From 8d0eb13fbcee4d8002f8a9d6de8ecd43f91947fe Mon Sep 17 00:00:00 2001 From: guyotv Date: Tue, 18 Oct 2022 22:20:29 +0200 Subject: [PATCH] Correction de deux petites fautes aux exos OS 28 et 30 --- Annexe-Exercices/Annexe-Exercices.tex | 4 ++-- CoursMecaniqueOS.pdf | Bin 12861768 -> 12861893 bytes CoursMecaniqueOSDF.pdf | Bin 12861885 -> 12861893 bytes 3 files changed, 2 insertions(+), 2 deletions(-) diff --git a/Annexe-Exercices/Annexe-Exercices.tex b/Annexe-Exercices/Annexe-Exercices.tex index 969a697..8fa294b 100644 --- a/Annexe-Exercices/Annexe-Exercices.tex +++ b/Annexe-Exercices/Annexe-Exercices.tex @@ -2590,7 +2590,7 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \end{exos} \begin{exos} - Un gaz parfait comprenant trois moles de particules est à la pression de \SI{4}{\kilo\pascal} et à la température de \SI{20}{\celsius}. Calculez son volume. Puis recalculez-le si on augmente sa température à \SI{30}{\celsius} et diminue sa pression de 15\%. Réponses~: \SI{2,45}{\metre\cubed} et \SI{2,22}{\metre\cubed}. + Un gaz parfait comprenant trois moles de particules est à la pression de \SI{4}{\kilo\pascal} et à la température de \SI{20}{\celsius}. Calculez son volume. Puis recalculez-le si on augmente sa température à \SI{30}{\celsius} et diminue sa pression de 15\%. Réponses~: \SI{1,83}{\metre\cubed} et \SI{2,22}{\metre\cubed}. \begin{solos} De la loi des gaz parfaits, on tire~: \[V=n\cdot R\cdot \frac{T}{p}=3\cdot 8,31\cdot \frac{293,15}{4\cdot 10^3}=\SI{1,83}{\metre\cubed}\] @@ -2635,7 +2635,7 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \item En supposant le mobil-home étanche, calculez la pression intérieure si la température passe à \SI{25}{\celsius}. \item Si il n'est pas étanche, calculez la masse d'air qui s'en échappe. \end{enumerate} - On peut considérer que la masse molaire de l'air est de \SI{29}{\gram\per\mol}. Réponses~: \SI{238}{\kilo\gram}, \SI{1,02e5}{\pascal} et \SI{4}{\kilo\gram}. + On peut considérer que la masse molaire de l'air est de \SI{29}{\gram\per\mol}. Réponses~: \SI{241,183}{\kilo\gram}, \SI{1,02e5}{\pascal} et \SI{4}{\kilo\gram}. \begin{solos} On tire de la définition de la masse molaire~: \[M=\frac{m}{n}\;\Rightarrow\;n=\frac{m}{M}\] diff --git a/CoursMecaniqueOS.pdf b/CoursMecaniqueOS.pdf index 273ec6543367611985156884bdfda8d40d6a55d9..b1973c3b8fe1eb7190df36ba121d5114016f3106 100644 GIT binary patch delta 56692 zcmXWiQ*)RNw+7(YXl&cIZ8tU=+w2qDwr$&1V>PzzG}`Ysvk$IWbN_&KvM?T)05uYn z09B6%3h>#Zi~I=2S4JKTb;U?15$bmlPuxGgWtk0B?QwnWHL$ytswi(90|{hY@!1tBahR0_ z2i)qJO+C^E_M=zA7wJ*x&>Ln0?rd?`@bh>XPc0Zouu_^9bUuA<)z8%#^Eov=$4TtB z(Xa2vD<>%)`h4$P1+5GIcK{O;H?)X69Fv>L`j4f163L zwFx#B6~zyg@k?HB1=>JJDAJinVQ9uH{K#&tvIWx}@Ot7}H0&JD;ZLds!vkdrngk1* z1Oxrg|0?)@ApQgSAE^I8{|Dwju>XPk5Bz@+{)6}*r2ioQ=f{6g{)74-wEv+02jf4O z|G{dT1jFtT0KCJDTavFh&kBck<~b7V7okS44bxM-G7%Bbf4NZ6Wzjv^A31FjJ3QO2 zRy50CBa^j{u+F&*l+)F(5UnQjtF@#fAn(Eq{^EKhXI4eo{5Y|5VU?#iYRgfd0_F0>*fG@x=K`?2lKdxRM1~^tPoJ zh1>Xtjj*#V-sbnd9w}8inuaT+TLl-csJ(zb@rl_k9=}_>7a7=kS)y 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