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4.430376 Td +(p3)Tj +4.31128 -5.621338 Td +(2)Tj +0.0238194 6.145361 Td +(3)Tj +10.289907 -8.169995 Td +(1)Tj +0.0476379 6.121542 Td +(4)Tj +ET +Q Q showpage +%%Trailer +end %%EOF diff --git a/ThermodynamiqueOS/ThermodynamiqueOS.tex b/ThermodynamiqueOS/ThermodynamiqueOS.tex index 3d96439..9a0bdef 100644 --- a/ThermodynamiqueOS/ThermodynamiqueOS.tex +++ b/ThermodynamiqueOS/ThermodynamiqueOS.tex @@ -1168,6 +1168,12 @@ La pression reste donc constante et le volume revient à son minimum \(V_2\). \psfrag{A}{\(A\)} \psfrag{V1}{\(V_1\)} \psfrag{V2}{\(V_2\)} +\psfrag{p2}{\(p_2\)} +\psfrag{p3}{\(p_3\)} +\psfrag{1}{1} +\psfrag{2}{2} +\psfrag{3}{3} +\psfrag{4}{4} \psfrag{a ; f}{(a) ; (f)} \psfrag{b}{(b)} \psfrag{c}{(c)} @@ -1183,7 +1189,7 @@ Le cycle d'Otto est donc essentiellement constitué de deux adiabatiques et de d \[Q_{abs}=n\cdot C_V\cdot (T_3-T_2)\] Évidemment la chaleur est rejetée pendant l'échappement. De la même manière, on peut écrire~: \[Q_{rej}=n\cdot C_V\cdot (T_1-T_4)\] -La différence constitue le travail fourni par le système pendant le cycle, une partie étant produite par le gaz pendant le temps moteur et une autre absorbée par celui-ci pendant la compression. Attention, \(Q_{rej}>0\) et il faut donc soit additionner les deux chaleur pour avoir le travail qui constitue leur différence ou soustraire l'opposé de la chaleur rejetée, soit \(|Q_{rej}|=n\cdot C_V\cdot (T_4-T_1)\). On a donc~: +La différence constitue le travail fourni par le système pendant le cycle, une partie étant produite par le gaz pendant le temps moteur et une autre absorbée par celui-ci pendant la compression. Attention, \(Q_{rej}<0\) et il faut donc soit additionner les deux chaleur pour avoir le travail qui constitue leur différence ou soustraire l'opposé de la chaleur rejetée, soit \(|Q_{rej}|=n\cdot C_V\cdot (T_4-T_1)\). On a donc~: \[A=Q_{abs}-Q_{rej}=n\cdot C_V\cdot (T_3-T_2-T_4+T_1)\] Le rendement est alors~: \begin{align*}