6. Modélisation D#

6.1. Caractéristiques de la modélisation D#

Modélisation plane: D_PLAN_HHMS

_images/Object_188.png

1 maille DPQ8 de la modélisation D_PLAN_HHMS : HHM_DPQ8S

6.2. Résultat de la modélisation D#

Nœud / point

Numéro d’ordre / instant \((s)\)

Valeur

Pression \((\mathrm{Pa})\)

Tolérance

1,2 / \(A\) et \(B\)

\(1(t=1s)\)

\(\mathrm{PRE1}\)

\(-2,8549\times {10}^{-3}\)

\({10}^{-4}\)

\(2(t=5s)\)

\(\mathrm{PRE1}\)

\(-0,01427\)

\({10}^{-4}\)

\(3(t=10s)\)

\(\mathrm{PRE1}\)

\(-0,028549\)

\({10}^{-4}\)

\(4(t=50s)\)

\(\mathrm{PRE1}\)

\(-0,1427\)

\({10}^{-2}\)

\(8(t={5.10}^{3}s)\)

\(\mathrm{PRE1}\)

\(-14,24\)

\({10}^{-2}\)

\(16(t={10}^{10}s)\)

\(\mathrm{PRE1}\)

\(-4995,0\)

\({10}^{-2}\)

\(1(t=1s)\)

\(\mathrm{PRE2}\)

\(2,2656\times {10}^{-6}\)

\({10}^{-4}\)

\(2(t=5s)\)

\(\mathrm{PRE2}\)

\(1,1328\times {10}^{-5}\)

\({10}^{-4}\)

\(3(t=10s)\)

\(\mathrm{PRE2}\)

\(2,2656\times {10}^{-5}\)

\({10}^{-4}\)

\(4(t=50s)\)

\(\mathrm{PRE2}\)

\(1,133\times {10}^{-4}\)

\({10}^{-4}\)

\(8(t={5.10}^{3}s)\)

\(\mathrm{PRE2}\)

\(0,011301\)

\({10}^{-4}\)

\(16(t={10}^{10}s)\)

\(\mathrm{PRE2}\)

\(3,9647\)

\({10}^{-3}\)

3,4 / \(C\) et \(D\)

\(1(t=1s)\)

\(\mathrm{PRE1}\)

\(2,8549\times {10}^{-3}\)

\({10}^{-4}\)

\(2(t=5s)\)

\(\mathrm{PRE1}\)

\(0,01427\)

\({10}^{-4}\)

\(3(t=10s)\)

\(\mathrm{PRE1}\)

\(0,028549\)

\({10}^{-4}\)

\(4(t=50s)\)

\(\mathrm{PRE1}\)

\(0,1427\)

\({10}^{-2}\)

\(8(t={5.10}^{3}s)\)

\(\mathrm{PRE1}\)

\(14,24\)

\({10}^{-2}\)

\(16(t={10}^{10}s)\)

\(\mathrm{PRE1}\)

\(4997,0\)

\({10}^{-2}\)

\(1(t=1s)\)

\(\mathrm{PRE2}\)

\(-2,2656\times {10}^{-6}\)

\({10}^{-4}\)

\(2(t=5s)\)

\(\mathrm{PRE2}\)

\(-1,1328\times {10}^{-5}\)

\({10}^{-4}\)

\(3(t=10s)\)

\(\mathrm{PRE2}\)

\(-2,2656\times {10}^{-5}\)

\({10}^{-4}\)

\(4(t=50s)\)

\(\mathrm{PRE2}\)

\(-1,133\times {10}^{-4}\)

\({10}^{-4}\)

\(8(t={5.10}^{3}s)\)

\(\mathrm{PRE2}\)

\(-0,0113\)

\({10}^{-4}\)

\(16(t={10}^{10}s)\)

\(\mathrm{PRE2}\)

\(-3,9647\)

\({10}^{-3}\)