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信息檢索與文獻閱讀(化學0701-0702)2009年9月3日第一部分化學專業(yè)基礎(chǔ)英語閱讀(20學時)第二部分英文閱讀材料(12學時)第三部分信息檢索(16學時)第一章作為定量科學和物質(zhì)科學的化學第二章原子、分子和離子第三章氣態(tài)第四章熱化學第五章有機化合物和基團的命名第六章無機化學、有機化學、物理化學、分析化學和生物化學化學術(shù)語
第一部分化學專業(yè)基礎(chǔ)英語閱讀(20學時)第二部分英文閱讀材料(12學時)
第一章松香酸度的標準測試方法
第二章Ⅲ-Ⅴ族半導(dǎo)體制備的新方法:InP納米晶的超聲化學合成
第三章分子離子材料的計算機模擬
第四章銷售合同
第五章專利說明書
第六章透射Laue法的X射線衍射
第三部分信息檢索(16學時)
第一章信息檢索基礎(chǔ)
第二章超星圖書館
第三章中國期刊網(wǎng)
第四章維普
第五章工程索引(Ei)
第六章美國化學文摘(CA)
第七章專利
教材和參考書:
1、魏高原,
化學專業(yè)基礎(chǔ)英語知識(I)(IntroductoryChemistrySpecialityEnglish),
北京大學出版社,2004。
2、
ReadingMaterials(自編講義)。3、
陳英,科技信息檢索(第二版),科學出版社,2005。4、
萬錫仁,InformationRetrievalandRelatedReadingMaterials,(待出版)。5、
[美]PhilipBall著,魏高原等注釋,
化學專業(yè)基礎(chǔ)英語(II),
北京大學出版社,2001。
課堂教學內(nèi)容安排第一節(jié)課教學要求說明詞匯預(yù)習課文閱讀理解第二節(jié)課課文閱讀理解(續(xù))答疑布置課后作業(yè)課堂書面練習Chapter1ChemistryasaQuantitativeScienceandaScienceofMatter第一章作為定量科學和物質(zhì)科學的化學一、教學要求掌握:1、化學測量中基本數(shù)字、單位和有效數(shù)字的運算規(guī)則;2、原子結(jié)構(gòu)、原子與元素以及物質(zhì)的概念;3、有關(guān)專業(yè)英語詞匯。熟悉:化學變化的本質(zhì)。了解:原子結(jié)構(gòu)測定的經(jīng)典實驗。
二、詞匯(Newwordsandexpressions)swamp
沼澤地
rusting生銹curiosity好奇心irritation刺激,疼痛rotten(rot)腐爛的amultitudeof許多的,大量的mixture混合物quantitative定量的
accumulate積聚,堆積
physicalproperty物理性質(zhì)
significantfigure有效數(shù)字
instrument儀器
analyticalbalance分析天平
randomerror隨機誤差
precision精密度二、詞匯(Newwordsandexpressions)
systematicerror系統(tǒng)誤差
accuracy精確性
ambiguous(ambiguity)含糊不清的
decimalpoint
小數(shù)點
arithmetic算術(shù),算法
round…to…把…四舍五入
additionandsubtraction
multiplicationanddivision
scientificnotation科學記數(shù)法
二、詞匯(Newwordsandexpressions)
metricsystem米制
discipline學科
atmosphere大氣壓
dimensionalmethod量綱法
conversionfactor轉(zhuǎn)換因子
figureout推斷
atomandelement原子和元素(單質(zhì))
abbreviation縮寫二、詞匯(Newwordsandexpressions)AluminumAlCarbonCNitrogenNSiliconSiArsenicAsChlorineClOxygenOSulfurSBromineBrChromiumCrPhosphorusPUraniumUCalciumCaHydrogenHPlatinumPtZincZn二、詞匯(Newwordsandexpressions)AntimonySbCopperCuGoldAuIronFeLeadPbMercuryHgPotassiumKSilverAgSodiumNaTinSnTungstenW二、詞匯(Newwordsandexpressions)nucleus(nuclei)原子核proton
質(zhì)子neutron
中子footballstadium
足球場marble大理石,石子atomicnumber原子序數(shù)
massnumber質(zhì)量數(shù)puresubstance
純凈物二、詞匯(Newwordsandexpressions)isotope
同位數(shù)homogeneous均勻的
solution
溶液intermingle混合
heterogeneous非均勻的
microscope
顯微鏡solute
溶質(zhì)transition
轉(zhuǎn)變二、詞匯(Newwordsandexpressions)Length(l) meter(ormetre) mMass(m)kilogram kgTime(t)secondsElectriccurrent(I)ampere ATemperature(T) kelvin KLuminousintensity(Iv)candela((新)燭光(光度單位))cd發(fā)光強度Amountofsubstance(n)mole molSIDerivedPhysicalQuantitiesandUnitsQuantity(symbol)NameofUnit(symbol)DerivedUnitArea(A)squaremeterm2Volume(V)cubicmeterm3Density()kilogrampercubicmeterkg/m3Velocity(u)meterpersecond m/sPressure(p)pascal(Pa) kg/(m.s2)Energy(E)joule(J) (kg.m2)/s2Frequency(v)hertz(Hz)1/sQuantityofelectricity(Q)coulomb(C)A.sElectromotiveforce(E)volt(V) (kg.m2)/(A.s3)電動勢Force(F)newton(N) kg.m/s2PrefixesforMultiplesandFractionsofSIUnitsDecimalLocationPrefixPrefixSymbol1012teraT109gigaG106megaM103kilo k102hecto h10deka da0.1decid10-2 centi c10-3 millim10-6 micro10-9 nano n10-12 picoP10-15 femtof10-18 atto.渺(微微微,毫塵)a三、課文的閱讀理解
學生閱讀課文5~10分鐘,教師指定學生逐段朗讀課文,并翻譯成中文,教師及時評講。Chapter2ChemistryasaQuantitativeScienceandaScienceofMatter作為定量科學和物質(zhì)科學的化學
2.1Introduction
Everyobjectintheworldaroundyoucanbedescribedintermsofchemistry.Manyeventsthatyoucanseeoccurringinnatureinvolvechemicalchanges:thechangingcoloroftheleavesinthefall,thetransformationofapondintoaswamp沼澤地,therusting生銹ofiron.
Curiosity好奇心aboutwhatcanbeobservedintheworldhasledtothestudyofchemistry.Let'sdescribewhatisseeninonespecificchemicalchange.Twosubstancesareinvolved.
Oneisablackpowderysolid.Theotherisacolorlessliquidthatcausesirritation刺激,疼痛ifspilledontheskin.Ifsomeoftheblacksolidisplacedinacontainerandtheliquidslowlyadded,thingshappen.Theblacksolidbeginstodissolve.Thesolutionthatisformedisnotblack,butverypalegreen.Atthesametime,agasbeginstobubbleoutofthesolution.Andtheairisfilledwithaterriblesmell,likethatofrotten腐爛的
eggs.
Whatamultitudeofadj.許多的,大量的
questionscanbeaskedhere.Whatarethesesubstances?Whydidtheblacksoliddissolve?Whatwasformedinitsplace?Howmuchoftheliquiddoesittaketodissolvealloftheblacksolid?
Howmuchofthegascanbeproduced?Howlongdidthechangetake?Willeventsspeedupifweheatthemixture?Ifso,byhowmuchperdegreeoftemperature?Noticehowmanyofthequestionsarequantitativeones.Observationandmeasurementbothplayvitalrolesinansweringthequestionsofchemistry.Achemicalchangeisnotcompletelyunderstooduntilitisunderstoodquantitatively--intermsofmeasurementsandnumbers.
Ourunderstandingofchemistryistestedbymakingmeasurements.Ifapredictionismadebasedonwhatwethinkweunderstand,andifthepredictionisshowntobecorrectbyobtainingthepredictednumbersinaquantitativetest,wehavegreaterconfidenceinourunderstanding.
Instudyingchemistryyouwillbepresentedwithfactsaccumulatedduringhundredsofyearsofobservationandmeasurement.Youwillalsolearnhowtheprinciplesofchemistryareusedtoexplainwhathasbeenobserved.
Totestyourunderstandingofchemicalprinciples,youwillsolveproblems,frequentlyproblemsthatutilizetheresultsofmeasurementsofphysicalproperties.2.2NumbersinPhysicalQuantities(物理量中的數(shù)字)MeasurementandSignificantFigures(測量和有效數(shù)字)
(1)Theresultofmeasuringaphysicalpropertyisexpressedbyanumericalvaluetogetherwithaunitofmeasurement,forexample,180pounds91kilograms
(2)Exactnumbersarenumberswithnouncertainty;theyarise(產(chǎn)生)bydirectlycounting
wholeitemsorbydefinition.Numbersthatresultfrommeasurementsareneverexact.
Thereisalwayssomedegreeofuncertaintyduetoexperimentalerrors:limitationsofthemeasuringinstrument,variationsinhoweachindividualmakesmeasurements,orotherconditionsoftheexperiment.
(3)Significantfiguresinanumberincludeallofthedigitsthatareknownwithcertainty,plusthefirstdigittotherightthathasanuncertainvalue.Forexample,theuncertaintyinthemassofapowdersample,i.e.(也就是,即)3.1267g,asreadfroman"analyticalbalance”,is±0.000lg.
(4)Errorsinmeasurement:(4)測量誤差
(i)Randomerrorswhichresultfromuncontrolledvariablesinanexperimentandaffectprecision--thereproducibilityoftheresultsofameasurement;(ii)Systematicerrorswhichcanbeassigned分配,指派todefinitecausesandaffectaccuracy
theclosenesstothetrueresultofameasurementoranexperiment.(1)Thenumberofsignificantfiguresisfoundbycountingfromlefttoright,beginningwiththefirstnonzerodigitandendingwiththedigitthathastheuncertainvalue,e.g.,(舉例來說)
454(3)0.296(3)7.31(3)0.00846(3)10.7(3)1520(3)1520.(4)N.B.[(Lat.)注意
(notabene)]Zerosattheendofanumbergivenwithoutadecimalpointpresent
aproblembecausetheyareambiguous.Ingeneral,werecommend推薦
thatsuchterminalzeros(should)beassumedtobenotsignificant.Theambiguityisremovedifadecimalpoint小數(shù)點isgiven;thenallthezerosprecedingthedecimalpointaresignificant
后跟賓語從句中的謂語常用“(should+)動詞原形”結(jié)構(gòu)的動詞
...
堅持(insist),命令(order,command),建議(suggest,propose,advise,recommend),...
(2)Ex.(
Example例如,例子)Howmanysignificantfiguresareinthenumbers(a)57,(b)82.9,(c)340,(d)700.,(e)10.000,(f)0.000002,(g)0.0402,and(h)0.04020?
3.ArithmeticUsingSignificantFigures(利用有效數(shù)字的計算)(1)Additionandsubtraction:Roundtheanswertotheplace(beforeorafterthedecimalpoint)withthegreatestuncertainty,e.g.,(2)Multiplicationanddivision:Roundtheanswertothesamenumberofsignificantfiguresasinthenumberwiththefewestsignificantfigures,e.g.[例如
(exempligratia)](23.2)(0.1257)=[2.91624]=2.92
(3)Ex.Performthefollowingcalculationandexpresstheanswertothepropernumberofsignificantfigures.
4.ScientificNotation(記數(shù)法)(ExponentialNotation)(科學記數(shù)法)(1)Instandardscientificnotationthesignificantfiguresofanumberareretained保持,保留
inafactorbetween1and10andthelocationofthedecimalpointisindicatedbyapowerof10,e.g.
0.0063=6.3×10-3900,000,000=9×108
(2)ArithmeticUsingScientificNotation(使用科學記數(shù)法計算)2.3UnitsofMeasurement(測量單位)1.SystemsofMeasurement(測量單位制)
(1)
TheweightofanEnglishman=14stone(英石,14pounds)(89kilograms)anAmerican=180pounds(82kilograms)(2)Metricsystem:米制
devisedbytheFrenchNationalAcademyofSciencesin1793.米制:1793年由法國國家科學院提出(3)SIsystemn.國際單位制(forSystemeInternational):adoptedbytheInternationalBureauofWeightsandMeasures國際計量局
in1960,itisarevisionandextensionofthemetricsystem.Scientistsandengineersthroughouttheworldinalldisciplinesarenowbeingurged迫切要求touseonlytheSIsystemofunits.
(4)Equivalencebetweenunits(Theequivalencesmarkedby"*"areexact):
2.UnitsofMeasurementinChemistry(化學的測量單位)Length:1?=10-10m=0.1nmVolume:1mL(milliliter=millilitre)=10-3L=1cm3(centimeters)
MassandWeight:BoththeSIandmetricsystemsrelyonthegram,andthemultiplesandfractionsofthegram,astheunitsformass作為質(zhì)量的單位.Strictlyspeaking,weightshouldbeexpressedinunitsofforce.
Inpractice,however,thedistinctionbetweenweightandmassisoftenignored.Expressionssuchas"weighout30gramsofthismaterial”,or"Howmanygramsdoesthatsampleweigh?"areoftenused.
Density:g/cm3=g/mLTemperature:Therearethreetemperaturescales:theSIscale,measuredinKelvinunits;theCelsiusorcentigradescale,measuredindegreesCelsius(℃);andtheFahrenheitscale,measuredindegreesFahrenheit(℉).℃=[(℉+40)(5/9)]-40℉=[(℃+40)(9/5)]-40K=℃+273.15Heatandenergy:1cal(calorie卡路里)=4.184JForceandpressure:1N=1kgm.s-21Pa=1N/m2=1kg/(m.s2)Theunitsforpressureincludeatmospheres(atm),bars(bar),poundspersquareinch(psi,n.磅/平方英寸),torr(Torrtorr托(真空度單位),),andmillimetersofmercury(mmHg).
2.4TheDimensionalMethodandProblemSolving(量綱法和問題的求解)1.TheDimensionalMethod(量綱法)
(1)Thenumericalvalueofameasurementshouldalwaysbeexpressedtogetherwiththecorrectunit.Inaproblem,unitsaremultiplied,divided,andcancelledexactlyasnumberswouldbe.Iftheproblemiscorrectlysetupandworked,itshouldproduceananswerinthecorrectunits.
2.ConversionFactors(轉(zhuǎn)換因子)(1)Theconversionofaphysicalquantityfromoneunittoanotherisdonewithconversionfactorsderivedfromthenumericalrelationshipbetweenthetwounits.Choosingthecorrectconversionfactorallowsthecancellationoftheunwantedunits.Conversionfactorsorphysicalconstantsshouldincludeasufficientnumberofsignificantfiguressoasnottoaffecttheuncertaintyoftheanswer.(Ifaconversionfactorisanexactnumberitcanbetreatedashavingasmanysignificantfiguresasneeded.)3.AProblem-SolvingMethod(1)Tosolveaproblem,firstmakesurethatyouunderstandexactlywhatisknownandwhatisunknown.Thentrytofigureout(推斷)howtheknownsandunknownsintheproblemareconnected.Payspecialattentiontounitsandconversions.Insettinguptheproblemandsolvingit,checktoseeiftheansweremergesinthecorrectunits.Makesuretoobeytherulesforthecorrectnumberofsignificantfiguresintheanswer.Finally,seeiftheanswerseemsreasonable.四、答疑
一般情況下,爭對學生提出的問題進行個別答疑。1.
TranslatethetechnicaltermsinthetextintoChinesebyreferringtorelevantdictionaries.2.
(18)01((a),(b),(e),(k));03((a),(c));073.
TranslatethistextintoChinese.五、課后作業(yè)Exercises01Performthefollowingcalculationsandexpresstheanswersinthepropernumberofsignificantfigures.(a)
423.1+0.256+100(b)
52.987+9.3545+6.12(e)
14.000/6.1(k)
(6.0+9.57+0.61)(1.113)03Performthefollowingcalculationsandexpresstheanswerinstandardscientificnotation:(6.057×103)+9.35(c)(4.51×10-3)/(8.78×104)07Themassofanemptycontaineris66.734g.Themassofthecontainerfilledwithwateris91.786g.Calculatethevolumeofthecontainerusingadensityof1.0000g/cm3forwater.Apieceofmetalwasaddedtotheemptycontainerandthecombinedmasswas87.807g.(b)Calculatethemassofthemetal.Thecontainerwiththemetalwasfilledwithwaterandthemassoftheentiresystemwas105.408g.(c)Whatmassofwaterwasadded?(d)Whatvolumeofwaterwasadded?(e)Whatisthevolumeofthemetal?(f)Calculatethedensityofthemetal?
01Performthefollowingcalculationsandexpresstheanswersinthepropernumberofsignificantfigures.(a)
423.1+0.256+100=500(b)
52.987+9.3545+6.12=68.46(c)
14.3920-4.4=10.0(d)
(5183)(2.2)=(11402.6)=11000(有兩位有效數(shù)字)(e)
14.000/6.1=2.3(f)
(6.11)()=19.2(g)
(14.3)(60)=(858)=900(60有一位有效數(shù)字)(h)
1020/1.2=850(2位)(i)
(3.2)(454)/(8.6214)=(168.51)=170(k)
(6.0+9.57+0.61)(1.113)=18.0(l)
(2.93)(14.7)+(1203)(0.0296)+(9.38)(5.2)=(127.4558)=12703Performthefollowingcalculationsandexpresstheanswerinstandardscientificnotation:(a)(6.057×103)+9.35=6.066×103(b)(2.35×10-14)-(7.1×10-15)=1.64×10-14(c)(4.51×10-3)/(8.78×104)=5.14×10-8(d)(1812)(1492)/1979=1.366×103
[(7.33×10-3)+(4.29×101)]/[(5.88×10-3)+(4.29×101)]=1.00(f)(5km)(14.6)=(73)=7×101km(1位)
預(yù)習內(nèi)容:
復(fù)習內(nèi)容:1、復(fù)習和整理本課文的專業(yè)詞匯;2、本課文的全文翻譯。
Chapter2
Atoms,Molecules,andIons六、課堂練習swamprustingcuriosityirritationrottenamultitudeofmixturequantitative1、翻譯下列詞匯:
accumulatephysicalproperty
significantfigureinstrument
analyticalbalance
randomerror
precision
systematicerror
accuracy
ambiguous(ambiguity)decimalpoint
arithmeticround…to…additionandsubtraction
multiplicationanddivision
scientificnotation
metricsystemdisciplineatmospheredimensionalmethodconversionfactorfigureoutatomandelementabbreviationAluminumCarbonNitrogenSiliconArsenicChlorineOxygenSulfurBromineChromiumPhosphorusUraniumCalciumHydrogenPlatinumZincAntimonyCopperGoldIronLeadMercury
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