this is for holding javascript data
Pol Grasland-Mongrain edited Shear_wave_amplitude_has_been__.tex
over 8 years ago
Commit id: 820572bd87481ec52e4a4869089eb2130389852e
deletions | additions
diff --git a/Shear_wave_amplitude_has_been__.tex b/Shear_wave_amplitude_has_been__.tex
index 1dbffc8..018b844 100644
--- a/Shear_wave_amplitude_has_been__.tex
+++ b/Shear_wave_amplitude_has_been__.tex
...
%Shear wave amplitude has been shown to be linearly dependent on laser beam power in thermoelastic and ablative regime. However, at higher amplitude (about 10$^9$ W.cm$^{-2}$ in metals \cite{scruby1990laser}), a plasma occurs and lead to a non-linear amplitude of the displacement with laser energy.
The dependence of the generated shear
waves wave amplitude with laser energy has been investigated by increasing the laser beam energy from 10 to 200 mJ.
To decrease noise influence, amplitude have been averaged over six experiments from 10 to 50 mJ, four experiments from 60 to 90 mJ, and two experiments from 100 to 200 mJ. Results are illustrated in Figure \ref{Figure3}-(A). We observe
an linear relationship between shear wave two regimes: one of low amplitude
between 10 and
laser beam power 70 mJ with a regression fit $y = 1.10^{-3}x$ (R$^2$ = 0.82); and a second one between
50 80 and 200
mJ, mJ with a
correlation coefficient of 0.9745. At energies smaller than 50 mJ, shear wave amplitude (without averaging) becomes smaller than ambient noise: 50 regression fit $y = 7.10^{-3}x -0.5$ (R$^2$ = 0.96). up to six times 70 mJ
(two times between is probably the threshold in our experimental conditions to get an ablative regime giving rise to a shear wave.