简介:AbstractPurpose:This study aimed at exploring the perceptions and experiences of female burn survivors with facial disfigurement in Pakistan.Methods:Two different quantitative and qualitative studies were conducted, of which the data were collected from 100 burn patients. A pilot interview protocol was developed. An indepth interview of five female burn survivors with facial disfigurement was taken in Lahore, Pakistan. The transcripts were analyzed using thematic analysis and four major themes were identified, respectively physical appearance, posttraumatic growth, relationships and coping strategies.Results:Thematic analysis reflected differences in attributional style, perceptions and individual experiences of female burn survivors with facial disfigurement. The study showed the importance of physical appearance for different burn survivors and how their life had changed after suffering from a burn injury.Conclusion:It could be easy to have a positive outlook towards life and accept visible differences post injury for the burn survivors, who are grateful for life, get a strong family support and have available resources. On the contrary, with low self-esteem, lack of a family support and available resources, patients would be dissatisfied with their life.
简介:ThispaperpresentsanotherformalproofforthecorrectnessoftheDeadlineDrivenScheduler(DDS).ThisproofisgivenintermsofDurationCalculuswhichprovidesabstractionforrandompreemptionofprocessor.Comparedwithotherapproaches,thisproofreliesonmanyintuitivefacts.Thereforethisproofismoreintuitive,whileitisstillformal.
简介:AconstructiveproofisgivenfortheinversionformulaforzonalfunctionsonSL(2,R).AconcretelyconstructedsequenceofzonalfunctionsareprovedtosatisfytheinversionformulaobtaAnedbyHarish-Chandraforcompactsupportedinfinitelydifferentiablezonalfunctfons.Makinguseofthepropertyofthissequencesomehowsimilartothatofapproximationkernels,theauthorndeducethattheinversionformulaistrueforcontinuouszonalfunctiotmon8L(2,R)somecondition.Theclassicalresultcanbeviewedasacorollaryoftheresultshere.
简介:TheonlywayTerabytesofdatacanbeprocessedandanalyzedinareasonabletimeisbyusingparallelprocessingarchitectures.TheParalleROOTFacility,PROOF,isssystemfortheparallelinteractiveanalysisofsuchdatasetsonclustersofheterogeneouscomputers.EarlyprototypeshaveconfirmedthevalidityofthebasicPROOFarchitectureHowever,someimportantworkstillhastobedonebeforePROOFcanbeusedasaproductionfacility.Thebasicarchitectureandtheplanneddevelopmentsaredescribedinthispaper.
简介:BackgroundMyocardialdamageoftenoccursafterburns.Previously,cardiacenzymeprofilewasoftenmeasuredtodeterminemyocardialinjury,butwashardlyspecific.Inthisstudy,weinvestigatedearlychangesofplasmaN-terminalpro-brainnatriureticpeptide(NT-proBNP)overtimeanditsdiagnosticvalueinburnedpatients.Methods39patientswithheatburnedwereassignedtoheartfailuregroup(n=9),controlgroup(n=30).PlasmaNT-ProBNPandtroponinI(cTnT)weremeasuredat1st,3rd,5thdaysand7thday,andpatientsweresubdividedinto2groupsaccordingtotheircardiacfunction.ResultsNinepatientshadheartfailure(27.7%)andtheirNT-proBNPwas1676.03±2190.41pg/L.Significantdifferencewasfoundbetweentheheartfailuregroupandcontrolgroup(P<0.01).ConclusionNT-proBNPisrelatedtotheseverityofburningandcanwellreflectthestatusofmyocardialinjuryinpatientswithsevereburn,andcanbeusedasanidealmarkerformyocardialinjuryinburnedpatients.
简介:SupposethatDisadivisionringinwhichthereisdefinedananti-automorphismα→(?)isinvolutorial,RisaleftvectorspaceoverD.Usingthegivenanti-automorphismα→(?),itiseasytoturnRintoarightvectorspaceoverDbysetingx(?)=ax.Bilinearformg(x,y)connectingtheleftvectorspaceRandtherightvectorspaceRisaHermitianscalar.
简介:灼伤抵抗的钛合金的开发是在喷气引擎减轻钛火的点火和繁殖的最直接的方法。WSTi3515S合金(Ti-35V-15Cr-0.3Si-0.1C)是一种新高alloying贝它类型灼伤抵抗的钛合金,属于在在过去设计技术被使进步重要的Ti-V-Cr类型合金5?年。象有弹性的性质那样的WSTi3515S灼伤抵抗的钛合金的物理性质和热性质处于不同条件被测量并且分析。结果两个都显示出那幼仔模量并且砍WSTi3515S合金减少的模量稍微变化,温度在测试温度增加。WSTi3515S合金的泊松比率在0.36附近。然而,象特定的热,热扩散性,热传导性和热扩大那样的热性质增加,温度增加,它源于在提高的温度加强格子热颤动。并且WSTi3515S合金的房间温度密度是5.295?g????????????敮睴牯晫牯??
简介:ThefollowingtheoremisprovedTheorem1.Letqbeapolynomialofdegreen(qPn)withndistinctzeroeslyingintheinterval[-1,1]and△’q={-1}∪{τi:q’(τi)=0,i=1,n-1}∪{1}.IfpolynomialpPnsatisfiestheinequalitythenforeachk=1,nandanyx[-1,1]itsk-thderivativesatisfiestheinequality丨pk(x)丨≤max{丨q(k)(x)丨,丨1/k(x2-1)qk+1(x)+xq(k)(x)丨}.ThisestimateleadstotheMarkovinequalityforthehigherorderderivativesofpolynomialsifwesetq=Tn,whereTnisChebyshevpolynomialleastdeviatedfromzero.SomeotherresultsareestablishedwhichgivesevidencetotheconjecturethatundertheconditionsofTheorem1theinequality‖p(k)‖≤‖qk‖holds.
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