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TEORIA SISTEMIARNAMICICONTINUINELDominoDELTEMPO 9. Datoansrskmamenlineara CoefficientCostantiatcontinuoSlso(singleingressult)esingleuswtay(a)definiteIostate e tusataoh' eguilibriooh' aningressei. 2. Iapoansislemaohnamiwa tempocontinuodefinitemoumewtbliberoeforzato, enunaare ilprincipiodiSovrappositionedeglieffelti(Pse)edareHessee' validpersrsteminonlinear 3. Scriven12formuladiLagrangeper11CalcotedelmoumenpodiansiskmadinsmicolinearespgereIfifmifoato. 4. DreGsaSnofbianpovabnidiansislemalinear,ipdidiunfistemalinearekcipossono HereSalemi atcontinuoinstallGnpolilvkianparteReco. 5. DatoUnfiskmalineareacoefficients' costantvatcontinuoanmdtwcedinamicaAdirecomesr oldermindhehestdklita' (Inparhhddreasintolica)apart'redqliantovahridiA. Arefee' possiblecalendar1 ' dsnpdicasklntib' entailcakdodegliauttndoridiAecomequestsipniapplicare sduufistemaatGntrhuoperstvdiareStehlik' dinnsoPuntodiegwilibrio. 6. DatoansistemaLTI(2tcnhnuo)AwecomeSiGstnisceeo- labelladiRouth. Hurwitz, absa Serveedenunaare11criteriadisability' diRath- HurwitzeHwaunits'netcase;coefficientdel fslemaHeterooldhnoapw' Pdrahetn. SISTEMIANAMKIGMWVINELBOMIMOAEUEFREAVENZE a. Enunaare11 taemadelwherefinaleedellarisposbInfreguenza. 2. DdpoanfiskmalineardCoefficientGsbuhiatempocontinue,asinglelhfressoultle asinglenscitdylt)anfamineditrdsferimentoGls). DreComeWcdwlaYCO), 'Y(D) com ileoremiarekgano ildominiedeltempodqwellodi↳placequahdotlyressoe' una rampaelostepInitiatee' hullo. ANAUfiWSISTEMIWGMROUORETGAZIONATI 9.IhdiodneqndliSnokspewfeheflu' sgnifcshvedelpmblemddicontrol. 2. EhunuareeohreaGsaservedcriteriadiNyquistperkstdlnhrts'deiwskmiretroazronali 3. IefnireUnCentroHoreoddzioneproportionateeintegratePI 4.GndizioniedehoucidtodelcriteriadiBodeperkstdtnlitd' deigskmiLTI 5. SefniredGmceltodimdrpnedifareenorudenellafinless'…

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