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Energies 2022, 15, 2805 2.8. Analysis of Column Bleeding Aiming to determine whether the samples containing LiPF6 salt cause excessive col- umn bleeding, an experiment was carried out by injecting a blank acetone sample (con- sidered as the baseline sample) before and after five injections of COES and SBS #2. All Theuncceerrtatainintytyaannalaylysisiswwasacsacrarirerdieoduotusitmsimlariltaor atomaetmhoedthpordoporsoepdobseydMboyffMato[2ff2a]t. I[n22t]h.eInprtheseepnrtewseonrtkw, aonrku,nacnerutanicnetrytaaintaylyasnisalwysais pwearsfopremrfeodrminedtwino stwteops.teFpirss.tF,itrhset,uthne- cuenrctaeirntatyinotyfothfethcealcibalriabtriaotniocnucrvuervsewsawsaqsuqaunatnifitiefdie.d.SSeceoconndd,,ththeeuunncceerrttaaiinttyoffsample concentrattiions was quanttiifified.. Figure 1 presentts the calliibrattiion curve for VC wiith a slope ofmandaanninintetercreceppttofobf.bT.hTehsleopsleoapnedatnhdeitnhtericnetpertcdeepptednedpoendthoencotnhceecnotrnacteionntrsaotifotnhse ocfomthpeocuonmdpaonudntdheamndeatshuermedeGasCurpeedakGaCrepaes.aHkoawreeavse.rH,bowthevtheer,cboontchenthtreatcionsceantdramtieoans- aunrdedmpeaskuarerdeapseaarkesaurebajescatrteoseuxbpjercitmtoenetxapleurnimceerntatianltuiensc.eIrntaoitnhteiersw.oInrdost,htehrewconrdcesn,trhae- ctoionncsen(xtr-axtiiosn)sar(ex-sauxbisj)ecatretosufibxjedctetrorofirxse(dB)erdruoersto(Bt)hdeuseamtoptlheepsraempaprlaetpiorneparoactieosns,parnodcetshse, and the measured peak areas (y-axis) are subject to random errors (S) due to the repeated measured peak areas (y-axis) are subject to random errors (S) due to the repeated meas- chromatograms were inspected for any visual signs of column bleed, changes in peak shapes, or changes in retention times. 2..9.. Uncertainty Analysis intercept of each calibration curve. of each calibration curve. B= B S= S i (3) Rm ∑ i Rm ∑ i=1 ∂xi = ∑ i=1 ∂yi = ∑ (4) 8 212 ̅ 8 212 ∂b ∂b B = B S= S (4) where = {∑( ) }Rb was∑the overai ll fixedRebrror ar∑ising fromi preparation of the solu- i=1 ∂xi i=1 ∂yi tion with concentration of i. The subscript n referred to the number of pieces of equipment used in the process of preparing the i solution. = was the mean precision index cal- where B = {∑(B )2}2 was the overall fixed error arising from preparation of the solution 1 in ̅√ wcuitlhatceodnacsenthtreatriaotnioooffi.STi,hwehsiucbhswcraipstthneresftearnrdedartdodtheevinautimonbeorfothfepiescoelsuotifoenq,uainpdmNen,twuhsiecdh S was the number of measurements made. √ i in the process of preparing the i solution. Si = N was the mean precision index calculated as the ratio of Si, which was the standard deviation of the i solution, and N, which was the number of measurements made. The overall uncertainty of the slope (URm) and intercept (URb) were calculated with Equation (5): URm = BR2 m + (t·SRm)2 URb = BR2 b + (t·SRb)2 (5) where t was the student’s multiplier for 95% confidence, which for N = 3, 5, and 10, was 4.303, 2.776, 2.365, 2.262 [23]. From the calibration curves, the concentration of each compound can be determined as x = (y − b)/m. Note that y is the measured peak area with a precision index (random 6 of 14 measurements. Thus, there is an overall uncertainty associated with the slope and the urements. Thus, there is an overall uncertainty associated with the slope and the intercept Figure 1. Calibration curve of vinylene carbonate (VC) with 95% confidence intervals. Figure 1. Calibration curve of vinylene carbonate (VC) with 95% confidence intervals. The fifixed and random unccerrttaaiinttiieessooffththeeslsoloppee(B(BRm anadnSdRmS, re,sprescptievcetliyv)elayn)datnhde Rm Rm tihneteirncteprtce(BpRtb(aBndaSnRbd,rSesp,ercetsivpelcyt)ivoefleya)cohfcealcihbrcaatiloibnractuirovnecwurevredweeterermdienterdmwinitehdEwquitah- Rb Rb Etiqounast(io3)nasn(3d)(a4n),dsi(m4)i,lsairmtoilaMr otoffMatoeftfatl.e[t2a2l].:[22]: 1 1 8 228 22 (3) = ∑∂ m = ∑∂ m ̅PDF Image | Carbonate Solvent Systems Used in Lithium-Ion Batteries
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