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Re: The possibility integration in Python without an equation, just an array-like file

Started byDave Angel <davea@davea.name>
First post2014-05-16 07:14 -0400
Last post2014-05-16 14:11 +0100
Articles 3 — 3 participants

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  Re: The possibility integration in Python without an equation, just an array-like file Dave Angel <davea@davea.name> - 2014-05-16 07:14 -0400
    Re: The possibility integration in Python without an equation, just an array-like file Enlong Liu <liuenlong20@gmail.com> - 2014-05-16 05:57 -0700
      Re: The possibility integration in Python without an equation, just an array-like file duncan smith <buzzard@invalid.invalid> - 2014-05-16 14:11 +0100

#71656 — Re: The possibility integration in Python without an equation, just an array-like file

FromDave Angel <davea@davea.name>
Date2014-05-16 07:14 -0400
SubjectRe: The possibility integration in Python without an equation, just an array-like file
Message-ID<mailman.10066.1400238890.18130.python-list@python.org>
On 05/16/2014 04:49 AM, Enlong Liu wrote:
> Dear All,
>
> I have a question about the integration with Python. The equation is as
> below:
> and I want to get values of I with respect of V. E_F is known. But for
> T(E), I don't have explicit equation, but a .dat file containing
> two columns, the first is E, and the second is T(E). It is also in the
> attachment for reference. So is it possible to do integration in Python?
>
You posted in html, and you tried to make an attachment.  Either of 
these will stop many people from seeing what you intended them to see.

Presumably the rest of the explanation is in the source code, which you 
didn't include in your message.  This is a text-mailing-list, and many 
of us cannot see attachments, and many others of us cannot see html.

Please tell your email program to use plain text, not html.

Please paste any attachments into the same text message, unless it's too 
big.  In that case, you'd need to paste a link instead, but many people 
won't be able and/or willing to follow such links.


-- 
DaveA

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#71659

FromEnlong Liu <liuenlong20@gmail.com>
Date2014-05-16 05:57 -0700
Message-ID<3ade3adc-75fa-4424-9c60-54097ae40460@googlegroups.com>
In reply to#71656
Sorry for this inconvenience. Since my file is a little large, I think it will be more difficult for fellows to check. I will now paste the attachment below.

The file for T(E) consists of two columns, the first is E and the second is T(E). What I want is to integrate this function in a certain range. 

          E                       T(E)   
  -6.25789500000000        8.96247678929291     
  -6.23789500000000        8.90487115888237     
  -6.21789500000000        7.96907432610510     
  -6.19789500000000        7.92011229305473     
  -6.17789500000000        6.99973958998368     
  -6.15789500000000        6.99959200703257     
  -6.13789500000000        6.99960349124858     
  -6.11789500000000        6.99960255937428     
  -6.09789500000000        7.02338574542792     
  -6.07789500000000        8.93135475951887     
  -6.05789500000000        9.96750726601798     
  -6.03789500000000        10.9408732001956     
  -6.01789500000000        10.9415058589703     
  -5.99789500000000        8.94537541754214     
  -5.97789500000000        10.8097100967606     
  -5.95789500000000        8.85226193360772     
  -5.93789500000000        6.99661653557932     
  -5.91789500000000        6.99654736394444     
  -5.89789500000000        6.99670347299879     
  -5.87789500000000        6.99673218445900     
  -5.85789500000000        6.99659826270511     
  -5.83789500000000        6.99623464091850     
  -5.81789500000000        6.99548818932425     
  -5.79789500000000        6.99394489936466     
  -5.77789500000000        6.99005017803712     
  -5.75789500000000        6.96962543581676     
  -5.73789500000000        5.99747630590266     
  -5.71789500000000        6.94845928621193     
  -5.69789500000000        6.98766975985479     
  -5.67789500000000        6.97758798116556     
  -5.65789500000000        6.95055436382018     
  -5.63789500000000        6.87176971154089     
  -5.61789500000000        6.54273589313568     
  -5.59789500000000        5.86175895258116     
  -5.57789500000000        5.11119282973331     
  -5.55789500000000        4.99981497444712     
  -5.53789500000000        4.99980834464660     
  -5.51789500000000        4.99980420721252     
  -5.49789500000000        4.99979886872216     
  -5.47789500000000        4.99978991290910     
  -5.45789500000000        4.99977459415969     
  -5.43789500000000        4.99974900970110     
  -5.41789500000000        4.99970628963861     
  -5.39789500000000        4.99963148201658     
  -5.37789500000000        4.99948355338835     
  -5.35789500000000        4.99911446459881     
  -5.33789500000000        4.99695076010531     
  -5.31789500000000        4.99843069856951     
  -5.29789500000000        4.99936037524651     
  -5.27789500000000        6.35475207677864     
  -5.25789500000000        6.82856665022716     
  -5.23789500000000        6.14018744222317     
  -5.21789500000000        6.36919461746248     
  -5.19789500000000        6.99756897433419     
  -5.17789500000000        6.99744749888663     
  -5.15789500000000        6.99680114447542     
  -5.13789500000000        6.99567111628791     
  -5.11789500000000        6.99382008170924     
  -5.09789500000000        6.99072617412210     
  -5.07789500000000        6.98523875355823     
  -5.05789500000000        6.97440300478140     
  -5.03789500000000        6.94799835685808     
  -5.01789500000000        6.83297555585804     
  -4.99789500000000        5.99940020401670     
  -4.97789500000000        5.99938810939229     
  -4.95789500000000        5.02927710403357     
  -4.93789500000000        4.99915975390103     
  -4.91789500000000        4.99890278935809     
  -4.89789500000000        4.99859914243363     
  -4.87789500000000        4.99821739336097     
  -4.85789500000000        4.99773235771017     
  -4.83789500000000        4.99710904566381     
  -4.81789500000000        4.99629369410517     
  -4.79789500000000        4.99519763548885     
  -4.77789500000000        4.99366188069830     
  -4.75789500000000        4.99136763606374     
  -4.73789500000000        4.98756326792036     
  -4.71789500000000        4.97994414169979     
  -4.69789500000000        4.95655109792192     
  -4.67789500000000        4.29448749155961     
  -4.65789500000000        3.99951693213742     
  -4.63789500000000        3.99942050837630     
  -4.61789500000000        3.99929275933828     
  -4.59789500000000        3.99907888035628     
  -4.57789500000000        4.91566360421753     
  -4.55789500000000        3.00063522267926     
  -4.53789500000000        3.99325633047260     
  -4.51789500000000        3.98716883843963     
  -4.49789500000000        3.99345892791020     
  -4.47789500000000        3.86300434156207     
  -4.45789500000000        2.98361846417016     
  -4.43789500000000        1.00328787566656     
  -4.41789500000000       0.999797612478520     
  -4.39789500000000       0.999727944291486     
  -4.37789500000000       0.999702219681149     
  -4.35789500000000        1.00016002999621     
  -4.33789500000000        1.99864445953476     
  -4.31789500000000        1.99860065378437     
  -4.29789500000000        1.99824848521827     
  -4.27789500000000        1.99649756321106     
  -4.25789500000000        1.95617313810368     
  -4.23789500000000       3.570896446978622E-004
  -4.21789500000000        1.97744209232734     
  -4.19789500000000        1.99679585412003     
  -4.17789500000000        1.99842479205520     
  -4.15789500000000        1.99877213350223     
  -4.13789500000000        1.99891258930992     
  -4.11789500000000        1.99245903763110     
  -4.09789500000000        1.00042020485320     
  -4.07789500000000        1.99346260053212     
  -4.05789500000000        1.99529022218454     
  -4.03789500000000        1.99619467308276     
  -4.01789500000000        2.98692731072113     
  -3.99789500000000        2.99342575646381     
  -3.97789500000000        2.99511377004572     
  -3.95789500000000        2.99597797947674     
  -3.93789500000000        2.99653897767668     
  -3.91789500000000        2.99695098262430     
  -3.89789500000000        2.99727694889388     
  -3.87789500000000        2.99754767510197     
  -3.85789500000000        2.99778011719167     
  -3.83789500000000        2.99798442330902     
  -3.81789500000000        2.99816705707735     
  -3.79789500000000        2.99833233832487     
  -3.77789500000000        2.99848326713776     
  -3.75789500000000        2.99862199371746     
  -3.73789500000000        2.99875010070509     
  -3.71789500000000        2.99886878023708     
  -3.69789500000000        2.99897894901818     
  -3.67789500000000        2.99908132533735     
  -3.65789500000000        2.99917648165371     
  -3.63789500000000        2.99926488159352     
  -3.61789500000000        2.99934690561197     
  -3.59789500000000        2.99942286954705     
  -3.57789500000000        2.99949303781197     
  -3.55789500000000        2.99955763309114     
  -3.53789500000000        2.99961684390716     
  -3.51789500000000        2.99967083149013     
  -3.49789500000000        2.99971973759785     
  -3.47789500000000        2.99976369547298     
  -3.45789500000000        2.99980284682420     
  -3.43789500000000        2.99983736837377     
  -3.41789500000000        2.99986751113691     
  -3.39789500000000        2.99989365153947     
  -3.37789500000000        2.99991633937693     
  -3.35789500000000        2.99993629070310     
  -3.33789500000000        2.99995419962049     
  -3.31789500000000        2.99997018435098     
  -3.29789500000000        2.99998341819113     
  -3.27789500000000        3.00001064504626     
  -3.25789500000000        3.54110605014399     
  -3.23789500000000        3.95412236287359     
  -3.21789500000000        3.97367889482106     
  -3.19789500000000        4.61946526412397     
  -3.17789500000000        5.68414266040606     
  -3.15789500000000        5.62916331713924     
  -3.13789500000000        4.13198103763241     
  -3.11789500000000        4.67936064608229     
  -3.09789500000000        4.79767151863688     
  -3.07789500000000        3.00033719531157     
  -3.05789500000000        2.99547871695083     
  -3.03789500000000        2.99915615701496     
  -3.01789500000000        4.73072989912509     
  -2.99789500000000        4.91713261359818     
  -2.97789500000000        4.89867579329250     
  -2.95789500000000        4.47087307643605     
  -2.93789500000000        3.99091603911545     
  -2.91789500000000        5.81119541701557     
  -2.89789500000000        5.93109489768192     
  -2.87789500000000        5.93825547418363     
  -2.85789500000000        5.92019897656607     
  -2.83789500000000        5.79861607060496     
  -2.81789500000000        3.76515064453890     
  -2.79789500000000        3.18935409294165     
  -2.77789500000000        3.82926732895927     
  -2.75789500000000        3.58398483677936     
  -2.73789500000000        2.03211694868174     
  -2.71789500000000        2.99938865457082     
  -2.69789500000000        2.99878789344604     
  -2.67789500000000        2.99818412212921     
  -2.65789500000000        2.99774221894780     
  -2.63789500000000        2.99743396008636     
  -2.61789500000000        2.99874003537348     
  -2.59789500000000        2.99760685339435     
  -2.57789500000000        2.99741194400926     
  -2.55789500000000        2.99854255611774     
  -2.53789500000000        4.91569649652910     
  -2.51789500000000        4.94027859259799     
  -2.49789500000000        4.93056061607726     
  -2.47789500000000        4.88861078304332     
  -2.45789500000000        5.10007698404548     
  -2.43789500000000        4.51533588943211     
  -2.41789500000000        5.66703810392060     
  -2.39789500000000        5.79162900824220     
  -2.37789500000000        4.00025850649894     
  -2.35789500000000        3.99969972806110     
  -2.33789500000000        3.99956060303005     
  -2.31789500000000        3.99982474977923     
  -2.29789500000000        5.41542804727770     
  -2.27789500000000        5.02458000749128     
  -2.25789500000000        4.99752837619261     


在 2014年5月16日星期五UTC+8下午7时14分36秒,Dave Angel写道:
> On 05/16/2014 04:49 AM, Enlong Liu wrote:
> 
> > Dear All,
> 
> >
> 
> > I have a question about the integration with Python. The equation is as
> 
> > below:
> 
> > and I want to get values of I with respect of V. E_F is known. But for
> 
> > T(E), I don't have explicit equation, but a .dat file containing
> 
> > two columns, the first is E, and the second is T(E). It is also in the
> 
> > attachment for reference. So is it possible to do integration in Python?
> 
> >
> 
> You posted in html, and you tried to make an attachment.  Either of 
> 
> these will stop many people from seeing what you intended them to see.
> 
> 
> 
> Presumably the rest of the explanation is in the source code, which you 
> 
> didn't include in your message.  This is a text-mailing-list, and many 
> 
> of us cannot see attachments, and many others of us cannot see html.
> 
> 
> 
> Please tell your email program to use plain text, not html.
> 
> 
> 
> Please paste any attachments into the same text message, unless it's too 
> 
> big.  In that case, you'd need to paste a link instead, but many people 
> 
> won't be able and/or willing to follow such links.
> 
> 
> 
> 
> 
> -- 
> 
> DaveA

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#71660

Fromduncan smith <buzzard@invalid.invalid>
Date2014-05-16 14:11 +0100
Message-ID<53760e87$0$28327$862e30e2@ngroups.net>
In reply to#71659
On 16/05/14 13:57, Enlong Liu wrote:
> Sorry for this inconvenience. Since my file is a little large, I think it will be more difficult for fellows to check. I will now paste the attachment below.
>
> The file for T(E) consists of two columns, the first is E and the second is T(E). What I want is to integrate this function in a certain range.
>
>            E                       T(E)
>    -6.25789500000000        8.96247678929291
>    -6.23789500000000        8.90487115888237
>    -6.21789500000000        7.96907432610510

[snip]

http://en.wikipedia.org/wiki/Numerical_integration

Duncan

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