%Pegar en modes_des el texto del fichero de salida con los modod de spice clear all; %Primera estructura mod_des(:,:,1)=zeros(65,5); mod_des(:,1,1)=[ 0.13869+0.056623i 0.13057+0.053345i 0.058775+0.024075i -0.0077899-0.0032082i -0.060717-0.024753i -0.086895-0.035088i -0.085246-0.035584i -0.052638-0.021614i 0.0019002+0.00069905i 0.071598+0.029249i 0.14138+0.057856i 0.1203+0.049116i 0.0489+0.019965i -0.016541-0.0067592i -0.065999-0.026359i -0.0885-0.036023i -0.082329-0.033565i -0.046081-0.018857i 0.011787+0.0048599i 0.080706+0.032928i 0.11015+0.044849i 0.039319+0.016007i -0.023768-0.0096092i -0.070192-0.028571i -0.089283-0.036427i -0.079274-0.03212i -0.039425-0.016084i 0.021568+0.0080264i 0.091574+0.037184i 0.096789+0.043829i 0.028213+0.011439i -0.030378-0.018256i -0.074294-0.032254i -0.087986-0.039913i -0.072383-0.031129i -0.030692-0.01418i 0.029401+0.013566i 0.098339+0.04552i 0.089226+0.036414i 0.019094+0.0078087i -0.039959-0.016137i -0.07909-0.032056i -0.08961-0.03645i -0.070441-0.028344i -0.023829-0.0096977i 0.039632+0.016241i 0.1111+0.045543i 0.079432+0.032399i 0.010431+0.0042469i -0.046785-0.01903i -0.082215-0.033427i -0.088595-0.036051i -0.065327-0.026458i -0.015033-0.0061824i 0.049824+0.020725i 0.12059+0.049305i 0.069255+0.028239i 0.0013541+0.00053897i -0.054162-0.021994i -0.084942-0.034583i -0.086754-0.035357i -0.05974-0.024059i -0.0067918-0.002748i 0.059739+0.024441i 0.13111+0.053506i ]; %Segunda estructura mod_des(:,:,2)=[ 0.16397+0.036567i -0.11716-0.020874i 0.05866-0.019326i 0.014067+0.054949i 0.068333-0.018184i 0.15404+0.034455i -0.10363-0.018974i 0.048812-0.016657i 0.010476+0.04202i 0.016934-0.0080865i 0.069358+0.015566i -0.0015416-0.00022485i -0.021071+0.0069119i -0.0084145-0.035073i -0.035182+0.011731i -0.009286-0.0021096i 0.073253+0.01344i -0.045429+0.01596i -0.0045963-0.019961i 0.055965-0.014343i -0.07175-0.016069i 0.083763+0.014456i -0.0025105+0.0003755i 0.011721+0.046i 0.028022-0.008848i -0.1024-0.022454i 0.030873+0.0059541i 0.045275-0.015206i 0.0066171+0.025341i -0.056789+0.016863i -0.10053-0.023275i -0.04274-0.0058446i 0.043894-0.012901i -0.010247-0.038188i 0.0027473-4.7621e-005i -0.062246-0.013982i -0.087565-0.015887i -0.015711+0.0052139i -0.0080026-0.028259i 0.059002-0.017293i 0.0024912+0.00042999i -0.065203-0.011755i -0.045899+0.015666i 0.008184+0.032115i -0.021323+0.0033374i 0.084424+0.018877i 0.019671+0.0038727i -0.0093398+0.0033175i 0.0063855+0.023957i -0.03956+0.013264i 0.1669+0.037394i 0.11808+0.022192i 0.059764-0.021775i -0.0089474-0.055858i 0.074949-0.017873i 0.14199+0.031704i -0.089147-0.016367i 0.039212-0.014146i 0+0i 0+0i 0.057723+0.012861i 0.011422+0.0019119i -0.034191+0.016326i 0+0i 0+0i -0.01945-0.0043622i 0.07903+0.014444i -0.033566+0.004877i 0+0i 0+0i -0.077728-0.016793i 0.078331+0.017453i 0.016482-0.015127i 0+0i 0+0i -0.10444-0.023198i 0.020956+0.0040492i 0.033586-0.0003094i 0+0i 0+0i -0.09686-0.021571i -0.050366-0.010325i 0.02523-0.0021595i 0+0i 0+0i -0.054174-0.012158i -0.088783-0.016219i -0.010687-0.0053927i 0+0i 0+0i 0.013911+0.0031718i -0.05486-0.010146i -0.042081+0.011942i 0+0i 0+0i 0.095073+0.021216i 0.032982+0.0060044i -0.0060338+0.0066711i 0+0i 0+0i 0.13009+0.028926i -0.07277-0.013837i 0.03043-0.0099444i 0.0035742+0.014813i -0.05086+0.013693i 0.046421+0.010334i 0.02376+0.0041343i -0.034276+0.011862i -0.013938-0.040928i -0.012445+0.0053543i -0.028062-0.0061421i 0.082819+0.0149i -0.039366+0.013766i -0.0006811-0.0029351i 0.066595-0.018013i -0.082937-0.018397i 0.074015+0.013175i 0.011439-0.0032938i 0.015556+0.046188i -0.0067553+0.0017237i -0.1055-0.023535i 0.01027+0.0018937i 0.050636-0.0185i 0.0015935+0.0059269i -0.056031+0.015762i -0.093566-0.020542i -0.061106-0.010735i 0.024357-0.009782i -0.016251-0.045498i 0.03577-0.009369i -0.046586-0.010396i -0.087976-0.015472i -0.029493+0.010168i -0.00050102-0.0076095i 0.053127-0.011298i 0.02531+0.0047912i -0.04892-0.0080478i -0.045548+0.014321i 0.016552+0.04384i -0.05199+0.017317i 0.10817+0.023933i 0.05003+0.0082391i 0.011622-0.0083191i -0.0040056+0.013214i -0.030676+0.0040435i 0.10767+0.021643i -0.058225-0.0091585i 0.015828-0.0063957i 0.0038414+0.0057138i -0.060654+0.015731i 0.035034+0.0058833i 0.041059+0.0046094i -0.039579+0.014085i -0.013055-0.044859i 0.0025161-0.0012941i -0.026967-0.0018886i 0.087681+0.01576i -0.034211+0.011672i 0.0022796+0.0096232i 0.062817-0.017274i -0.083566-0.018976i 0.067056+0.012797i 0.017223-0.0091293i 0.018099+0.049861i -0.023304+0.0079551i -0.097199-0.019612i -0.0045037-0.0002124i 0.056902-0.020219i -0.0065185+0.0067162i -0.048529+0.01427i -0.085316-0.013501i -0.070557-0.013988i 0.018448-0.006215i -0.023286-0.042019i 0.049178-0.012383i -0.034644-0.0055146i -0.08739-0.016054i -0.030406+0.013552i -0.002787+0.0021812i 0.038171-0.010483i 0.031764+0.0072436i -0.034861-0.0075666i -0.036466+0.014635i 0.017691+0.043391i -0.054987+0.014459i 0.1076+0.019847i 0.068748+0.011837i 0.013072-0.011227i -0.00052874-0.0031443i -0.011041-0.00072721i 0.10537+0.023521i -0.04378-0.0073613i 0.0065141-0.0023339i -0.0061072-0.010295i -0.064181+0.019941i 0.022569+0.0050504i 0.047549+0.0087882i -0.044956+0.015149i -0.0093675-0.040364i 0.017937-0.0043068i -0.047174-0.010364i 0.088609+0.015812i -0.028921+0.0099269i 0.0038553+0.017451i 0.057544-0.018777i -0.093341-0.020544i 0.05819+0.010573i 0.030325-0.010361i 0.013285+0.046755i -0.042358+0.011802i -0.10583-0.023528i -0.012072-0.0026257i 0.05143-0.017959i -0.0033297-0.013538i -0.039312+0.013703i -0.083132-0.018142i -0.077321-0.015735i 0.010465-0.0033086i -0.016352-0.052936i 0.070229-0.022708i -0.028179-0.0062785i -0.083828-0.014946i -0.04204+0.012985i 0.0016932+0.010947i 0.024829-0.0091064i 0.046845+0.010522i -0.025724-0.0018665i -0.032985+0.011899i 0.010675+0.042636i -0.058336+0.017624i 0.13124+0.029621i 0.073756+0.014328i 0.03257-0.011135i -0.0056874-0.024211i 0.022984-0.0057267i 0.093753+0.020925i -0.030025-0.0056221i -0.0025687+0.005122i -0.005527-0.021744i -0.060739+0.017608i 0.012358+0.0027281i 0.056238+0.010581i -0.046781+0.016713i -0.008734-0.036292i 0.033753-0.0078059i -0.055336-0.012211i 0.088245+0.016055i -0.020431+0.0073589i 0.0075787+0.0237i 0.047726-0.016273i -0.097036-0.021535i 0.051203+0.0088989i 0.036157-0.013775i 0.011053+0.039853i -0.049769+0.013908i -0.10454-0.023254i -0.022916-0.0040998i 0.048954-0.018103i -0.0060982-0.020437i -0.026555+0.010162i -0.077018-0.017042i -0.080224-0.014573i 0.00093489-0.0010816i -0.011867-0.042479i 0.066835-0.019714i -0.017688-0.0040477i -0.078287-0.0137i -0.044416+0.01644i 0.0047966+0.016426i 0.0098949-0.0043542i 0.058886+0.013574i -0.008968-0.0015591i -0.027535+0.010486i 0.010887+0.035222i -0.054173+0.017049i 0.14234+0.031903i 0.090142+0.016582i 0.03999-0.013706i -0.006517-0.032804i 0.040458-0.0086398i 0.081837+0.018239i -0.016604-0.0027488i -0.010818+0.0057669i -0.0069081-0.027944i -0.052521+0.016626i 0.0015987+0.00032987i 0.064918+0.011375i -0.04604+0.016512i -0.0078327-0.026134i 0.04529-0.011328i -0.063964-0.014145i 0.086158+0.014963i -0.011604+0.0039807i 0.012753+0.03505i 0.044074-0.0039779i -0.10034-0.022301i 0.040761+0.0070178i 0.039463-0.014984i 0.010523+0.032672i -0.056837+0.016383i -0.10251-0.022841i -0.033937-0.0064059i 0.043835-0.016188i -0.009858-0.02833i -0.010675+0.0049364i -0.070474-0.015356i -0.087689-0.015315i -0.0065565+0.0017855i -0.014043-0.035515i 0.077962-0.02417i -0.0080457-0.0017823i -0.072151-0.011645i -0.04591+0.016526i 0.0076463+0.024857i -0.0065469+0.0013246i 0.070619+0.015828i 0.0044046+0.00055666i -0.026568+0.0059924i 0.010552+0.033637i -0.054352+0.016238i 0.15496+0.034626i 0.10777+0.013893i 0.047143-0.021071i -0.012116-0.039504i 0.050628-0.015722i ]; %Tercera estructura mod_des(:,:,3)=[ 0.24598+0.1468i -0.12018-0.016134i 0.067568-0.017334i -0.020012+0.060852i 0.059992+0.0050061i 0.22328+0.14382i -0.10597-0.014868i 0.056862-0.01463i -0.015753+0.046164i 0.019657+0.0016652i 0.10203+0.064071i -0.0015597-0.00014616i -0.024243+0.0061221i 0.014187-0.039123i -0.035365-0.0018626i -0.013755-0.0084809i 0.074995+0.010512i -0.052613+0.014388i 0.0076974-0.022126i 0.050263+0.0036736i -0.10616-0.065702i 0.085986+0.010862i -0.0029323+0.00059585i -0.017158+0.051213i 0.025497-0.00028317i -0.149-0.095312i 0.03159+0.0046926i 0.052046-0.013393i -0.0093795+0.028435i -0.053728-0.003922i -0.14496-0.094451i -0.043086-0.003725i 0.049915-0.011363i 0.013601-0.042732i 0.0011957-0.00076051i -0.09401-0.05403i -0.089248-0.012416i -0.017686+0.0044737i 0.010148-0.031652i 0.057635+0.005232i 0.0061601+0.0026932i -0.066693-0.0087262i -0.053042+0.013535i -0.012166+0.035739i -0.017261-0.0020481i 0.11775+0.083421i 0.020085+0.0028818i -0.01068+0.0029961i -0.0086474+0.026609i -0.038859-0.001843i 0.2392+0.15968i 0.12057+0.017523i 0.068662-0.019207i 0.025522-0.058245i 0.066506+0.0063084i 0.2083+0.13157i -0.091553-0.013061i 0.044739-0.011842i -0.0064269+0.025258i -0.003432-0.0075219i 0.084684+0.053481i 0.011213+0.0010976i -0.033142+0.0093762i 0.0051345-0.045121i -0.035062-0.0031987i -0.028582-0.01808i 0.080643+0.01096i -0.049035+0.013744i 0.0059358-0.014899i 0.043545+0.0036502i -0.11442-0.071176i 0.078812+0.013021i 0.0073514-0.0035722i -0.010878+0.069967i 0.026126-0.0044722i -0.15328-0.096568i 0.021303+0.0033976i 0.056038-0.016003i -0.013325+0.020691i -0.055572-0.0026991i -0.1424-0.08987i -0.05132-0.0078879i 0.038817-0.011201i 0.015009-0.042642i 0.0076092+0.0035261i -0.079637-0.050427i -0.090648-0.012499i -0.026684+0.0080171i 0.013881-0.013114i 0.056492+0.0018029i 0.020384+0.012991i -0.055976-0.0078787i -0.053003+0.014888i -0.018142+0.037633i -0.02952-0.0017505i 0.13964+0.088188i 0.033668+0.0046928i -0.00034904+0.00020786i -0.0077028+0.0098913i -0.032988-0.010036i 0.19081+0.12033i -0.074402-0.010969i 0.034684-0.0086017i -0.00539+0.01655i -0.04518-0.0033135i 0.068083+0.042979i 0.024285+0.0031551i -0.039366+0.010517i 0.012969-0.048046i -0.011634+0.00083107i -0.04123-0.025772i 0.084637+0.011625i -0.045227+0.012364i 0.00037607-0.0032091i 0.059153+0.0042498i -0.12168-0.076653i 0.075598+0.010341i 0.013464-0.0024923i -0.015718+0.054426i -0.0059856-0.00050789i -0.15471-0.097728i 0.010428+0.0015921i 0.058455-0.016765i -0.0027924+0.0076674i -0.049933-0.0030461i -0.13737-0.086121i -0.062594-0.0088024i 0.02843-0.0087301i 0.014499-0.053747i 0.031712+0.0025423i -0.06831-0.043173i -0.090137-0.012059i -0.034477+0.0091874i 0.0044426-0.0085268i 0.046309+0.0058268i 0.037646+0.022068i -0.049345-0.0057262i -0.05057+0.014263i -0.014087+0.050909i -0.047166-0.00067499i 0.15872+0.099896i 0.051184+0.0062106i 0.013457-0.0084643i -0.012333+0.010295i -0.026039-0.0053951i 0.17171+0.10838i -0.059011-0.0083219i 0.017793-0.0037401i -0.0022382+0.0052518i -0.054879-0.0037647i 0.049773+0.031457i 0.041528+0.0038041i -0.045473+0.0093964i 0.013931-0.04899i 0.0025076+0.00055361i -0.058048-0.036581i 0.088803+0.012461i -0.038052+0.0098617i -0.0025562+0.010195i 0.056273+0.0039854i -0.12965-0.081686i 0.068153+0.010136i 0.022339-0.0063246i -0.01449+0.055936i -0.021621-6.7992e-005i -0.15626-0.098358i -0.0041803+0.0002503i 0.065798-0.018252i -0.0078606+0.0021925i -0.043755-0.0017799i -0.13023-0.081119i -0.072024-0.010563i 0.021079-0.0049227i 0.015139-0.057243i 0.044476+0.0032262i -0.055151-0.035045i -0.089152-0.012391i -0.039797+0.010476i -0.0016587-0.0013859i 0.034494+0.0022096i 0.051612+0.032769i -0.035412-0.006045i -0.045334+0.011827i -0.014904+0.052263i -0.049197-0.0038928i 0.17573+0.11052i 0.069865+0.0070713i 0.012665-0.013545i -0.00027937-0.0033039i -0.0083233-0.0036785i 0.15454+0.097526i -0.044305-0.0056336i 0.0079698-0.0011662i -0.0016176-0.010752i -0.05523-0.00068101i 0.033072+0.020905i 0.048633+0.0071789i -0.051384+0.014181i 0.014421-0.045731i 0.014021-0.0018874i -0.069228-0.043346i 0.090586+0.012474i -0.03307+0.008905i -0.0049397+0.019246i 0.053014-0.00068207i -0.13714-0.086106i 0.059592+0.008703i 0.034995-0.0096224i -0.011885+0.051484i -0.035431-0.00037357i -0.15519-0.097719i -0.012985-0.0019679i 0.058738-0.016521i 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0.017689-0.048422i 0.059996+0.0025839i -0.025988-0.016467i -0.080083-0.010789i -0.05126+0.014677i -0.0053104+0.018256i 0.0094139-0.00043255i 0.086158+0.055197i -0.0093463-0.0013262i -0.031776+0.00943i -0.013649+0.041171i -0.048938-0.001616i 0.20881+0.13195i 0.092+0.013045i 0.046062-0.012399i 0.013392-0.034452i 0.035251+0.0043361i 0.11997+0.075771i -0.017182-0.0025254i -0.012201+0.0050521i 0.013297-0.032533i -0.046472-0.0010262i 0.0024343+0.0013865i 0.066013+0.0094856i -0.05314+0.014532i 0.010931-0.031968i 0.039655+0.0020938i -0.09381-0.059085i 0.088091+0.012259i -0.013517+0.0038005i -0.012548+0.042701i 0.037232+0.009387i -0.14709-0.092851i 0.0418+0.0059245i 0.046246-0.01363i -0.012252+0.039488i -0.050404-0.0020802i -0.15023-0.094969i -0.034544-0.0050381i 0.051244-0.014369i 0.011882-0.035454i -0.010247+0.0001032i -0.10362-0.064693i -0.089006-0.012536i -0.008302+0.0017661i 0.014742-0.046306i 0.069842+0.0024015i -0.011758-0.0074504i -0.073581-0.0095356i -0.053159+0.014645i -0.010148+0.030284i -0.0053618-0.00014671i 0.10342+0.065585i 0.0043165+0.00010867i -0.031028+0.0040479i -0.013696+0.040109i -0.048452-0.0021275i 0.22693+0.14371i 0.10978+0.010104i 0.054636-0.019843i 0.015715-0.047491i 0.04531+0.0012778i ]; %Cuarta estructura mod_des(:,:,4)=[ 0.15884-0.15878i -0.11504+0.037512i 0.048158-0.0049034i -0.0093246+0.037115i 0.043662+0.012142i 0.14956-0.14939i -0.10164+0.032215i 0.040573-0.004099i -0.0074264+0.028392i 0.014397+0.0037795i 0.067412-0.067204i -0.0017821+0.0004487i -0.017272+0.0017259i 0.00681-0.024035i -0.02622-0.0066773i -0.0089777+0.0089243i 0.071552-0.022875i -0.037643+0.0044948i 0.0038158-0.013745i 0.036936+0.010529i -0.069552+0.069668i 0.082094-0.027422i -0.0020884+0.00015978i -0.0080026+0.031349i 0.018036+0.0051527i -0.098863+0.099667i 0.03043-0.0092141i 0.037141-0.0038331i -0.0043724+0.017535i -0.039385-0.011107i -0.098548+0.09701i -0.040608+0.014779i 0.03565-0.0028646i 0.0061082-0.026063i 0.0010731+1.2826e-005i -0.060434+0.060183i 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0.11041-0.035238i -0.026316+0.0011107i -0.0026996+0.01228i 0.046043+0.00088824i -0.11463+0.10877i 0.085022-0.026334i 0.016429-0.0020691i 0.0040518+0.053698i -0.017254+0.00096524i -0.13818+0.13112i -0.0042578+0.002442i 0.04677-0.002275i -0.0075004+0.00070342i -0.035714+0.00033512i -0.11436+0.10949i -0.089697+0.028146i 0.014336-0.00018085i -0.0039041-0.053717i 0.035895+0.00051181i -0.04912+0.046202i -0.1105+0.035446i -0.02869+0.0016542i -0.0017444-0.00056302i 0.028129+0.00040154i 0.045867-0.043243i -0.044615+0.012688i -0.0319+0.0025499i 0.0035141+0.048424i -0.03983-0.0009941i 0.15531-0.14746i 0.08578-0.030712i 0.010728-0.0067801i -0.00081404-0.0029575i -0.0068015-0.0025514i 0.1367-0.12953i -0.055433+0.018273i 0.0058166-8.2057e-005i -0.0038622-0.0083793i -0.047104+0.001036i 0.029278-0.027678i 0.060078-0.018989i -0.036687+0.0027525i -0.0023139-0.041721i 0.013209-0.0010821i -0.060908+0.058174i 0.11211-0.036038i -0.023897+0.0018332i 0.0018669+0.018161i 0.042407-0.00083249i -0.12095+0.11509i 0.073949-0.023089i 0.025165-0.0020167i 0.0052382+0.047151i -0.031132+0.00020078i -0.13705+0.13019i -0.015619+0.0048426i 0.04259-0.0034838i -0.0013703-0.013496i -0.028914+0.00067904i -0.10713+0.10257i -0.098914+0.031289i 0.008567-0.00070361i -0.004873-0.052182i 0.052211-0.0012057i -0.036361+0.034576i -0.10631+0.034123i -0.034392+0.0016768i 0.0002763+0.0095762i 0.01832-0.00064053i 0.060888-0.057511i -0.030543+0.015i -0.027433+0.0022864i 0.0034108+0.045361i -0.042454-3.935e-005i 0.17052-0.16108i 0.094081-0.02803i 0.02707-0.0020001i -0.00089061-0.021907i 0.016602+0.00035709i 0.12161-0.11533i -0.038882+0.012003i -0.0023577+0.002752i -0.0017948-0.020606i -0.04418+0.00027444i 0.016048-0.015204i 0.071215-0.022305i -0.038408+0.0031509i -0.0015686-0.036696i 0.024211+0.00036093i -0.071756+0.068022i 0.11205-0.035704i -0.017118+0.0015832i 0.00080393+0.027609i 0.035202-0.0010789i -0.1257+0.11943i 0.065205-0.021158i 0.029989-0.0029249i 0.0015608+0.042125i -0.036309+8.6771e-005i -0.13547+0.12867i -0.02858+0.0092364i 0.040557-0.0036497i -0.00045752-0.023436i -0.019708+0.0009439i -0.099602+0.094947i -0.10156+0.03229i 0.00086935-0.00072989i -0.0015548-0.045284i 0.048955-0.00056326i -0.023009+0.021749i -0.098975+0.032038i -0.03705+0.0031534i 0.0013762+0.017413i 0.0075306-0.0007119i 0.076973-0.071965i -0.011597+0.0036368i -0.022932+0.0022078i 0.0019187+0.038895i -0.039918+0.0007928i 0.18478-0.17493i 0.11416-0.035841i 0.033194-0.0021451i -0.00031207-0.031899i 0.028769+0.0020034i 0.10608-0.10059i -0.02149+0.0060775i -0.0096118+0.002308i -0.00028267-0.029971i -0.037841+0.00084565i 0.0020812-0.0021125i 0.081916-0.026958i -0.038465+0.0034236i -0.0013787-0.029241i 0.032071-1.6818e-005i -0.082801+0.078608i 0.10852-0.034839i -0.010137+0.00039965i 0.0040431+0.038198i 0.030775+0.0065699i -0.13002+0.12327i 0.051546-0.016225i 0.034036-0.0033156i 0.0022399+0.035516i -0.040959+0.00031569i -0.13286+0.12588i -0.04266+0.013647i 0.036655-0.0033322i -0.001961-0.032695i -0.0083433+0.00030337i -0.091163+0.087162i -0.10932+0.035831i -0.00593+0.00041788i -0.0031705-0.042291i 0.057248-0.0004293i -0.01032+0.009856i -0.090429+0.029999i -0.03882+0.00321i 0.0015285+0.02798i -0.004379+0.0001315i 0.091683-0.086545i 0.0055973-0.0025927i -0.022013-0.0010447i 0.0030297+0.037273i -0.039894+0.0001216i 0.20096-0.19011i 0.13427-0.049691i 0.043233-0.0073568i -0.0021606-0.042739i 0.03743-0.00021379i ]; %Sexta estructura mod_des(:,:,6)=[ 0.22686-0.17252i -0.11193+0.032762i 0.058104-0.0088733i -0.013321+0.046783i 0.036661+0.005935i 0.21361-0.16255i -0.098965+0.028071i 0.049095-0.0075708i -0.010456+0.035703i 0.012238+0.0019317i 0.096246-0.073092i -0.0018285+0.0004035i -0.020763+0.0030867i 0.009458-0.030405i -0.021834-0.0032353i -0.012814+0.0096364i 0.069587-0.019968i -0.045546+0.0079412i 0.0057166-0.017142i 0.030561+0.0049386i -0.099303+0.075645i 0.079919-0.024079i -0.00264+8.34e-005i -0.01098+0.039923i 0.013464+0.00099153i -0.14138+0.10858i 0.029639-0.0080253i 0.044738-0.0070816i -0.0064777+0.021979i -0.032643-0.0052031i -0.14057+0.10537i -0.039624+0.012945i 0.043158-0.0054602i 0.0087573-0.033039i 0.00065705+0.00011428i -0.086286+0.065427i -0.082974+0.023793i -0.015016+0.0022932i 0.0071297-0.024432i 0.034983+0.0063136i 0.003013-0.0023338i -0.062069+0.018243i -0.045654+0.0069173i -0.00786+0.027586i -0.010385-0.0021847i 0.11714-0.089121i 0.018704-0.005163i -0.009298+0.0016155i -0.00573+0.020442i -0.023598-0.0031829i 0.23149-0.17589i 0.11233-0.031334i 0.059212-0.010247i 0.017154-0.045007i 0.040308+0.007091i 0.19676-0.14965i -0.085056+0.024395i 0.038851-0.0066077i -0.0065613+0.022423i -0.013107-0.0012242i 0.079998-0.060841i 0.010461-0.0032517i -0.028257+0.0049641i 0.0088207-0.033927i -0.014149-0.0031306i -0.027025+0.02055i 0.07489-0.021763i -0.042348+0.0075097i 0.0029882-0.0081351i 0.032834+0.0033357i -0.10708+0.082534i 0.074941-0.018844i 0.0067708-0.002228i -0.016136+0.045586i 0.0056964+0.0002479i -0.14454+0.11023i 0.019726-0.0054854i 0.048397-0.0084596i -0.0039917+0.013811i -0.032985-0.0035595i -0.13444+0.10236i -0.048211+0.012961i 0.033541-0.0059616i 0.010791-0.037145i 0.012287+0.0010186i -0.075343+0.057189i -0.084316+0.024264i -0.022945+0.0042899i 0.0055843-0.015478i 0.032647+0.004327i 0.01937-0.014608i -0.052085+0.014824i -0.045635+0.0078322i -0.0098645+0.03304i -0.018268-0.002355i 0.13192-0.10037i 0.031404-0.0089156i -0.00018238+5.933e-005i -0.0037567+0.010732i -0.016427-0.011372i 0.18217-0.13544i -0.069677+0.019702i 0.028048-0.0051477i -0.0055766+0.0054791i -0.027588-0.0038608i 0.066243-0.047338i 0.02258-0.0064727i -0.033359+0.006815i 0.011458-0.036877i -0.0068985+0.00016378i -0.038411+0.032166i 0.078946-0.022698i -0.037556+0.0071907i 0.00098968-0.0029717i 0.036003+0.0051062i -0.11701+0.086456i 0.070354-0.020187i 0.0172-0.0011104i -0.015329+0.040208i -0.0036201-0.00048438i -0.14874+0.10945i 0.0098026-0.002613i 0.046029-0.010785i -0.0027158+0.0039554i -0.03033-0.0040693i -0.12891+0.097321i -0.058393+0.016254i 0.02476-0.0024394i 0.01487-0.038847i 0.019283+0.0028687i -0.06641+0.047421i -0.084379+0.023767i -0.028418+0.0053589i 0.0033398-0.0075565i 0.028149+0.0055881i 0.036377-0.031596i -0.046755+0.013739i -0.043906+0.0077454i -0.020605+0.039804i -0.028679-0.0025802i 0.15491-0.11081i 0.047309-0.014235i 0.012263-0.007095i 0.0049855+0.015564i -0.015573-0.0047469i 0.16233-0.12343i -0.055746+0.015736i 0.014529-0.0027474i 0.0041558-0.00051095i -0.032774-0.0052023i 0.047103-0.035746i 0.037842-0.013146i -0.037439+0.0055832i 0.010579-0.036903i 0.0013148+0.00034651i -0.054928+0.041733i 0.082463-0.023617i -0.031613+0.0049576i -0.00089649+0.00375i 0.033738+0.0055048i -0.12232+0.09326i 0.063456-0.017482i 0.019798-0.0035461i -0.012673+0.039952i -0.012737-0.0010724i -0.14747+0.11241i -0.0040558+0.001528i 0.053431-0.0075408i -0.0037093-0.00025092i -0.02647-0.003243i -0.12214+0.093858i -0.066879+0.018947i 0.017502-0.0025838i 0.012461-0.0407i 0.026501+0.0041613i -0.052342+0.039541i -0.082778+0.023732i -0.034079+0.004712i -0.00061711-0.0012447i 0.020751+0.0031866i 0.048918-0.037041i -0.033037+0.0080984i -0.038308+0.0061745i -0.011628+0.037292i -0.029296-0.004813i 0.16574-0.12643i 0.063807-0.0202i 0.011124-0.0074694i -0.00030547-0.0023188i -0.0048401-0.002631i 0.14595-0.11098i -0.041689+0.012349i 0.0067221-0.00040526i 0.00091548-0.0084985i -0.035773-0.0036787i 0.031283-0.02369i 0.045052-0.012956i -0.043902+0.0074884i 0.009024-0.036697i 0.01025+0.00042339i -0.065066+0.049874i 0.084187-0.024527i -0.028544+0.0046816i -0.0042638+0.014587i 0.031858+0.0034055i -0.12899+0.098841i 0.05536-0.015877i 0.029931-0.0052477i -0.011365+0.038189i -0.023597-0.002678i -0.14636+0.11157i -0.011723+0.0032303i 0.050809-0.0086393i 0.0041446-0.011014i -0.021517-0.0022613i -0.11471+0.088089i -0.074457+0.020187i 0.0099217-0.0017071i 0.013361-0.043851i 0.038923+0.0045306i -0.038914+0.029607i -0.079815+0.023415i -0.041083+0.0055271i -0.0022374+0.0073171i 0.013656+0.0013341i 0.064927-0.04923i -0.023395+0.01014i -0.032753+0.0058264i -0.0098899+0.036306i -0.032011-0.0042761i 0.18209-0.1378i 0.070533-0.019081i 0.03234-0.0053266i 0.0055212-0.017825i 0.01237+0.0019688i 0.12977-0.098821i -0.029201+0.008049i -0.0043194+0.0035115i 0.0037936-0.017231i -0.03304-0.0040228i 0.017129-0.013037i 0.053419-0.015021i -0.045943+0.0076332i 0.0088947-0.030668i 0.017932+0.0023744i -0.076555+0.058366i 0.084106-0.024114i -0.022137+0.0036603i -0.0070407+0.022625i 0.026487+0.0027985i -0.13414+0.10238i 0.049033-0.014318i 0.035724-0.0070243i -0.010633+0.034882i -0.02702-0.0032343i -0.14456+0.11028i -0.021416+0.0062416i 0.048462-0.0087249i 0.0060594-0.019235i -0.014873-0.0013403i -0.10633+0.081382i -0.07633+0.021608i 0.0030109-0.00086209i 0.011567-0.037391i 0.036583+0.0040874i -0.024536+0.018578i -0.074352+0.02165i -0.044401+0.0079616i -0.0035128+0.014456i 0.0056597+0.0002471i 0.082034-0.061582i -0.0087047+0.0024453i -0.028145+0.0052981i -0.0091133+0.032417i -0.029862-0.0032404i 0.19713-0.14988i 0.085649-0.024228i 0.040402-0.0076862i 0.0085922-0.025696i 0.021253+0.0041003i 0.11319-0.086275i -0.016016+0.0044648i -0.010361+0.0024144i 0.0091733-0.023747i -0.028462-0.0031139i 0.0022465-0.0018015i 0.061617-0.017724i -0.054599+0.0096271i 0.0077079-0.024407i 0.02427+0.0028819i -0.088342+0.067409i 0.081599-0.023204i -0.015163-0.00039496i -0.0084979+0.031669i 0.022436+0.0078728i -0.13872+0.10572i 0.03872-0.010934i 0.03471-0.017561i -0.0094629+0.029749i -0.030853-0.0035005i -0.14173+0.10796i -0.031982+0.0089308i 0.045398-0.0077412i 0.0085726-0.026755i -0.006203-0.00069191i -0.097371+0.07465i -0.081962+0.023816i -0.015335+0.00327i 0.010588-0.035272i 0.042458+0.0045241i -0.011016+0.0084673i -0.068181+0.020111i -0.048055+0.0079402i -0.0069202+0.023069i -0.0033285-0.00029405i 0.097753-0.074216i 0.0040434-0.0017128i -0.028291-0.0009822i -0.0080256+0.029896i -0.029579-0.003625i 0.21431-0.16305i 0.10118-0.033792i 0.045352+0.010086i 0.011221-0.035966i 0.027422+0.0028424i ]; %Este es el orden de las componentes en el fichero de salida de spice % ind=[ 1 2 9 16 23 30 37 44 51 58 65 3 10 17 24 31 38 45 52 59 4 11 18 25 32 39 46 53 60 5 12 19 26 33 40 47 54 61 6 13 20 27 34 41 48 55 62 7 14 21 28 35 42 49 56 63 8 15 22 29 36 43 50 57 64 ]; number_modes=6; %numero de matrices modes a representar tabla_error=[]; tabla_error1=[]; % Guarda las componentes ordenadamente en mod_ord for j=1:number_modes for i=1:length(ind) mod_ord(ind(i),:,j)=mod_des(i,1:5,j); end % Guarda las componentes modales en valor real, para ser analizadas con % deteccion de daño for i=1:length(ind) mod_abs(i,:,j)=sign(real(mod_ord(i,:,j))).*abs(mod_ord(i,:,j)); mod_comp(i,:,j)=cos(angle((mod_ord(i,:,j)))).*abs(mod_ord(i,:,j)); end nmodes=length(mod_ord(1,:,j)); for i=1:nmodes mod_real(:,i,j)=real(mod_ord(:,i,j))+imag(mod_ord(:,i,j))*pinv(real(mod_ord(:,i,j)))*imag(mod_ord(:,i,j));%METODO BASADO EN NIEBDAL (1984) end %-------------Error de picotazos---------------- %Modo 4 Error(j)=100*(abs(mod_real(24,4,j))-abs(mod_real(25,4,j)))/(abs(mod_real(24,4,j))+abs(mod_real(40,4,j))) tabla_error=[tabla_error;j Error(j)]; %Modo 5 Error1(j)=100*(mod_real(43,5,j)-mod_real(42,5,j))/(mod_real(43,5,j)-mod_real(6,5,j)) tabla_error1=[tabla_error1;j Error1(j)]; end tabla_error %plot (mod_abs(1:65,1), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(2) %plot (mod_abs(1:65,2), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(3) %plot (mod_abs(1:65,3), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(4) %plot (mod_abs(1:65,4), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(5) %plot (mod_abs(1:65,5), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) % figure(6) % plot (mod_abs(1:65,6), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) % figure(7) % plot (mod_abs(1:65,7), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(11) %plot (mod_comp(1:65,1), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(12) %plot (mod_comp(1:65,2), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(13) %plot (mod_comp(1:65,3), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(14) %plot (mod_comp(1:65,4), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %figure(15) %plot (mod_comp(1:65,5), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) % figure(16) % plot (mod_comp(1:65,6), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) % figure(17) % plot (mod_comp(1:65,7), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) figure(21) plot (1:65,mod_real(1:65,1,1),'b',1:65,mod_real(1:65,1,2),'r',1:65,mod_real(1:65,1,3),'c',1:65,mod_real(1:65,1,4),'k',1:65,mod_real(1:65,1,5),'y',1:65,mod_real(1:65,1,6),'g', 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) legend('Orden 10','Orden 20','Orden 30','Orden 40','Orden 50','Orden 60');title('Cambios en el orden') figure(22) plot (1:65,mod_real(1:65,2,2),'r',1:65,mod_real(1:65,2,3),1:65,mod_real(1:65,2,4),'k',1:65,mod_real(1:65,2,5),'y',1:65,mod_real(1:65,2,6),'g', 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) legend('Orden 20','Orden 30','Orden 40','Orden 50','Orden 60');title('Cambios en el orden') figure(23) plot (1:65,mod_real(1:65,3,2),'r',1:65,mod_real(1:65,3,3),'c',1:65,mod_real(1:65,3,4),'k',1:65,mod_real(1:65,3,5),'y',1:65,mod_real(1:65,3,6),'g','DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) legend('Orden 20','Orden 30','Orden 40','Orden 50','Orden 60');title('Cambios en el orden') figure(24) plot (1:65,mod_real(1:65,4,3),'c',1:65,mod_real(1:65,4,4),'k',1:65,-mod_real(1:65,4,5),'y',1:65,mod_real(1:65,4,6),'g','DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) legend('Orden 30','Orden 40','Orden 50','Orden 60');title('Cambios en el orden') figure(25) plot (1:65,mod_real(1:65,5,3),'c',1:65,mod_real(1:65,5,4),'k',1:65,mod_real(1:65,5,5),'y',1:65,mod_real(1:65,5,6),'g','DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) legend('Orden 30','Orden 40','Orden 50','Orden 60');title('Cambios en el orden') % figure(26) % plot (mod_real(1:65,6), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) % figure(27) % plot (mod_real(1:65,7), 'DisplayName', 'mod_comp(1:65,2)', 'YDataSource', 'mod_comp(1:65,2)'); figure(gcf) %save('borde_conf_all_event_all_but conf3_ev134_proc_dec2_vt32_csi_i16_ord60_modes_real','mod_real'); e-REdING. Biblioteca de la Escuela Superior de Ingenieros de Sevilla.


ANÃLISIS COMPARATIVO DE DETECCIÓN DE DAÑO EN ESTRUCTURAS MEDIANTE LA TRANSFORMADA WAVELET Y PARÃMETROS CLÃSICOS

: Feberero Moreno, Miguel A.
: Ingeniería Industrial