters666&666@ @@@@?ə???ə??G3 Absolute Total SOPMD3 BPDCD B Cur 0@6go1!e Q@&Wavelength (nm) SO PMD (ps^2)6666660@@@@?ə?@@Y@9?7Pincare SphereW  ~ {uspmjh!e#a)_+[1W7V9T<S?QBPEOGMMMPLSLUKXKbLeLgMjMlNnOqQuRwTyU{YZ\^`cegmorx{~}{wusqnjgeb`][USM G EB?<971.+)&     !)-QU]`dlosvz}{wus~q{nujsgpembj`h]e[aU_S[MWGVETBS?Q<P9O7M1M.L+L)K&KLLMMNO Q RTUYZ\^`cegmorx{~   !#)+1 7 9<?BEGMPSUXbegjlnquwy { ~{wtqnkhec`^[WU{QuMmLjKfIbH^G[FWFSEOEKDGD7E3E/F+F'G#H IKLMQ UW[^`cehknqtw{~    #'+/37GKOSW[^bfjmu { }{zxvusoml~j~f}d}^|]|U{S{+|)|!} }~~  }{zxvusqoml~j~h~f}d}b}`}^|]|[|Y|W|U{S{Q{O{M{K{I{G{E{C{A{?{={;{9{7{5{3{1{/{-{+|)|'|%|#|!} }}}~~~    BBB PSP Data (front side)BB B PSP Data (back side):: Bxy??????ə??DW栞f;Ϳ *׿撂ܯh>|eH_" @S}􍟺d8eoͶCGɿҔs"sѿV_ ܿ+㘎 !/0kWVLpK'NS ԥWsUgE20WFx:o>`H x鍿łܕR1ڙE~Na.=q֠f;ο>=֢CMݿh#Ng替$~5zٿҠqi{qod=1i2y4A)Fc&EsՆjN?Esm?A)Fc?4?1i2t?od8?i{q~?q?ҝ?5z?${??h#Ne?֢CM?>9?֠f;?=p?Na,?ڙE}?ܕR1?ł?H x?o>`?Fx8?0V?UgE2?ԥWs?NS ?LpK'?0kWV?㘎 !/?+?V_ ?s?Ҕs!?CG?oͶ?8e?􍟺d?" @S}?H_?h>|e?ܯ?撂? 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Save Data@@P @!status @code@0sourceerror in (no error)@0time@0date@P@0 8614A address @Slot #@ Start Wavelength (nm)@ Stop Wavelength (nm)@ Wavelength Step (nm)@ Output Power (dBm) ECL controls@0HP8509B Address6@P @!status @code@0source error out@0Comment:B@@.P@ @ Value@ @ ValueDGD PlotN@@.P@ @ Value@ @ ValuePSP Stokes Parameters@@ Wavelength (nm)@@ DGD (HP) (ps)@@ DGD (ges) (ps)@@ PSP_s1@@ PSP_s2@@ PSP_s3>@@.P@ @ Value@ @ ValueSOPMD@0SOPMD Data FileName:$@@ SOPMD Wavelength (nm)@@ PDCD (ps^2)@@ SOPMD (ps^2)X@@2@P@ @ Output ClusterPSP data on Poincare SphereL@Poincare SphereStokes Vectors vs. WavelengthGraphic Representation:   This VI uses the HP Optical Polarization Analyzer in order to extract the transmission (Jones) Matrix from the DUT. The Jones Matrix is measured vs. wavelength and then the Jones Matrix Eigenvalue Analysis is used to calculate PMD vector (DGD and PSP) vs. wavelength. The advantage of the JME method is that since three polarization launches are used, it allows for the accurate measurements in presence of PDL i.e. when the Jones Matrix is non-Unitary. For more details see: E.Ibragimov, G.Shtengel, S.Suh, and M.Rivera, Statistical Correlation between First and Second Order PMD, IEEE J.Lightwave Techn., vol.20, no.4, pp. 586-590, 2002.3qJRJ^aJP2N@%BHNHRH^h^QQQ^A!R1QIP@#fffffffffffffffflll33<33l<<<.@shortlong abbreviateddate format (0), @@ Jones Matrix @Get Panel Image p2&@0 8164 address@Module # @ Wavelength (nm) x  6@P @!status @code@0source error out@@P @!status @code@0sourceerror in (no error)@ Wavelength (nm)@Module #@0 8164 address$@ Optical Power (dBm) @0 8164 address@Module #@ Optical Power (dBm) @!Output@@P @!status @code@0sourceerror in (no error)6@P @!status @code@0source error out*@ Start Wavelength (nm)*@ Wavelength Step (nm)@ Start Value2"@@ @ Value Output Array@ Stop Value@ Step Value8,@ &Accuracy (fraction of the stop value)  @ Start Value"@@ @ Value Output Array@ Stop Value@ Step Value,@ &Accuracy (fraction of the stop value)$@@ JM values  @0delimiter (Tab)@!transpose? (no:F)0@2'new file path (Not A Path if cancelled)@0 format (%.3f)"@!append to file? (new file:F)@@ 1D data@@ 2D data$@2file path (dialog if empty)0$@2file path (dialog if empty)*@@ 2D data&@@ 1D data2"@!append to file? (new file:F)&@0 format (%.3f)<0@2'new file path (Not A Path if cancelled)&@!transpose? (no:F)$@0delimiter (Tab)N>@@.P@ @ Value@ @ ValueSOPMD6&@@@ Phase (s) X_deriv.array8,@@@ Phase (s)|dY/dX| *X*X/2/pi/c:*@@@ Phase (s)dY/dX *X*X/2/pi/c(@@ Phase (s) @0HP8509B Address@! Request *OPC?@@P @!status @code@0sourceerror in (no error)6@P @!status @code@0source error outn^  "@@ Jones Matrix 1"@@ Jones Matrix 2@ Wavelength 1 (nm)@ Wavelength 2 (nm)@Input phase multiplier@ DGD (HP method) (ps)@ DGD (GES method) (ps)&@@ PSP Stokes Coordinates@Output Phase Multiplier x   6@P @!status @code@0source error out@!Complete@@P @!status @code@0sourceerror in (no error)@! Beep After@milliseconds to wait@!Complete @Index^N@@.P@ @ Value@ @ ValuePSP Stokes Parameters @0HP8509B Address@@P @!status @code@0sourceerror in (no error)6@P @!status @code@0source error out(@@ SOPMD (ps^2)*@@ PDCD (ps^2)0$@@ SOPMD Wavelength (nm).@@ Wavelength (nm)"@ "O O @ O (@Input phase multiplier&@ Wavelength 2 (nm)&@ Wavelength 1 (nm)2"@@ Jones Matrix 22"@@ Jones Matrix 1(@@ DGD (HP) (ps).@@ DGD (ges) (ps)&@@ PSP_s1&@@ PSP_s2&@@ PSP_s3.@0SOPMD Data FileName:RB@@@ Pahse (deg)&Y_S3 (directional cosine with axis 3)RB@@@ Pahse (deg)&Y_S2 (directional cosine with axis 2)L@@@@ Pahse (deg)%Y_S1 (directional cosine with axis 1)6&@@@ Phase (s) |dY/dX| array0$@@@ Pahse (deg) |Y|_array2"@@@ Pahse (deg)X_array    "@@@ Pahse (deg)X_array&@@@ Phase (s) X_deriv.array$@@@ Pahse (deg) |Y|_array&@@@ Phase (s) |dY/dX| array@@@@ Pahse (deg)%Y_S1 (directional cosine with axis 1)B@@@ Pahse (deg)&Y_S2 (directional cosine with axis 2),@@@ Phase (s)|dY/dX| *X*X/2/pi/cB@@@ Pahse (deg)&Y_S3 (directional cosine with axis 3)@@ SOPMD_s1@@ SOPMD_s2@@ SOPMD_s3$@@ SOPMD_s3$@@ SOPMD_s2$@@ SOPMD_s12"@@@ Pahse (deg)Y_array:*@@@ Phase (s)Y value at Xderiv0$@@@ Phase (s) dY/dX array* x *@@@ Phase (s)dY/dX *X*X/2/pi/c$@@@ Phase (s) dY/dX array&@@@ Phase (s) X_deriv.array*@@@ Phase (s)Y value at Xderiv"@@@ Pahse (deg)Y_array"@@@ Pahse (deg)X_arraydXP&@@@ Phase (s) X_deriv.array,@@@ Phase (s)|dY/dX| *X*X/2/pi/c^N@DP&@@@ Phase (s) X_deriv.array@@ Phase (s)fVP&@@@ Phase (s) X_deriv.array*@@@ Phase (s)dY/dX *X*X/2/pi/c@ offset (0)XL@Poincare SphereStokes Vectors vs. WavelengthGraphic Representation@4Poincare SphereStokes Vectors vs. WavelengthjZ@@2@P@ @ Output ClusterInput Poincare Sphere (empty)"@@ S1"@@ S2dX@@2@P@ @ Output ClusterPSP data on Poincare Sphere"@@ S3XL@@2@P@ @ Output ClusterPoincare Sphere$ x L@@2@P@ @ Output ClusterPoincare Sphere@@ S3@@ S2@@ S1Z@@2@P@ @ Output ClusterInput Poincare Sphere (empty) (P`00@d 0tt$D`DD(P $ T l  0  H `  4 T l  T  T P < < \ (  <$tt T0 0,0t$tt00H 0,d(8pP0 < t4X ( 00`44 0`(4\(000 0`dt    0 < \ < (|0t 0 0 0 0P`$ P<< Pd 4\PPP0PP8888P8888PT|PP $ P L $P x LP xPP d t0D$   !\!`!!"0("`"$$$"`%%@(%x%&'4('&\(' 0$H'''0000 X4(0(h(())0)P)P))*,(\000 OP999PMD Measurement using Jones Matrix routine + JME Analysisa=Iz=IzPSP Stokes ParametersT8D>8D>DGD PlotwD]j[]j[error in (no error)RD$s s statusPD$s=Us>UcodeHQ1s2sH$R  RD$$sourceHQ r bV G G Data Root:HBP Q ܀S   Folder:HNQ#'#'File:H,70%1%T&"&"Comment:HQ'((6PD**dateUD{%Q{&Q error outRD$(G)GstatusH$4O3:4:PD$d|e|codeH >XYRD*K+KsourceH>01HKVVPD\q]qtimeHL`aHB&3&3aD*Dc*DcSOPMD Wavelength (nm)Hp8-w:-x:HDACP0CP0 [D$  Wavelength (nm)HD LAXYHD(AkxkxUDR*_R+_  JME (ges)i D$U۔Differential Group Delay (ps)X=JJ=JJ ECL controlsYJ_WJ`W 8614A addressRaoaoSlot #HPKXKXɀH4MboboɀaxxStart Wavelength (nm)HDOxx`Stop Wavelength (nm)H,QɌH4Qɠ`#$Wavelength Step (nm)^-.Output Power (dBm)HaPSP_s1H;stR=a>aPSP_s2H;sŅtŅLH;ɳɳYZg[Zg[ DGD (HP) (ps)H8;YmfYnfLJWJWH:]j]jZt[t[DGD (ges) (ps)H:smsnLdqdq[@M[@M[Wavelength (nm)H\:?mL?nLR=a>aPSP_s3H,:CPCPH:s߅t߅LÏЖÐЖH9wwH9֓֔㳀H81>1>ƀLH9L0=0=L++Xfscfsc SOPMD (ps^2)HMewrexrLVcVcH|OivivƀWJ#WcJ$Wc PDCD (ps^2)HAIwVIxVL:G:GH<9MZMZƀgD^ D^ PSP data on Poincare SphereMD$5<BC5=BCxH$O&3&3HDO%%M D$y`u:u:PSP Data (back side)HNANAAHN5B5Bb'4E'4EGraphic Representation[D%8%2Poincare SphereHDDK HDP/D0DHDQ22HDLC HDPVcVc HD~q?~%Agilent 8164 Set Optical Power_ges.viHDQwxhD Z ZWrite To Spreadsheet File.viDM yN y5HP8509_PMD_vs_wavel_using_Jones_Matrix_measurement.viUDtu SubstringYD format (%.3f)RE True ]Dtranspose? (no:F)hDKLappend to file? (new file:F)HDTQHD8^x;^x;HDALY#LY#HDP,s9,t9cDHP8509B_setup_source.vigD34Simple derivative (2pts).vinD45"Simple Vector derivative (3pts).viODVcVcx-4D)B*+This VI uses the HP Optical Polarization Analyzer in order to extract the transmission (Jones) Matrix from the DUT. The Jones Matrix is measured vs. wavelength and then the Jones Matrix Eigenvalue Analysis is used to calculate PMD vector (DGD and PSP) vs. wavelength. The advantage of the JME method is that since three polarization launches are used, it allows for the accurate measurements in presence of PDL i.e. when the Jones Matrix is non-Unitary. For more details see: E.Ibragimov, G.Shtengel, S.Suh, and M.Rivera, Statistical Correlation between First and Second Order PMD, IEEE J.Lightwave Techn., vol.20, no.4, pp. 586-590, 2002.VD7D7D offset (0)HDt7GTGT^DStart Data File.vi^D\]Start Data File.viWD E E image depthHDQ=D>DUDkCxqkDxq SubstringHDD7{Yp{Zp]DEEvisible area onlynD_`"Agilent 8164 Set Wavelength_ges.vi]D = =Write PNG File.viqDhh%Agilent 8164 Set Optical Power_ges.viiDp}yp}yAdd_points_Poincare_Sphere.viHDNlblbHDNz z Djw #jw #5HP8509_PMD_vs_wavel_using_Jones_Matrix_measurement.vi|PNG  IHDR(-SPLTE岲LLLf3̙f3f3ffffff3f3333f333f3f3̙f3̙̙̙̙f̙3̙ffffff3f3333f333̙f3̙̙f3̙̙f3̙̙f3ff̙ffff3f33̙33f333̙f3ffffff3ffff̙fff3fffffff3ffffffffffff3fff3f3f3f3ff33f3ffffff3f3333f333333̙3f3333333f3333f3f3f3ff3f33f33333333f333333333f333f3̙f3̙̙f3ffffff3f3333f333̙f3 """)))UUUMMMBBB999|PP֭֓𠠤.9?IDATxc`f($!lTTH@@Mr~ 0-p l4K9M/dIENDB`33qzPNG  IHDR(-SPLTE岲LLLf3̙f3f3ffffff3f3333f333f3f3̙f3̙̙̙̙f̙3̙ffffff3f3333f333̙f3̙̙f3̙̙f3̙̙f3ff̙ffff3f33̙33f333̙f3ffffff3ffff̙fff3fffffff3ffffffffffff3fff3f3f3f3ff33f3ffffff3f3333f333333̙3f3333333f3333f3f3f3ff3f33f33333333f333333333f333f3̙f3̙̙f3ffffff3f3333f333̙f3 """)))UUUMMMBBB999|PP֭֓𠠤.9AIDATxc`f(`O -?B( ȶ0@T  Y9N` A?KIENDB`q|PNG  IHDR(-SPLTE岲LLLf3̙f3f3ffffff3f3333f333f3f3̙f3̙̙̙̙f̙3̙ffffff3f3333f333̙f3̙̙f3̙̙f3̙̙f3ff̙ffff3f33̙33f333̙f3ffffff3ffff̙fff3fffffff3ffffffffffff3fff3f3f3f3ff33f3ffffff3f3333f333333̙3f3333333f3333f3f3f3ff3f33f33333333f333333333f333f3̙f3̙̙f3ffffff3f3333f333̙f3 """)))UUUMMMBBB999|PP֭֓𠠤.9?IDATxc`f($!lTTH@@Mr~ 0-p l4K9M/dIENDB`33qzPNG  IHDR(-SPLTE岲LLLf3̙f3f3ffffff3f3333f333f3f3̙f3̙̙̙̙f̙3̙ffffff3f3333f333̙f3̙̙f3̙̙f3̙̙f3ff̙ffff3f33̙33f333̙f3ffffff3ffff̙fff3fffffff3ffffffffffff3fff3f3f3f3ff33f3ffffff3f3333f333333̙3f3333333f3333f3f3f3ff3f33f33333333f333333333f333f3̙f3̙̙f3ffffff3f3333f333̙f3 """)))UUUMMMBBB999|PP֭֓𠠤.9AIDATxc`f(`O -?B( ȶ0@T  Y9N` A?KIENDB`qNoYesNoYes2Poincare SphereStokes Vectors vs. Wavelength ll  qq  UU  ll  VV   NN !D#D !%  DFPHP5HP8509_PMD_vs_wavel_using_Jones_Matrix_measurement.vi,FPHPD 8$$+~ܬET.|P8EDG697H\ XL r/)474 N || A p?@8I @B CP|(8(,` t t 0hl 84QL8/0|Ā &*8*h @,  4 J> <J{0{0l(0 wA &=d~0P* L |p^q6ж$1tAL | ,L,. .`0p0011D0A,YLL04. 4 J` 7E?(@P~ B48 hA<S` \{!10L4 F \k\|0 7 rvѳ0  m{г4Or! 24 Gr!|0  [d~0@ܓ0C, ~~~@Pr!v "3@4 F  r<V|4 2 0t쳳|@ 2  @!(prprlv0  (v볳< j |4 QuT#44 F t %|4 2 t s쳳|p 4 t+ 0  t u볳05@ 2  !(ososkwHR`O Y*)n $)P4 B  H뀀|4Q -4 2 Oр|0  Kd~0 _A #=*%( <p4 B   {4Q*)4 2 {0   d~$4 B $(z4Q -'4 2 /&z,%X+4,|,0  +*d~%+P4 B '#z4 2 &)z0  "-d~0 l [d~4Q[l0D2 @|:4 N +y+h,0e?h$(<S` z"'L,` 4 F z$Rz `,D0 7 'ѳ0  "г4 G,'Hz|E84O'Hh'@PO%&8@D< j,2;zd>4 F` c}z4 2` W쳳z ,/?/?/?/?/?@ :` HOososkw@ :` @HOprprlv,T4 F  )L{4 2 /쳳z0! ` O볳4!Q)\(0!  )볳0!Pp! 4 + +-+-+-!|E4! 2 Wy4"Qh[ 4" Nl [r{4# 2l _Ҵ{$+.0$$jz0$ w !8d~,$,,|+4%X4$ v %4%|w0%`%|v%|8P0%D$>  %\jt([ %ar0%!g< D%|%|H%R%G\2s$ $%ps8(4% F )Ed4&  r ,v;р@'P rB4%eA/A0' U (Gd~('yshz{s{0' w (r?d~0'%a<D '|0'$)\pd '|$0'8-[ *0'1], '| 0'3i6' t     X@` L@ $` @  T @   L    8  h   ' '|+X5'||0'QN'|L '|'|p'| 0'AyZ4'|h0'$X '|'|d0'ցD 0' |dv ,' ` # 'The status boolean is either TRUE (X) for an error, or FALSE (checkmark) for no error or a warning. 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Inverse MatrixN@GeneralPositive DefiniteLower TriangularUpper Triangular matrix type @@ Input MatrixPTH0;Analysis 7linalg.llbComplex Inverse Matrix.viiLVIN"Complex EigenValues and Vectors.viVP  @error @@ Eigenvectors@@ Eigenvalues@ output option$@General Hermitian matrix type @@ Input MatrixPTH0DAnalysis 7linalg.llb"Complex EigenValues and Vectors.viLVINComplex Determinant.viK(  @error@ determinantN@GeneralPositive DefiniteLower TriangularUpper Triangular matrix type @@ Input MatrixPTH08Analysis 7linalg.llbComplex Determinant.vi x   @@ U normalized$@@ Input Matrix T=UHvvP c$ cP"@P@flg@oRt@eofudf$P@ Input Matrix T=UHx@ dfdP@ txdP@ oldP@ ext4 P@@@ cP"@P@flg@oRt@eofudf"P@ Matrix T*xT=H^2x@ dfdP@ txdP@ oldP@ ext4 P@@@ 4 P@@@ 4 P@@@ c P"@P@flg@oRt@eofudf P@ EigenVectorsx@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudf$P@ H^2 diagonilizedx@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudf0P@ H^2 recovered (test) = A*H^2Ax@ dfdP@ txdP@ oldP@ ext P   cP"@P@flg@oRt@eofudf"P@ H diagonilizedx@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudfP@ H recoveredx@ dfdP@ txdP@ oldP@ ext P   cP"@P@flg@oRt@eofudfP@ Matrix Ux@ dfdP@ txdP@ oldP@ extP"@P@flg@oRt@eofudf P@ U normalizedx@ dfdP@ txdP@ oldP@ ext4 P@@@ cP"@P@flg@oRt@eofudf P@ Normalized Tx@ dfdP@ txdP@ oldP@ ext4 P@@@  P   4 P@@@  P   4 P@@@ 4 P@@@  P    P    P   4 P@@@  P    P    P   " P@@$`General Hermitian matrix type hIndex `Indexh Input Element hIndex `Indexh Input Element c c| c c0($@@ Input Matrix T=UH c@ determinantN@GeneralPositive DefiniteLower TriangularUpper Triangular matrix type($@@ Input Matrix T=UH c&@@ Conjugate Transpose c @error c @error c$ @@ Input Element@@ Input Element@@ Input Element@@ Input Element$ @@ Input Element c   c@@ A x B c@@ A x B c @error@@ A x B @error c@ determinantN@GeneralPositive DefiniteLower TriangularUpper Triangular matrix type c @error cN@GeneralPositive DefiniteLower TriangularUpper Triangular matrix type @error c @error c"@@ Inverse Matrix c@@ A x B c@@ A x B @error@@ Input Element&@@ Conjugate Transpose c @error@@ Eigenvalues c@ output option c @error@@ A x B c$@General Hermitian matrix type c c< c c< c c< c c< c c< c c< c c< c c, c c< c cL c c< c c, ct c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c c cX c c(T %  PZ' @_@_@_@_@_@_@_@_@_@_  T  dDpxT  p   T` $08    L  *  @    $ 4 8 < T @~T @~ ,@ l hr l p@  ,x  dV `@6 J J @    @ @ ^  @@  l  l  @@ VIDSRecover U from U*H.viVIDSComplex Inverse Matrix.viPTH0VIDS"Complex EigenValues and Vectors.viPTH0VIDSComplex Determinant.viPTH0VIDS%Complex Conjugate Transpose Matrix.viPTH0VIDSComplex A x B.viPTH00(-i386X.Ϧcode`)0E{ϦE`ETPUEd$=tP=ÐӀ}#t1EPXCtC, } uE(E!E"ƅQRhPX $d$ZYƅX t hhUEPfx&ƅ|  =tǃ DžDGQRZYQRYZY_ƅ| fx*+ƅ x t"689vkVW_^PQYXƅ fx.ƅ  t"649vkVW_^PQYXƅ fx2ƅ Dž   $QRP$$WhhhVd$ZY= t'?<VW_^xVW_^ƅ fx6gƅ Dž44d48QRP8$Whhhd$ZY=dt'?VW_^<VW_^ƅ fx:ƅ DžHDžLd=t;L~L =t;L~LH`HPQRPP$Whhhd$ZY='`?S?dtpR\Z Dž\DždP\TX4dtPQYX VW_^TTddtL+\TT tpR\Z Dž\DždP\TX4dtPQYX VW_^TTddtL+\TTƅ }(u ƅ hhUEP8d$ = 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