Physics《物理学》

Physics《物理学》

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时间:2019-01-22

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1、PHYSICSbyAristotletranslatedbyR.P.HardieandR.K.GayeBookI1WHENtheobjectsofaninquiry,inanydepartment,haveprinciples,conditions,orelements,itisthroughacquaintancewiththesethatknowledge,thatistosayscientificknowledge,isattained.Forwedonotthinkthatweknowathinguntilweareac

2、quaintedwithitsprimaryconditionsorfirstprinciples,andhavecarriedouranalysisasfarasitssimplestelements.PlainlythereforeinthescienceofNature,asinotherbranchesofstudy,ourfirsttaskwillbetotrytodeterminewhatrelatestoitsprinciples.Thenaturalwayofdoingthisistostartfromtheth

3、ingswhicharemoreknowableandobvioustousandproceedtowardsthosewhichareclearerandmoreknowablebynature;forthesamethingsarenot'knowablerelativelytous'and'knowable'withoutqualification.Sointhepresentinquirywemustfollowthismethodandadvancefromwhatismoreobscurebynature,butcl

4、earertous,towardswhatismoreclearandmoreknowablebynature.Nowwhatistousplainandobviousatfirstisratherconfusedmasses,theelementsandprinciplesofwhichbecomeknowntouslaterbyanalysis.Thuswemustadvancefromgeneralitiestoparticulars;foritisawholethatisbestknowntosense-percepti

5、on,andageneralityisakindofwhole,comprehendingmanythingswithinit,likeparts.Muchthesamethinghappensintherelationofthenametotheformula.Aname,e.g.'round',meansvaguelyasortofwhole:itsdefinitionanalysesthisintoitsparticularsenses.Similarlyachildbeginsbycallingallmen'father

6、',andallwomen'mother',butlaterondistinguisheseachofthem.2Theprinciplesinquestionmustbeeither(a)oneor(b)morethanone.If(a)one,itmustbeeither(i)motionless,asParmenidesandMelissusassert,or(ii)inmotion,asthephysicistshold,somedeclaringairtobethefirstprinciple,otherswater.

7、If(b)morethanone,theneither(i)afiniteor(ii)aninfiniteplurality.If(i)finite(butmorethanone),theneithertwoorthreeorfourorsomeothernumber.If(ii)infinite,theneitherasDemocritusbelievedoneinkind,butdifferinginshapeorform;ordifferentinkindandevencontrary.Asimilarinquiryism

8、adebythosewhoinquireintothenumberofexistents:fortheyinquirewhethertheultimateconstituentsofexistingthingsareoneormany,andifmany,whe

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