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. .. De-trapp, , p.131

, Map of Amazon basin showing Dellinger et al. (2015) lithium database, p.141

. .. , 2 Schematic of lithium hillslope and floodplain models, p.145

, Behaviour of lithium floodplain model in 1D

, Erosion and weathering rates over Amazonia

, Map of inundated areas and lithium data

, Li versus erosion rate

. .. Li-versus-f-li, , p.156

.. .. Li,

A. Oceanic-heat-transport and F. .. , , p.183

F. Ctrl and .. .. Winter-mean, Precipitation and evaporation, p.184

, Precipitation and evaporation, CTRL and FLAT, Summer mean, p.185

F. .. Ctrl, Mixed layer depth, Winter and Summer mean, p.186

A. , Schematic representation of atmospheric moisture transport, p.186

, A.6 LMDZ river basins and the water divide used in the article, p.187

, A.7 Precipitation minus evaporation and atmospheric moisture transport, p.188

F. .. Ctrl, A.8 Low-level jet at the feet of the Andes, p.189

F. .. Ctrl and F. .. , A.10 Wind divergence at 200 hPa upon Amazonia, p.190

A. , 11 Wind stress and wind stress curl on Southern Ocean, CTRL and FLAT, vol.192

B. , 3 schéma tranche de régolithe sans dénudation chimique, p.206

B. , 4 schéma tranche de régolithe avec dénudation chimique, p.207

. .. , Schematic of regolith discretization along z or along x, p.227

. .. , Schematic of point addition on discretized regolith, p.238

. .. , Schematic of point removal on discretized regolith, p.238

, Schematic of discrete regolith profile and mass computation, p.242

, Map of Amazon basin with HYBAM and Dellinger et al. stations, p.247

, of lithium model, one parameter shown, p.253

, Résumé des différents types de modèles de régolithe, p.31

. .. ?-c), Annual mean, area-averaged surface temperature, p.48

F. .. Freshwater-fluxes,

. .. Flat, Freshwater fluxes for the first 10 years (mSv), p.61

. .. , Summary of methodology and calibration procedure, p.79

, Paramètres et relations supplémentaires du modèles dynsoil, p.99

, List of model parameters

). .. , 71 4.2 ´ Equation générique Stream Power Incision Model, 2012.

. Equationérosionequationérosion-telle-que-utilisée-dans-maffre, , p.74, 2018.

. Secondé-equationérosionequationérosion-telle-que-utilisée-dans-maffre, 86 5.1 ´ Equation d'´ evolution des phases primaires, p.97, 2009.

, 2 ´ Equation d'´ evolution de l'´ epaisseur de régolithe

, Expression du taux de production de régolithe en fonction de la SPF, p.98

, Système d'´ equations d'´ evolution du régolithe

. .. Le-régolithe, 98 5.6 ´ Equation du taux d'altérationaltération`altérationà l'´ etat stationnaire, Expression du taux d'altération intégré sur

. .. , Système d'´ equations d'´ evolution du régolithe redimensionné (×n), vol.102

, Changement de coordonnées (×n) dans leséquationsleséquations de Gabet & Mudd, vol.102

, Changement de variables (×n) dans leséquationsleséquations de Gabet & Mudd, p.103

. .. Le-régolithe, 104 5.12 Expression du taux d'altération intégré sur le régolithe, Correspondance entre variables du système « normal » et redimensionné . . 104 5.11 Expression du taux d'altération intégré sur, p.104

, Correspondance du taux d'alt. du système « normal » et redimensionné . . 104 5.14 Relation entre k d et ? pour un même taux d'altération stationnaire, p.115

, 122 5.16équation16équation de l'indice de saturation de l'altération

. .. Bilan, , p.143

, Fraction de lithium retenue dans les ph. sec. dans les régolithes, p.144

, Bilan de masse de lithium dans les zones inondées

, Bilan isotopique de lithium dans les zones inondées

, Expression du flux de Li retenu dans les zones inondées, cas 1, p.146

. .. , 150 6.8 relation inverse entré epaisseur de régolithe etérosionetérosion, Expression du flux de Li retenu dans les zones inondées, cas 2, p.150

, Expression du flux de diss. d'une espèce chim, p.152, 2012.

. .. Expression-de-?-land-en-fonction-de-la-température, 153 6.11 fraction de Li retenu par rapport total du Li dissout, p.157

, ´ evolution de la surface, ´ erosion seule

B. , 2 ´ evolution de la densité de phases primaires, coordonnées natives, p.197

, ´ evolution de la base du régolithe

B. , 4 ´ evolution de la densité de phases primaires, coordonnées régolithe fini, p.199

B. , 5 ´ evolution de l'´ epaisseur de régolithe, coordonnées régolithe fini, p.199

B. , 6 ´ evolution de la densité de phases primaires, coordonnées régolithe infini

B. , ´ evolution de la surface, ´ erosion et dénudation chimique, p.202

, ´ evolution d'une phase i, ´ erosion et dénudation chimique, p.203

B. , 11évolution11évolution du profil de dénudation chimique en coordonnée régolithe, p.204

, B.12évolution12évolution d'une phase i, coord. régolithe, avec dénudation chimique, p.205

B. , 13évolution13évolution d'une phase i, coord. rég. fini, avec dénudation chimique, p.205

, B.14évolution14évolution d'une phase i, coord. rég. infini, avec dénudation chimique, p.205

B. , , p.206

, B.16évolution16évolution d'une phase i, coord. rég., avec dénud. chim., 2 e démonstration, p.207

B. ,

B. , 18 profil de phases primaires au temps t, sansérosionsansérosion, régolithe infini

B. , 20 décroissance du taux de réaction avec la profondeur en loi de puissance, p.210

B. , 21 profondeur de déplétion 1/a

B. , 22 profondeur de déplétion 1/a

B. , 23 profondeur du point d'inflexion du profil de phases prim

B. , 24 profondeur du point d'inflexion du profil de phases prim, p.212

B. , 25 profil stationnaire de phases primaires, régolithe infini, cas général, p.215

B. , 26 profil stationnaire de phases primaires, régolithe infini, cas linéaire, p.215

B. , 27 abondance de phases primaires en surface, modèle de Gabet & Mudd, p.217

B. , 28 taux de réaction R analogue au modèle de Gabet & Mudd en rég. infini, p.217

B. , 29 profil de dénudation chimique dans le modèlè a deux phases, p.219

B. , 30 relation entre W et m p dans le modèlè a deux phases, p.220

B. , 31 relation entre W et m p dans le modèlè a deux phases, 1 ` ere approximation, p.221

B. , 32 relation entre W et m p dans le modèlè a deux phases, 2 e approximation, p.221

C. , 1 ´ evolution de la masse de phases prim., coord. rég. {z, t}, dérivée particul, p.225

, ´ evolution du temps d'altération, coord. rég. {z, t}, dérivée particulaire, p.225

, 3 expression de la dérivée particulaire en coordonnées régolithe {z, t}, p.225

C. , 4 passage en coordonnées {x, t} pour la dérivée spatiale, p.226

C. , 5 passage en coordonnées {x, t} pour la dérivée temporelle, p.227

C. , 227 C.7premì eré equation de l'altitudè a un point x fixé en coordonnées {x, t}, p.228

C. ;. , 8 expression de la dérivée particulaire en coordonnées {x, t}, p.228

. .. , ´ equation de l'altitude d'un point x fixé en coordonnées {x, t}, p.228

, C.10équation10équation du temps d'altérationaltérationà un point x fixé, coordonnées {x, t}, p.228

, C.11équation11équation d'´ evolution de la surface du régolithe, coord. {z, t}, p.229

, C.12équation12équation d'´ evolution de l'abondance de ph. prim. en surface, coord. {x, t}, p.229

. .. T}, 230 C.14 expression du taux de production de régolithe, C.13équation13équation du temps d'altération en surface, coordonnées {x

, C.15équation15équation discrétisée de l'altitude d'un point x fixé

. .. , 232 C.17 expression discrétisée du taux de dissolution entre deux niveaux x, C.16équation16équation discrétisée du temps d'altérationaltérationà un point x fixé, p.233

, C.18équation18équation discrétisée du temps d'altération

, calcul discrétisé de la masse totale des phases primaires, C.19équation19équation discrétisée de x, p.240

C. , 21 expression du « pas de temps réactif

. .. , C.22équation22équation de l'altitude d'un point x fixé sansérosionsansérosion, p.242