From 23206a22b7f1cabbc06be4022fd8c4c9cca59def Mon Sep 17 00:00:00 2001 From: guyotv Date: Tue, 26 Nov 2024 21:59:53 +0100 Subject: [PATCH] =?UTF-8?q?Correction=20de=20l'=C3=A9nonc=C3=A9=20d'un=20e?= =?UTF-8?q?xercice=20de=20thermo.?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- Annexe-Exercices/Annexe-Exercices.tex | 2 +- Annexe-Exercices/Annexe-Exercices.tex.bak | 2 +- CoursMecaniqueOSDF.pdf | Bin 13382753 -> 13392625 bytes 3 files changed, 2 insertions(+), 2 deletions(-) diff --git a/Annexe-Exercices/Annexe-Exercices.tex b/Annexe-Exercices/Annexe-Exercices.tex index 2d82828..d45c31a 100644 --- a/Annexe-Exercices/Annexe-Exercices.tex +++ b/Annexe-Exercices/Annexe-Exercices.tex @@ -2745,7 +2745,7 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \end{exos} \begin{exos} - On chauffe un gaz à volume constant, sous une pression de \SI{100}{\kilo\pascal} et une température de \SI{20}{\celsius} initiales. On le dilate ensuite à température constante lui permettant de revenir à sa pression initiale. Son volume a alors doublé. Quelle température a-t-il alors ? Peut-on déterminer les volumes initiaux et finaux ? Réponse~: \SI{586,3}{\kelvin} et non. + Un gaz, sous une pression et une température initiales de \SI{100}{\kilo\pascal} et \SI{20}{\celsius}, est chauffé à volume constant. On le dilate ensuite à température constante lui permettant de revenir à sa pression initiale. Son volume a alors doublé. Quelle température a-t-il alors ? Peut-on déterminer les volumes initiaux et finaux ? Réponse~: \SI{586,3}{\kelvin} et non. \begin{solos} Pour chacune des transformations, on peut écrire~: \begin{description} diff --git a/Annexe-Exercices/Annexe-Exercices.tex.bak b/Annexe-Exercices/Annexe-Exercices.tex.bak index 2d82828..d45c31a 100644 --- a/Annexe-Exercices/Annexe-Exercices.tex.bak +++ b/Annexe-Exercices/Annexe-Exercices.tex.bak @@ -2745,7 +2745,7 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \end{exos} \begin{exos} - On chauffe un gaz à volume constant, sous une pression de \SI{100}{\kilo\pascal} et une température de \SI{20}{\celsius} initiales. On le dilate ensuite à température constante lui permettant de revenir à sa pression initiale. Son volume a alors doublé. Quelle température a-t-il alors ? Peut-on déterminer les volumes initiaux et finaux ? Réponse~: \SI{586,3}{\kelvin} et non. + Un gaz, sous une pression et une température initiales de \SI{100}{\kilo\pascal} et \SI{20}{\celsius}, est chauffé à volume constant. On le dilate ensuite à température constante lui permettant de revenir à sa pression initiale. Son volume a alors doublé. Quelle température a-t-il alors ? Peut-on déterminer les volumes initiaux et finaux ? Réponse~: \SI{586,3}{\kelvin} et non. \begin{solos} Pour chacune des transformations, on peut écrire~: \begin{description} diff --git a/CoursMecaniqueOSDF.pdf b/CoursMecaniqueOSDF.pdf index 6ae3032f61fc4c8f7be3753103680eb4400c991c..081ab945547d123e4fe55831845525adc06bbfdc 100644 GIT binary patch delta 1136095 zcma%CQ+J?^uC8rQZF6edwmr4mDW-aB+qP}noZ7ZEwa>Tz!MRG-%F1n$2iZHVgSu<3 zhl-P>|0V4D+d;+QxAAW?C1VRS7k(xM2YWMOhF`*Ra*CQts%k323aU!ND&h*F+VRph zEdLe${|#^y6m;>8d;ot81`A5?y+AOT8d66Yk>;8LD!CL47NsZzGd+BNU4}TZlUU3E z1GPIcKLaW;bW6_UV~@pq77X_sPU@>i#^3P{R29P@jnz8m`2abc0wp?@73J3#S9!&o z(#-Jrt=~BwR!NKtcS$+;1w~~P?6&qPNVz3TA?RL%*TzdM55U3$mcdbaeERU7i+Pbs z(B4Udit0;>g$Pv*lwruKI>cYmUkiCbH@atbInA(G&K^GsnrPu1Ql6&QI|uL2)=0`; z1sBnL8GA~xoE}nSl2>)=4TA#NjYD?Ql_H+^9r4ZgH4wH>w3RCUgw|d(L_sLiR@kBn z&lWupf_~ZW*aO*6mokGegR#-bB8a5C0v6sg4Y|o#5 z*p~<*UgoQs+5d9+?QCXj2lrp*U}6o&LCj42zsSbI9GC*ungRy;Q3C|Y=}|Ll#hgsVwrxNG782 ziQ4PD$GsnPk%=MFWO5InlDaJqa>F!ZM%~^8P;XMf=mNMIg$$eM)NcOgJX#}<{*(G3 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