{"embedding_dim": 1024, "data": [{"__id__": "rel-47fe1858b6fbdf417be9b92a9736eeb4", "__created_at__": 1753246565, "src_id": "Nitric Acid (HNO₃)", "tgt_id": "Nitrogen Dioxide (NO₂)", "content": "Nitric Acid (HNO₃)\tNitrogen Dioxide (NO₂)\nchemical decomposition,gas production\nNitric acid decomposes under light to produce nitrogen dioxide as a primary gaseous product.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-2ff952e23e9ad334f9244237bc7d6049", "__created_at__": 1753246564, "src_id": "Nitric Acid", "tgt_id": "Nitrogen Dioxide", "content": "Nitric Acid\tNitrogen Dioxide\nbyproduct formation,chemical decomposition\nNitric acid decomposes under light to produce nitrogen dioxide, oxygen, and water.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-19fc003f86fe0ab223780b80bb3cbdcb", "__created_at__": 1753246565, "src_id": "Iron Oxide", "tgt_id": "Nitric Acid", "content": "Iron Oxide\tNitric Acid\nchemical reaction,product formation\nIron oxide reacts with nitric acid under heating to produce iron nitrate, hydrogen, and nitrogen dioxide.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-af6a6e6f9b3551aebe13982495213dbc", "__created_at__": 1753246566, "src_id": "Iron Nitrate (Fe(NO₃)₃)", "tgt_id": "Iron Oxide (FeO)", "content": "Iron Nitrate (Fe(NO₃)₃)\tIron Oxide (FeO)\ndissolution,salt formation\nThe reaction product when iron oxide dissolves in hot concentrated nitric acid.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-55c7bd6bf1abd82987a66ed0911a0373", "__created_at__": 1753246565, "src_id": "Nitric Acid (HNO₃)", "tgt_id": "Oxygen (O₂)", "content": "Nitric Acid (HNO₃)\tOxygen (O₂)\ngas evolution,photolysis\nLight-induced decomposition of nitric acid yields oxygen gas as a byproduct.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-b362c25bf7d524a2a9d808743274fa5a", "__created_at__": 1753246565, "src_id": "Iron Oxide (FeO)", "tgt_id": "Nitric Acid (HNO₃)", "content": "Iron Oxide (FeO)\tNitric Acid (HNO₃)\nacid-base chemistry,redox reaction\nIron oxide undergoes an oxidation-reduction reaction with concentrated nitric acid when heated.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-40ca1814ff3034c4057137e8874eb6f1", "__created_at__": 1753246565, "src_id": "Hydrogen", "tgt_id": "Oxygen", "content": "Hydrogen\tOxygen\ncombustion reaction,product formation\nHydrogen and oxygen combust to form water, as shown in the reaction equation.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-5f965145fec44888e193d8873ff1cb3e", "__created_at__": 1753246571, "src_id": "Light/Photolysis", "tgt_id": "Nitric Acid (HNO₃)", "content": "Light/Photolysis\tNitric Acid (HNO₃)\nenergy input,reaction initiation\nLight exposure drives the decomposition reaction of nitric acid.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-87eb6eba5a3ed8b67324e25b8a9a15ad", "__created_at__": 1753246570, "src_id": "Hydrogen (H₂)", "tgt_id": "Oxygen (O₂)", "content": "Hydrogen (H₂)\tOxygen (O₂)\ncombustion,energy release\nThese gases undergo explosive combustion to form water in a highly exothermic reaction.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-44aff9f47e2d43023d783f6e35a1a212", "__created_at__": 1753246571, "src_id": "Heating Reaction", "tgt_id": "Iron Oxide (FeO)", "content": "Heating Reaction\tIron Oxide (FeO)\nreaction kinetics,thermal activation\nThermal energy enables the reaction between iron oxide and nitric acid.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}, {"__id__": "rel-d7aa7ec8dabe1da929e2ec9834fe468b", "__created_at__": 1753246571, "src_id": "Hydrogen (H₂)", "tgt_id": "Water (H₂O)", "content": "Hydrogen (H₂)\tWater (H₂O)\nproduct formation,synthesis\nHydrogen combustion with oxygen yields water as the sole product.", "source_id": "chunk-feb2d06988efc3c8392965d0e5626057", "file_path": "Chemistry.docx"}], "matrix": 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"}