4. Results of modeling A#

4.1. Tested values#

Identification

Reference

Type

Precision

\(\mathrm{DZ}\) to point \(A\) \(t=2.0\times {10}^{-5}s\)

—2.0e—3

ANALYTIQUE

0.1%

\(\mathrm{DZ}\) to point \(A\) \(t=4.0\times {10}^{-5}s\)

—2.0e—3

ANALYTIQUE

1.5%

\(\mathrm{DZ}\) to point \(A\) \(t=1.0\times {10}^{-4}s\)

—2.0e—3

ANALYTIQUE

0.7%

\(\mathit{DZ}\) to point \(B\) \(t=2.0\times {10}^{-5}s\)

—2.0e—3

ANALYTIQUE

0.1%

\(\mathit{DZ}\) to point \(B\) \(t=4.0\times {10}^{-5}s\)

—4.0e—3

ANALYTIQUE

0.1%

\(\mathit{DZ}\) at point \(B\) \(t=1.2\times {10}^{-4}s\)

0

ANALYTIQUE

1.E-4

\(\mathit{VZ}\) to point \(A\) \(t=2.0\times {10}^{-5}s\)

—1.0e+2

ANALYTIQUE

0.1%

\(\mathrm{VZ}\) at point \(A\) \(t=1.0\times {10}^{-4}s\)

0

ANALYTIQUE

5.22

\(\mathrm{VZ}\) to point \(A\) \(t=1.2\times {10}^{-4}s\)

+1.0e+2

ANALYTIQUE

0.1%

\(\mathrm{VZ}\) to point \(A\) \(t=1.3\times {10}^{-4}s\)

+1.0e+2

ANALYTIQUE

0.1%

\(\mathit{VZ}\) to point \(B\) \(t=2.0\times {10}^{-5}s\)

—1.0e+2

ANALYTIQUE

0.1%

\(\mathit{VZ}\) to point \(B\) \(t=4.0\times {10}^{-5}s\)

+1.0e+2

ANALYTIQUE

0.1%

\(\mathrm{VZ}\) to point \(B\) \(t=1.2\times {10}^{-4}s\)

+1.0e+2

ANALYTIQUE

0.1%

Identification

Reference

Type

Precision

Integral of the speed between \({\mathrm{\tau }}_{0}\) and \({\mathrm{\tau }}_{1}\) at the point \(A\)

0

ANALYTIQUE

0.17

Instant \((s)\)

Reference

Type

Precision

ENER_CIN

\(t\mathrm{=}1.4e\mathrm{-}4s\)

NON_REGRESSION

ENER_TOT

\(t\mathrm{=}1.4e\mathrm{-}4s\)

NON_REGRESSION

TRAV_LIAI

\(t\mathrm{=}1.4e\mathrm{-}4s\)

NON_REGRESSION

DISS_SCH

\(t\mathrm{=}1.4e\mathrm{-}4s\)

NON_REGRESSION

Kinetic energy

\(t=0s\)

3200 J

ANALYTIQUE

0.1%

Potential energy

\(t\mathrm{=}1.4e\mathrm{-}4s\)

NON_REGRESSION