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Calibre RAG MCP Server

by ispyridis
chunk_841.json1.54 kB
{ "id": "chunk_841", "text": "1t\n2 \nn\n2\nch (0,5nnla) \n[ 192a 1 nn] \nk\n2 \n= 1-7Ln\n5\nth\n2\na /3 etk\n1 \n= k\n2\n/k \na \nApprochee: \nk\n1 \n= 1/3-0,198 a-0,197 a\n2 \n+ 0,861 a\n3\n-\n0,912 a\n4 \n+ 0,321 a\n5 \n(a moins de o, 1 % pres) \nk\n2 \n= 1/3-0,212 a+ 0,021 a\n2\n-\n0,088 a\n3 \n+ 0,138 a\n4\n-\n0,5188 a\n5 \n(a moins de o, 1 % pres) \nafb \n0 0,1 0,2 0,3 \n0,4 0,5 \n0,6 0,7 \n0,8 \n0,9 \n1,0 \nk1 \n0,333 \n0,312 0,291 0,273 0,258 \n0,246 \n0,236 0,228 \n0,221 \n0,214 0,208 \nk2 \n0,333 0,312 \n0,291 \n0,270 0,249 0,229 \n0,209 0,190 \n0,172 \n0,155 \n0,141 \nProfiles \nK = \nLb\n1\ne~/3 \nminces \nouverts \nTe\n1 \n't1 \n=K \nb1 b1 \n,., \n;.\"\" \nEE \nTe\n2 \nde \nT \nIE \nt2 = K \ndx =-\nGK \nTe\n3 \nt3 = K \n.:< Iii .t \"t;;-1' \n761 \n\nTorsion -Resume (suite) \nMethode Domaine elastique ou non, fissure ou non \nde Ia section creuse equlvalente Section quelconque plaine ou creuse \n1 - Rechercher \nle plus grand cercle inscrit dans Ia section etudiee : diametre o \n2 -Paroi creuse equivalents d'epaisseur e -D 1 6 (non superieure a l'epaisseur de Ia \nparoi creuse rt~elle) \n3 - L -perimetre de Ia ligne moyenne de Ia section creuse equivalents", "metadata": { "book_id": 34848, "title": "BASIC-STRUCTURAL-Henry-Thonier-Tome-2", "authors": "Unknown", "project": "basic_structural", "content_source": "ocr", "content_length": 756676, "chunk_index": 841, "line_start": 30522, "line_end": 30624, "has_formulas": false, "has_tables": false } }

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