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HAL Id: tel-02463105

https://tel.archives-ouvertes.fr/tel-02463105

Submitted on 31 Jan 2020

HAL is a multi-disciplinary open access archive for the deposit and dissemination of sci- entific research documents, whether they are pub- lished or not. The documents may come from teaching and research institutions in France or abroad, or from public or private research centers.

L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des établissements d’enseignement et de recherche français ou étrangers, des laboratoires publics ou privés.

Structure des croûtes profondes à déformation syn-magmatique en contexte extensif

Marie Bidault

To cite this version:

Marie Bidault. Structure des croûtes profondes à déformation syn-magmatique en contexte extensif.

Géophysique [physics.geo-ph]. Université de Bretagne occidentale - Brest, 2019. Français. �NNT : 2019BRES0021�. �tel-02463105�

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ͨ/ůƐĞƉƌŽĚƵŝƚƐƵƌdĞƌƌĞďŝĞŶƉůƵƐĚ͛ŚŝƐƚŽŝƌĞƐĨĂŶƚĂƐƚŝƋƵĞƐƋƵĞŶŽƵƐŶĞů͛ŝŵĂŐŝŶŽŶƐ͘/ů ƐƵĨĨŝƚ ƐĞƵůĞŵĞŶƚĚĞƐĂǀŽŝƌƌĞŐĂƌĚĞƌ͕ĚĞƐĂǀŽŝƌƐƵŝǀƌĞůĞǀĠƌŝƚĂďůĞĨŝůĚĞƐĠǀĠŶĞŵĞŶƚƐ͕ƐĂŶƐƉŽƵƌĂƵƚĂŶƚƌĞũĞƚĞƌ ĐĞƋƵŝŶŽƵƐƉĂƌĂŠƚƐƚƵƉĠĨŝĂŶƚ͕ƐĂŶƐĚĠŶĂƚƵƌĞƌůĞƐĨĂŝƚƐĞƚƐĂŶƐůĞƵƌŝŵƉŽƐĞƌŶŽƐŝŶƚĞƌƉƌĠƚĂƚŝŽŶƐͩ͘

˃̾ǵ̴̴̛͕,̖̌̔ǵ̙̔̌ʤ̡̣̖̭̌ǵ̨̦̬̦̔̏̌ʸŽ̵̛̏ǵ̶̡̌́

dĞĨĨŝ͕EĂĚĞũĚĂůĞdžĂŶĚƌŽǀŶĂ>ŽŬŚǀŝƚƐŬĂŢĂ͕

ŵŽŶĂƌƌŝğƌĞͲĂƌƌŝğƌĞͲŐƌĂŶĚͲƚĂŶƚĞ

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ZĞŵĞƌĐŝĞŵĞŶƚƐ

DĞƌĐŝĚ͛ĂďŽƌĚă'ŝĂŶƌĞƚŽDĂŶĂƚƐĐŚĂůĞƚ>ĂƵƌĞŶƚ'ĞƌŶŝŐŽŶĚ͛ĂǀŽŝƌĂĐĐĞƉƚĠĚĞƌĂƉƉŽƌƚĞƌŵŽŶ ƚƌĂǀĂŝůĞƚĚĞĨĂŝƌĞůĞĚĠƉůĂĐĞŵĞŶƚũƵƐƋƵ͛ăůĂƉŽŝŶƚĞ&ŝŶŝƐƚğƌĞ͘

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DĞƌĐŝăĞƌŶĂƌĚ>Ğ'Ăůů͕ƉŽƵƌůĞũƵƌLJ͕ůĞŐąƚĞĂƵĞƚƚĂŐĞŶƚŝůůĞƐƐĞ͊

DĞƌĐŝă>ĂƵƌĞŶƚƌďĂƌĞƚĚ͛ĂǀŽŝƌĂĐĐĞƉƚĠĚ͛ĞŶĐĂĚƌĞƌůĞǀŽůĞƚĞdžƉĠƌŝŵĞŶƚĂůĚĞĐĞƚƚĞƚŚğƐĞ͕Ě͛ġƚƌĞǀĞŶƵ ƐƵƌůĞƚĞƌƌĂŝŶĂǀĞĐ>ĂƵƌĞŶƚĞƚŵŽŝ͘DĞƌĐŝƉŽƵƌůĞƐŵŽŵĞŶƚƐĚĞƉĂƚŝĞŶĐĞ;ĞƚĚĞũŽŝĞͿƉĂƐƐĠƐĚĞǀĂŶƚĐĞƚƚĞ WƌĞƐƐĞWĂƚĞƌƐŽŶ͘DĞƌĐŝĂƵƐƐŝƉŽƵƌƚĂŐĞŶƚŝůůĞƐƐĞ͘DĞƌĐŝZĠŵŝŚĂŵƉĂůůŝĞƌ͕Ě͛ĂǀŽŝƌĞƵƵŶƈŝůĂƚƚĞŶƚŝĨƐƵƌ ůĞƐĞdžƉĠƌŝĞŶĐĞƐ͕Ě͛ġƚƌĞƉĂƐƐĠƚĂƌĚůĞƐŽŝƌƉŽƵƌǀŽŝƌƐŝůĂWƌĞƐƐĞĞƚŵŽŝŽŶƐƵƌǀŝǀĂŝƚ͕ŵĞƌĐŝĚĞŵ͛ĂǀŽŝƌĨĂŝƚ ƌĞĐƚŝĨŝĞƌƉŽƵƌůĂϯğŵĞĨŽŝƐĐĞƌƚĂŝŶƐƐƉĂĐĞƌƐ͕ŵĞƌĐŝĂƵƐƐŝƉŽƵƌůĞƐƐƉĂĐĞƌƐŶĞƵĨƐƋƵĞƚƵŵ͛ĂƐĚŽŶŶĠ;ũĞǀĂŝƐ ĨĂŝƌĞ ĚĞƐ ũĂůŽƵdž ũĞ ƐĂŝƐ͊Ϳ͘ DĞƌĐŝ ă ůĂ WƌĞƐƐĞ WĂƚĞƌƐŽŶ͕ ůĂ ƌĞŝŶĞ͕ ĚĞ ŵ͛ĂǀŽŝƌ ĂƉƉƌŝƐ ůĂ ƉĂƚŝĞŶĐĞ Ğƚ ů͛ŝŶĚƵůŐĞŶĐĞ͊

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DĞƌĐŝă&ƌĂŶĕŽŝƐŚĂƵǀĞƚƉŽƵƌůĂƚŚğƐĞĞŶĞŶƚŝĞƌ͕ůĞƐϭϬũŽƵƌƐĚĞƚĞƌƌĂŝŶ͕ůĞƐĐŽƌƌĞĐƚŝŽŶƐ;ƐŝƐŝũĞƚĞũƵƌĞͿ͕

ƚĂ ĨĂĕŽŶ ƚŽƵũŽƵƌƐ ĨƌĂŶĐŚĞ ĚĞ ĚŝƌĞ ůĞƐ ĐŚŽƐĞƐ͘ dƵ ĂƐ ĠŶŽƌŵĠŵĞŶƚ ƉĂƌƚŝĐŝƉĠ͕ ĚŝƌĞĐƚĞŵĞŶƚ ŽƵ ŝŶĚŝƌĞĐƚĞŵĞŶƚƐĂŶƐůĞƐĂǀŽŝƌ͕ăĐĞƚƚĞƚŚğƐĞĞƚũĞƚ͛ĞŶƌĞŵĞƌĐŝĞǀƌĂŝŵĞŶƚ͘

DĞƌĐŝăŚĂƌůĞƐƵďŽƵƌŐĚĞŵ͛ĂǀŽŝƌĂĐĐƵĞŝůůŝăWĂƵƉůƵƐŝĞƵƌƐĨŽŝƐ͕Ě͛ĂǀŽŝƌƉĂƌƚŝĐŝƉĠăůĂƉĂƌƚŝĞ^DĚĞ ĐĞƚƚĞ ƚŚğƐĞ Ğƚ ĚĞ ŵŽŶ ƐƚĂŐĞ ĚĞ ŵĂƐƚĞƌ ĂƵƐƐŝ͊ DĞƌĐŝ ƉŽƵƌ ůĞƐ ĚŝƐĐƵƐƐŝŽŶƐ͕ ƚĂ ŐĞŶƚŝůůĞƐƐĞ͕ ƚĂ ďŝĞŶǀĞŝůůĂŶĐĞ͘

DĞƌĐŝă^ŝĚŽŶŝĞZĠǀŝůůŽŶĚ͛ĂǀŽŝƌĐŚĂƉŽƚĠĞůĂƉĂƌƚŝĞĐŚŝŵŝĞĚĞĐĞƚƚĞƚŚğƐĞĞƚĚĞŵ͛ĂǀŽŝƌĂŝĚĠĚĂŶƐůĞƐ ŵŽŵĞŶƚƐĚĞĚŽƵƚĞ͕ĚĞƐƚƌĞƐƐ͕ĚĞĚĠƉƌŝŵĞĞƚũ͛ĞŶƉĂƐƐĞ͘

DĞƌĐŝă:ĞĂŶͲWŝĞƌƌĞƉŽƵƌůĞƐůĂŵĞƐŵŝŶĐĞƐĞƚƚĂŐĞŶƚŝůůĞƐƐĞŝŶĐƌŽLJĂďůĞ͘DĞƌĐŝăWĂƐĐĂůƉŽƵƌůĞƐůĂŵĞƐ ĞƚůĞĐĂƌŽƚƚĂŐĞĞŶ/ƚĂůŝĞ͊

DĞƌĐŝăůŝƐĂďĞƚŚ͕ůŽĚŝĞĞƚĂƚŚĞƌŝŶĞƉŽƵƌůĞƐĐŽŶƐĞŝůƐĚĞů͛ĞƚůĞƐĚŝƐĐƵƐƐŝŽŶƐƉĞƌŵĂŶĞŶƚĞƐ͕ǀŽƵƐ ġƚĞƐŝŶĐƌŽLJĂďůĞƐĞƚǀŽƵƐĨĂŝƚĞƐǀƌĂŝŵĞŶƚƵŶƚƌĂǀĂŝůĚĞĨŽƵ͊

DĞƌĐŝăƚŽƵƐůĞƐŐĞŶƐĚƵůĂďŽĂǀĞĐƋƵŝũ͛ĂŝƉƵƌŝƌĞ͕ĚŝƐĐƵƚĞƌĞƚƉĂƌĨŽŝƐƉůĞƵƌĞƌƉĞŶĚĂŶƚĐĞƐϯĂŶƐĞƚĚĞŵŝ͖

ũĞƉĞŶƐĞŶŽƚĂŵŵĞŶƚăŚƌŝƐƚŽƉŚĞ͕WŚŝůŝƉƉĞ͕:ƵůŝĞ͕ĂƌŽůĞ͕ƌŶĂƵĚ͕DĂƌŐŽƚ͕^ƚĠƉŚĂŶĞ͕ƵƌĠůŝĞ͕:ĞĂŶͲ ůŝdž͕ŚĂƌůŽƚƚĞ͕sĠƌŽŶŝƋƵĞĞƚƚŽƵƐůĞƐĂƵƚƌĞƐƋƵĞũ͛Ăŝ͕ƐĂŶƐĨĂŝƌĞĞdžƉƌğƐ͕ŽƵďůŝĠ͘

dĞůůĞŵĞŶƚĚĞŐĞŶƐăƌĞŵĞƌĐŝĞƌĞŶĐŽƌĞ͕ĕĂǀĂġƚƌĞůŽŶŐ͘

DĞƌĐŝĂƵdžŐĞŶƐƋƵŝŽŶƚƉĂƌƚŝĐŝƉĠăĐĞƚƚĞƚŚğƐĞƐĂŶƐůĞǀŽƵůŽŝƌ͕ĠĂƚƌŝĐĞƉŽƵƌƚŽŶĂƵƌĂĚĞďŝĞŶǀĞŝůůĂŶĐĞ ĞƚƚĞƐĐŽƵƌƐŝŶĐƌŽLJĂďůĞƐ͘DĞƌĐŝă>ƵĚŝǀŝŶĞ͕ŵŽŶĂŵŝĞĚĞƉƵŝƐƐŝůŽŶŐƚĞŵƉƐŵĂŝŶƚĞŶĂŶƚ͕ĞƚƉŽƵƌĞŶĐŽƌĞ ƚƌğƐůŽŶŐƚĞŵƉƐ͊DĞƌĐŝă>ŝƐĂ͕ƉŽƵƌďĞĂƵĐŽƵƉĚĞĐŚŽƐĞƐ͖ƉŽƵƌŶŽƐƌġǀĞƐĚ͛ĠǀĂƐŝŽŶ͕ŶŽƐĚŝƐĐƵƐƐŝŽŶƐ ƉƐLJĐŚŽͲƉŚŝůŽƐŽƉŚŝƋƵĞƐ͕ŶŽƐƚŚĠƐĂƵĞĂũ͕ĞƚƚŽŶĂŵŝƚŝĠ͘sƌĂŝŵĞŶƚŵĞƌĐŝ͘dƵŵ͛ĂƐƉĞƌŵŝƐĚĞƐŽƵĨĨůĞƌ ƉůƵƐŝĞƵƌƐĨŽŝƐƉĂƌƐĞŵĂŝŶĞĞƚũĞǀĞƵdžǀƌĂŝŵĞŶƚƚĞƌĞŵĞƌĐŝĞƌƉŽƵƌĕĂ͘

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DĞƌĐŝă^ƚŝŐĞƚWĞĚƌŽƉŽƵƌůĞƐĠũŽƵƌă^ĞŝůĂŶĚ͘

DĞƌĐŝăŵĞƐĐŽŵƉğƌĞƐĚĞŐĂůğƌĞ͕ŐĠŶĠƌĂƚŝŽŶϮϬϭϱͬϮϬϭϴͲϮϬϭϵ;ĂŝŐŚƚ͛Ϳ͗DĂdžĞŶĐĞ͕DĂƌŝĞ;Đ͛ĠƚĂŝƚŵĂů ďĂƌƌĠͿ͕ ZƵƚŚ͕ ŚĂƌůĞƐ͕ ĂƌŽůŝŶĞ͕ ůĚĞŶ͕ DĂƌŝŽŶ͕ 'ĂƐƉĂƌĚ͕ ĂǀŝĚ͘ KŶ ĞŶ Ă ǀĠĐƵ ĚĞƐ ĐŚŽƐĞƐ͘

,ĞƵƌĞƵƐĞŵĞŶƚƋƵ͛ŽŶĠƚĂŝƚĞŶƐĞŵďůĞăůĂĨŝŶ͘YƵ͛ĞƐƚͲĐĞƋƵĞĕĂĂƵƌĂŝƚĠƚĠďŝĞŶŶƵůƐĂŶƐǀŽƵƐ͘DĞƌĐŝĂƵdž ĐŽͲďƵƌĞĂƵĚƵͲϭ͗,ƵŝdžŝŶĞƚZĠŵŝ͊DĞƌĐŝĂƵdžĐŽͲďƵƌĞĂƵ;ŵĂůŐƌĠĞƵdžͿĚƵͲϮ͗ĞŶŽĞƚDĂƐƐ͊DĞƌĐŝ ŵĞƌĐŝ͊sƌĂŝŵĞŶƚ͊DĞƌĐŝĂƵdžŐĠŶĠƌĂƚŝŽŶƐƐƵŝǀĂŶƚĞƐ͗^Ăďŝďŝ;ƉŽƵƌŵ͛ĂǀŽŝƌĠǀŝƚĠĞĚ͛ĂůůĞƌăŵŵĂƵƐƚƌŽƉ ƐŽƵǀĞŶƚͿ͕:ĞĂŶ;ƉŽƵƌƚĞƐďůĂŐƵĞƐŶƵůůĞƐͿ͕DĂģůůĞ;ƉŽƵƌůĞĐĂŵƉŝŶŐŽƵŝŽƵŝŽƵŝ͕ůĞƐďĂŝŐŶĂĚĞƐĚĂŶƐƵŶĞ

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ĞĂƵăͲϮΣ͕ũ͛ĞdžĂŐğƌĞăƉĞŝŶĞͿ͕:ƵĚŝƚŚ;ƉŽƵƌƚŽŶĂƚƚĞŶƚŝŽŶĞƚƚĂďŝĞŶǀĞŝůůĂŶĐĞͿ͘DĞƌĐŝă,ŽƵĚĂĂƵƐƐŝ Ě͛ĂǀŽŝƌƉĂƌƚĂŐĠĞƚŽƵƚĐĞĨƵŶĂǀĞĐŵŽŝ͊

DĞƌĐŝĂƵdžĂƵƚƌĞƐ;ǀŝĞƵdž͕ǀŽŝƌ͕ƚƌğƐǀŝĞƵdžͿĂŶĐŝĞŶƐƚŚĠƐĂƌĚƐ͗sŝƌŐŝů͕:ĞĂŶͲDŝ͕DĂŶƵ͕DƵŵƵ͕ŶĂ͕>ĂƵƌŝŶĞ͕

DĂƌĐŽ͕ZŽŵĂŝŶ;ĐŽŵƉğƌĞĚĞLJŽŐĂĞƚĚ͛/ƌůĂŶĚĞͿ͘

DĞƌĐŝ ă 'ĂƐƉĂƌĚ͕ ŵŽŶ ĐŽƉĂŝŶ ĚĞ ŐĂůğƌĞ ĚĞ ĨŝŶ ĚĞ ƚŚğƐĞ͊ DĞƌĐŝ ƉŽƵƌ ƚŽƵƚĞƐ ĐĞƐ ĚŝƐĐƵƐƐŝŽŶƐ͕

ƉŚŝůŽƐŽƉŚŝƋƵĞƐ͕ƉƐLJĐŚŽůŽŐŝƋƵĞƐ͕ůĞƐďĂůĂĚĞƐĚĞĨŝŶĚĞũŽƵƌŶĠĞƉĞŶĚĂŶƚĐĞƐǁĞĞŬͲĞŶĚƐĚĞƚƌĂǀĂŝů͘dƵŶĞ ŵ͛ĂƐƉĂƐƚŽƵũŽƵƌƐĂŝĚĠăƚƌĂǀĂŝůůĞƌĞĨĨŝĐĂĐĞŵĞŶƚŵĂŝƐĐĞƐŵŽŵĞŶƚƐƉĂƐƐĠƐĞŶƐĞŵďůĞĠƚĂŝĞŶƚǀƌĂŝŵĞŶƚ ĐŚŽƵĞƚƚĞƐ͘dƵLJĞƐƉƌĞƐƋƵĞ͘

DĞƌĐŝăĞŶŽŠƚƉŽƵƌƚŽƵƚĞƐůĞƐĐŽŶǀĞƌƐĂƚŝŽŶƐƋƵ͛ŽŶĂĞƵƋƵĂŶĚũ͛ĠƚĂŝƐăKƌůĠĂŶƐ͊DĞƌĐŝă'ĂĞƚĂŶ͕ƉŽƵƌ ƚŽŶĐĂƌĂĐƚğƌĞĚŝĨĨŝĐŝůĞ͕ƚĂŐĞŶƚŝůůĞƐƐĞĞƚƚŽŶŝŶƚĞůůŝŐĞŶĐĞ͘:ĞƉĞŶƐĞĂƵƐƐŝăzĂĐŬ͕ĕĂLJĞƐƚĕĂĨĂŝƚϴĂŶƐ͕

ĚŽŶƚϱĂŶƐĚĂŶƐůĂŵġŵĞĐůĂƐƐĞ͘sĂŶĐŽƵǀĞƌŵĞǀŽŝůă͊

DĞƌĐŝăZĠũZĠũƉŽƵƌĐĞƚƚĞƉƌĞŵŝğƌĞĂŶŶĠĞĞƚĚĞŵŝĚĞƚŚğƐĞ͘KŶƐ͛ĞƐƚĚĠĐŽƵǀĞƌƚĞƐƚĂƌĚŝǀĞŵĞŶƚŵĂŝƐ ů͛ĞdžƉƌĞƐƐŝŽŶͨŵŝĞƵdžǀĂƵƚƚĂƌĚƋƵĞũĂŵĂŝƐͩĨŽŶĐƚŝŽŶŶĞǀƌĂŝŵĞŶƚƉŽƵƌŶŽƵƐ͘:ĞƐƵŝƐǀƌĂŝŵĞŶƚŚĞƵƌĞƵƐĞ ĚĞĐĞƋƵĞů͛ĂǀĞŶŝƌƚ͛ĂǀĂŝƐƌĠƐĞƌǀĠ;ĞƚƚĞƌĠƐĞƌǀĞĞŶĐŽƌĞͿĂƉƌğƐƚĂƚŚğƐĞ͘

DĞƌĐŝ ĞŶŽ͕ ĚĞ ŵ͛ĂǀŽŝƌ ƐƵƉƉŽƌƚĠ ƉĞŶĚĂŶƚ ĐĞƚƚĞ ĚĞƌŶŝğƌĞ ĂŶŶĠĞ Ğƚ ĚĞ ŵĞ ƐƵƉƉŽƌƚĞƌ ĞŶĐŽƌĞ ĂƵũŽƵƌĚ͛ŚƵŝ͘dƵŵ͛ĂƐĠŶŽƌŵĠŵĞŶƚĂŝĚĠ͕ĚŝƌĞĐƚĞŵĞŶƚĞƚŝŶĚŝƌĞĐƚĞŵĞŶƚ͕ƉŽƵƌĐĞƚƚĞƚŚğƐĞĞƚƉŽƵƌƚŽƵƚ ůĞ ƌĞƐƚĞ͘ DĞƌĐŝ ƉŽƵƌ ůĂ ƌĞŵŝƐĞ ĂƵ ƌĂƉ͕ ůĂ ƉŚŝůŽƐŽƉŚŝĞ ;ƉĂƌĨŽŝƐ ĚĞ ďĂƐ ĠƚĂŐĞͿ Ğƚ ůĞƐ ƌĠƉŽŶƐĞƐ ĂƵdž ƋƵĞƐƚŝŽŶŶĞŵĞŶƚƐƉĂƐƚŽƵũŽƵƌƐƚƌğƐŝŶƚĠƌĞƐƐĂŶƚƐƋƵĞũĞƚĞƉŽƐĂŝƐ͘

DĞƌĐŝ ă DĂƌŝŽŶ͕ ŵŽŶ ĂŵŝĞͲƌĞƵƐĞ ;Đ͛ĞƐƚ ŶƵů ŵĂŝƐ ũ͛ĂǀĂŝƐ ƋƵĂŶĚ ŵġŵĞ ĞŶǀŝĞ ĚĞ ůĞ ŵĞƚƚƌĞͿ͘ dƵ ĞƐ ƌĠĞůůĞŵĞŶƚŵĂƉůƵƐďĞůůĞƌĞŶĐŽŶƚƌĞƉĞŶĚĂŶƚĐĞƚƚĞƚŚğƐĞ͘dƵĞƐŝŶĐƌŽLJĂďůĞ͘sƌĂŝŵĞŶƚ͘:ĞŶĞƐĂŝƐƉĂƐĐĞ ƋƵĞů͛ĂǀĞŶŝƌƚĞƌĠƐĞƌǀĞŵĂŝƐũĞƐĂŝƐƋƵĞƚƵĞƐĞŶƚŽƵƌĠĞĚĞŐĞŶƐƋƵŝƚ͛ĂŝŵĞŶƚĞƚƋƵĞƋƵŽŝƋƵĞƚƵĐŚŽŝƐŝƐƐĞƐ ƚƵĂƵƌĂƐƵŶĞǀŝĞĠƉĂŶŽƵŝĞĞƚŚĞƵƌĞƵƐĞ͘sŽŝůă͘

DĞƌĐŝă:ƵůŝĞŶĚĞŵ͛ĂǀŽŝƌĂĐĐŽŵƉĂŐŶĠƉĞŶĚĂŶƚĐĞƐĂŶŶĠĞƐĚĞƚŚğƐĞĞƚĚĞŵ͛ĂǀŽŝƌĨĂŝƚŐƌĂŶĚŝƌ͘

DĞƌĐŝă:ĂƐƉĞƌĚ͛ĂǀŽŝƌĠƚĠƵŶĐŽŵƉĂŐŶŽŶƉŽŝůƵƉĂƚŝĞŶƚĞƚƉĂĐŝĨŝƐƚĞ͘

DĞƌĐŝăŵĂĨĂŵŝůůĞƚŽƵƚĞĞŶƚŝğƌĞ͕ƋƵŝŵġŵĞƐŝĞůůĞĞƐƚƵŶƉĞƵĐĂďŽƐƐĠĞ͕ĞƐƚƵŶĞƚƌğƐũŽůŝĞĨĂŵŝůůĞ͘

DĞƌĐŝă>ĂƵƌĞŶƚĚ͛ĂǀŽŝƌĠƚĠůăĚĂŶƐůĞƐŵŽŵĞŶƚƐĚŝĨĨŝĐŝůĞƐĐĞƐĚĞƌŶŝĞƌƐŵŽŝƐ͕ŵĞƌĐŝƉŽƵƌůĞƐũĞƵdžĚĞ ƐŽĐŝĠƚĠĞŶĨĂŵŝůůĞůĞƐǁĞĞŬͲĞŶĚƐĞƚůĞƐĚŝƐĐƵƐƐŝŽŶƐƉŚŝůŽƐŽƉŚŝƋƵĞƐ͘

DĞƌĐŝăŵĞƐƉĂƌĞŶƚƐƉŽƵƌů͛ĂŵŽƵƌ͕ƉĂƐĨŽƌĐĠŵĞŶƚĐůĂƐƐŝƋƵĞ͕ƋƵ͛ŝůƐŵ͛ŽŶƚĚŽŶŶĠ͛͘ĞƐƚĂƵƐƐŝŐƌąĐĞă ǀŽƵƐƋƵĞũ͛ĞŶƐƵŝƐŝĐŝĂƵũŽƵƌĚ͛ŚƵŝ͘

DĞƌĐŝăůŽLJƐĞƚWĂďůŽ͕ŵĞƐƉĞƚŝƚƐĨƌğƌĞƐ͕ƋƵŝŵĞƌĞŶĚĞŶƚǀƌĂŝŵĞŶƚĨŝğƌĞƚŽƵƐůĞƐũŽƵƌƐ͘sŽƵƐŐƌĂŶĚŝƐƐĞnj͕

ǀŽƵƐǀŽƵƐĠƉĂŶŽƵŝƐƐĞnjĞƚǀŽƵƐĚĞǀĞŶĞnjĚĞƐƉĞƌƐŽŶŶĞƐďŝĞŶǀĞŝůůĂŶƚĞƐ͕ŐĞŶƚŝůůĞƐĞƚĂƚƚĞŶƚŝŽŶŶĠĞƐ͕Ğƚ Đ͛ĞƐƚƚŽƵƚĐĞĚŽŶƚƵŶĞŐƌĂŶĚĞƐƈƵƌƉĞƵƚƌġǀĞƌ͘:ĞǀŽƵƐĂŝŵĞ͘

DĞƌĐŝ>ĂƵƌĞŶƚ͕

DĞƌĐŝĚ͛ĂǀŽŝƌĠƚĠŵŽŶĚŝƌĞĐƚĞƵƌĚĞƚŚğƐĞĞƚŵŽŶĂŵŝ͘:͛ĂŝďŝĞŶĐŽŶƐĐŝĞŶĐĞƋƵĞũĞŶ͛ĂŝƉĂƐĠƚĠ ƵŶĐĂĚĞĂƵƚŽƵƐůĞƐũŽƵƌƐƉĞŶĚĂŶƚĐĞƐƋƵĂƚƌĞĚĞƌŶŝğƌĞƐĂŶŶĠĞƐ;ĞƚůĞƐĂŶŶĠĞƐĚ͛ĂǀĂŶƚŶŽŶƉůƵƐͿ͕ŵĞƌĐŝ Ě͛ĂǀŽŝƌƚĞŶƵďŽŶ͘DĞƌĐŝĂƵƐƐŝĚ͛ĂǀŽŝƌĞƐƐĂLJĠĚĞŵĞƚƌĂŶƐŵĞƚƚƌĞƚĂƉĂƐƐŝŽŶăƚƌĂǀĞƌƐĚĞƐŵŝƐƐŝŽŶƐĚĞ ƚĞƌƌĂŝŶŝŶĐƌŽLJĂďůĞƐ͕ĚĞƐĚŝƐĐƵƐƐŝŽŶƐĞŶƌŝĐŚŝƐƐĂŶƚĞƐ͘DĞƌĐŝĂƵƐƐŝ;ŵĂŝƐƵŶƉĞƵŵŽŝŶƐƋƵĂŶĚŵġŵĞͿĚĞ ŵ͛ĂǀŽŝƌ ŵŝƐ ůĂ ƉƌĞƐƐŝŽŶ ;Ğƚ ĚĞ ŵ͛ĞŶ ŵĞƚƚƌĞ ĞŶĐŽƌĞ ŵĂŝŶƚĞŶĂŶƚ ƋƵĂŶĚ ũ͛ĠĐƌŝƐ ĐĞƐ ůŝŐŶĞƐͿ͕ ŵĞƌĐŝ ĚĞ ŵ͛ĂǀŽŝƌƉŽƵƐƐĠĂƵ;ă͍ͿďŽƵƚ͘ĞŵŽŝͲŵġŵĞ͘ĞůĂƚŚğƐĞ͘

:͛ĠĐƌŝƐĐĞƐƌĞŵĞƌĐŝĞŵĞŶƚƐĂƉƌğƐƋƵ͛ŽŶĂŝƚƉƌŝƐůĂĚĠĐŝƐŝŽŶĚĞƌĞƉŽƌƚĞƌůĞƌĞŶĚƵĚƵŵĂŶƵƐĐƌŝƚĞƚũ͛ĞƐƉğƌĞ͕

ǀƌĂŝŵĞŶƚ͕ƋƵĞŵĂůŐƌĠůĞƐĚĠĐĞƉƚŝŽŶƐ͕ƚƵĞƐĨŝĞƌĚĞĐĞƚƚĞƚŚğƐĞ͕ĞƚĚĞŵŽŝ͘

ĞƚƚĞƚŚğƐĞĂĐŚĂŶŐĠďĞĂƵĐŽƵƉĚĞĐŚŽƐĞƐĞŶŵŽŝ͕ŵ͛ĂĂƉƉƌŝƐďĞĂƵĐŽƵƉ͕ĂƵƚĂŶƚƐƵƌŵŽŝͲŵġŵĞ͕ƐƵƌůĞƐ ĂƵƚƌĞƐ͕ƋƵĞƐƵƌůĂƐĐŝĞŶĐĞ͘:ĞŶĞƚĞƌĞŵĞƌĐŝĞƌĂŝƐũĂŵĂŝƐĂƐƐĞnjƉŽƵƌĕĂ͘:ĞƐĂŝƐƋƵĞƚƵĂƐŚąƚĞƋƵĞĕĂƐĞ ƚĞƌŵŝŶĞƉŽƵƌƉŽƵǀŽŝƌƐŽƵĨĨůĞƌĞƚũ͛ĞƐƉğƌĞƋƵĞĐĞƚƚĞĨŝŶĚĞƚŚğƐĞƐĞƌĂĂƵƚĂŶƚƵŶĞƐĂƚŝƐĨĂĐƚŝŽŶƋƵ͛ƵŶ

ƐŽƵůĂŐĞŵĞŶƚ͘

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^ŽŵŵĂŝƌĞŐĠŶĠƌĂů

/ŶƚƌŽĚƵĐƚŝŽŶ ϭϭ

ŚĂƉŝƚƌĞ/͗ƚĂƚĚĞƐĐŽŶŶĂŝƐƐĂŶĐĞƐ ϭϳ

/Ͳ ZŝĨƚƐǀŽůĐĂŶŝƋƵĞƐĞƚŵĂƌŐĞƐƉĂƐƐŝǀĞƐǀŽůĐĂŶŝƋƵĞƐ ϮϬ //Ͳ ĂƌĂĐƚĠƌŝƐƚŝƋƵĞƐĚĞƐĐƌŽƸƚĞƐƉƌŽĨŽŶĚĞƐĚĞƐZsƐĞƚDWsƐ Ϯϴ ///Ͳ ĨĨĞƚĚƵŵĂŐŵĂƚŝƐŵĞŵĂĨŝƋƵĞ͗ĂƉƉƌŽĐŚĞƚŚĠŽƌŝƋƵĞ ϯϲ

ŚŽŝdžĚĞƐnjŽŶĞƐĚ͛ĠƚƵĚĞĞƚŵĠƚŚŽĚŽůŽŐŝĞ ϱϬ

ŚĂƉŝƚƌĞ//͗^LJŶƚŚğƐĞďŝďůŝŽŐƌĂƉŚŝƋƵĞĚĞƐnjŽŶĞƐĚ͛ĠƚƵĚĞ ϱϵ

/Ͳ >ĂŽŶĞĚ͛/ǀƌĠĞ ϲϮ

//Ͳ >ĂWƌŽǀŝŶĐĞŵĂŐŵĂƚŝƋƵĞĚĞ^ĞŝůĂŶĚ ϳϴ

ŚĂƉŝƚƌĞ///͗ĠĨŽƌŵĂƚŝŽŶĚƵĐƚŝůĞʹ,ŝƐƚŽŝƌĞĚĞƐĐƌŽƸƚĞƐƉƌŽĨŽŶĚĞƐ ϵϭ

/Ͳ >ĂĚĠĨŽƌŵĂƚŝŽŶĚƵĐƚŝůĞĚĞůĂŽŶĞĚ͛/ǀƌĠĞ ϵϱ

//Ͳ >ĂĚĠĨŽƌŵĂƚŝŽŶĚƵĐƚŝůĞĚĞ^ĞŝůĂŶĚ ϭϰϮ

ŚĂƉŝƚƌĞ/s͗DĂŐŵĂƚŝƐŵĞĞƚĚĠĨŽƌŵĂƚŝŽŶ ϭϲϯ

/Ͳ >ĞŵĂŐŵĂƚŝƐŵĞŵĂĨŝƋƵĞĚĞůĂŽŶĞĚ͛/ǀƌĠĞ ϭϲϳ

//Ͳ >ĂƐƵŝƚĞŐƌĂŶŝƚŝƋƵĞƉĞƌŵŝĞŶŶĞĚ͛/ǀƌĠĞ ϭϵϲ

///Ͳ >ĞŵĂŐŵĂƚŝƐŵĞĚĞ^ĞŝůĂŶĚ ϮϬϰ

ŚĂƉŝƚƌĞs͗ƚƵĚĞƌŚĠŽůŽŐŝƋƵĞĚĞůĂŽŶĞĚ͛/ǀƌĠĞ ϮϮϳ

ʹĠĨŽƌŵĂƚŝŽŶĞdžƉĠƌŝŵĞŶƚĂůĞĞŶWƌĞƐƐĞWĂƚĞƌƐŽŶ

/Ͳ džƉĠƌŝĞŶĐĞƐĞƚŵĠƚŚŽĚŽůŽŐŝĞ ϮϯϬ

//Ͳ DĂƚĠƌŝĂƵdžĚĞĚĠƉĂƌƚ Ϯϯϴ

///Ͳ ZŚĠŽůŽŐŝĞ Ϯϰϲ

/sͲ ĐŚĂŶƚŝůůŽŶƐĚĠĨŽƌŵĠƐ ϮϲϮ

sͲ ŝƐĐƵƐƐŝŽŶ ϮϳϮ

ŚĂƉŝƚƌĞs/͗ŝƐĐƵƐƐŝŽŶ Ϯϳϳ

/Ͳ EĂƚƵƌĞĞƚƐƚƌƵĐƚƵƌĞĚĞƐĐƌŽƸƚĞƐŝŶĨĠƌŝĞƵƌĞƐĚĞZsƐĞƚDWsƐ ϮϴϬ //Ͳ ZŚĠŽůŽŐŝĞĚĞƐĐƌŽƸƚĞƐŝŶĨĠƌŝĞƵƌĞƐĚĞZsƐĞƚDWsƐ Ϯϴϳ

///Ͳ /ŵƉůŝĐĂƚŝŽŶƉŽƵƌů͛ĠǀŽůƵƚŝŽŶĚĞƐDWsƐ ϯϬϳ

ŽŶĐůƵƐŝŽŶ ϯϬϵ

>ŝƐƚĞďŝďůŝŽŐƌĂƉŚŝƋƵĞ ϯϭϮ

ŶŶĞdžĞƐ ϯϮϰ

(7)

(8)

/EdZKhd/KE

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(10)

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On peut lancer assez de rayons afin d’obtenir une discr´etisation de la surface ´eclair´ee du mˆeme ordre que dans le cadre d’un calcul en m´ethode int´egrale.. Lors de calculs

Pour répondre à cette problématique, la solution proposée dans le cadre de cette thèse consiste à mettre en place un système interactif proposant à l'utilisateur diérents

Figure 5-5 : Comparaison des EISF déduits de l’analyse phénoménologique des spectres à 100µeV moyenné sur les trois températures (croix) à ceux attendus en

A titre d’illustration, nous allons exposer la r´ ` eponse de l’atome unique pour l’harmonique 35 g´ en´ er´ ee dans le n´ eon (calcul´ ee dans le cadre de l’approximation

Dans le cas o` u G est un groupe de Baire ab´ elien et A une alg` ebre de Banach, nous obtenons ` a l’aide du th´ eor` eme du graphe ferm´ e et du th´ eor` eme de Gelfand un r´

Proceedings of the American Mathematical Society, to appear. Linear forms in the logarithms of algebraic numbers I. Linear forms in the logarithms of algebraic numbers II. Linear