Géochimie isotopique du lithium dans les basaltes-Géochimie des ...
Géochimie isotopique du lithium dans les basaltes-Géochimie des ...
Géochimie isotopique du lithium dans les basaltes-Géochimie des ...
Create successful ePaper yourself
Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.
tel-00344949, version 1 - 7 Dec 2008<br />
3. Article soumis à GCA en révision<br />
homogeneous for their Li concentrations and isotopic compositions and �ii� an infinite<br />
reservoir of <strong>lithium</strong> �in the glass or the matrix� is considered for diffusion. According to<br />
these two assumptions, the following initial Li concentrations and isotopic compositions<br />
were used for olivines ��Li� � 1.2 μg/g, δ 7 Li � �6.4 ‰) and glass ��Li� � 3.4 μg/g, δ 7 Li �<br />
�6.4 ‰�. In order to solve correctly equation �1� in a temperature / time dimension, the<br />
cooling rate for each olivine must be known. This cooling rate was calculated as a function<br />
of the depth of the olivine in the pillow using a simple heat con<strong>du</strong>ction model �Jaeger,<br />
1961�. The pillow surface temperature was kept at 2°C and the glass was considered to be<br />
initially at 1200°C, according to the relationship which exists between the liqui<strong>du</strong>s<br />
temperature of basalts and their MgO contents �Jones, 2003�. The thermal evolution of the<br />
two<br />
selected olivines <strong>du</strong>ring the cooling of the pillow lava is shown in Fig. 3.9.<br />
106<br />
Despite several parameters being well constrained, namely the shape of the olivine<br />
crystals, the initial compositions of olivine and glass and the thermal history of the pillow,<br />
solving equation �1� requires knowledge of the diffusion parameters for Li in olivine. These<br />
are �i� the diffusion coefficient D of Li in olivine, which depends directly on the<br />
temperature according to an Arrhenius law �D � D0 exp�‐Ea /RT�� where D0 is the diffusion<br />
coefficient at infinite temperature, T is the temperature, Ea is the activation energy and R is<br />
the ideal gas constant� and �ii� the ratio between the diffusion coefficients of 7 Li and 6 Li.<br />
This ratio is expressed as D7/D6 � �m7/m6� β , where D6 and D7 are the diffusion coefficients,<br />
m6 and m7 are the atomic masses for 6 Li and 7 Li, respectively. β ranges from 0 to 0.5 and<br />
characterizes the difference in the mass dependence of Li diffusivity �Richter et al. 2003�. A<br />
high value of this parameter implies a faster diffusion for 6 Li compared to 7 Li and leads to a<br />
large isotopic fractionation. In previous studies �Barrat et al., 2005; Beck et al., 2006�, the<br />
β‐value has been approximated by the value obtained <strong>du</strong>ring experimental diffusion of<br />
<strong>lithium</strong> in silicate melt �β � 0.215, Richter, 2003�. Unfortunately, the parameters D0, Ea and<br />
β have not yet been experimentally determined for olivine.