7. E modeling

7.1. Characteristics of modeling E

Plane modeling: D_ PLAN_HHMD

1 mesh DPQ8 of the D_ PLAN_HHM modeling: HHM_DPQ8D

7.2. Modeling result E

Node/point	Order number/instant \((s)\)	Value	Press \((\mathrm{Pa})\)	Tolerance
1.2/\(A\) and \(B\)	\(1(t=1s)\)		\(\mathrm{PRE1}\)	\(-\mathrm{2,85486}\times {10}^{-3}\)	\({10}^{-4}\)
	\(2(t=5s)\)	\(\mathrm{PRE1}\)	\(-\mathrm{0,0142743}\)	\({10}^{-4}\)
	\(3(t=10s)\)	\(\mathrm{PRE1}\)	\(-\mathrm{0,0285487}\)	\({10}^{-4}\)
	\(4(t=50s)\)	\(\mathrm{PRE1}\)	\(-\mathrm{0,14274}\)	\({10}^{-4}\)
	\(8(t={5.10}^{3}s)\)	\(\mathrm{PRE1}\)	\(-\mathrm{14,2406}\)	\({10}^{-4}\)
	\(16(t={10}^{10}s)\)	\(\mathrm{PRE1}\)	\(-\mathrm{4995,06}\)	\({10}^{-4}\)
	\(1(t=1s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{2,26558}\times {10}^{-6}\)	\({10}^{-4}\)
	\(2(t=5s)\)	\(\mathrm{PRE2}\)	\(\mathrm{1,13279}\times {10}^{-5}\)	\({10}^{-4}\)
	\(3(t=10s)\)	\(\mathrm{PRE2}\)	\(\mathrm{2,26557}\times {10}^{-5}\)	\({10}^{-4}\)
	\(4(t=50s)\)	\(\mathrm{PRE2}\)	\(\mathrm{1,132764}\times {10}^{-4}\)	\({10}^{-4}\)
	\(8(t={5.10}^{3}s)\)	\(\mathrm{PRE2}\)	\(\mathrm{0,0113012}\)	\({10}^{-4}\)
	\(16(t={10}^{10}s)\)	\(\mathrm{PRE2}\)	\(\mathrm{3,96734}\)	\({10}^{-4}\)
3,4/\(C\) and \(D\)	\(1(t=1s)\)		\(\mathrm{PRE1}\)	\(\mathrm{2,85488}\times {10}^{-3}\)	\({10}^{-4}\)
	\(2(t=5s)\)	\(\mathrm{PRE1}\)	\(-\mathrm{0,0142743}\)	\({10}^{-4}\)
	\(3(t=10s)\)	\(\mathrm{PRE1}\)	\(\mathrm{0,0285487}\)	\({10}^{-4}\)
	\(4(t=50s)\)	\(\mathrm{PRE1}\)	\(\mathrm{0,14274}\)	\({10}^{-3}\)
	\(8(t={5.10}^{3}s)\)	\(\mathrm{PRE1}\)	\(\mathrm{14,2407}\)	\({10}^{-4}\)
	\(16(t={10}^{10}s)\)	\(\mathrm{PRE1}\)	\(\mathrm{4996,93}\)	\({10}^{-4}\)
	\(1(t=1s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{2,26557}\times {10}^{-6}\)	\({10}^{-4}\)
	\(2(t=5s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{1,13279}\times {10}^{-5}\)	\({10}^{-4}\)
	\(3(t=10s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{2,26557}\times {10}^{-5}\)	\({10}^{-4}\)
	\(4(t=50s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{1,13276}\times {10}^{-4}\)	\({10}^{-4}\)
	\(8(t={5.10}^{3}s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{0,0113012}\)	\({10}^{-4}\)
	\(16(t={10}^{10}s)\)	\(\mathrm{PRE2}\)	\(-\mathrm{3,96734}\)	\({10}^{-4}\)