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+      /cairo_font where { pop cairo_selectfont } if } bind def
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+/cairo_data_source {
+  CairoDataIndex CairoData length lt
+    { CairoData CairoDataIndex get /CairoDataIndex CairoDataIndex 1 add def }
+    { () } ifelse
+} def
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+7.5 0 0 -7.5 81.351065 90.030149 Tm
+/f-0-0 1 Tf
+[(a ; f)]TJ
+0.719524 2.212534 Td
+(b)Tj
+-6.54766 1.9607 Td
+(c)Tj
+4.820804 3.291818 Td
+(d)Tj
+5.990028 -3.039985 Td
+(e)Tj
+ET
+0.267712 w
+[ 2.141694 2.141694] 0 d
+q 1 0 0 1 0 0 cm
+53.891 31.406 m 24.316 31.406 l S Q
+[ 2.141694 2.141694] 0 d
+q 1 0 0 1 0 0 cm
+54.094 64.199 m 24.52 64.199 l S Q
+BT
+7.5 0 0 -7.5 13.058998 64.416842 Tm
+/f-0-0 1 Tf
+(p2)Tj
+0.0238192 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*}