From 3ba22b7549955ac61b0b288e40bfd2398253cfc9 Mon Sep 17 00:00:00 2001
From: HuangHai <10402852@qq.com>
Date: Wed, 9 Jul 2025 14:20:10 +0800
Subject: [PATCH] 'commit'

---
 .../graph_chunk_entity_relation.graphml       | 177 ------------------
 .../Topic/Chemistry/kv_store_doc_status.json  |  12 --
 .../Topic/Chemistry/kv_store_full_docs.json   |   5 -
 .../Topic/Chemistry/kv_store_text_chunks.json |   9 -
 dsLightRag/Topic/Chemistry/vdb_chunks.json    |   1 -
 dsLightRag/Topic/Chemistry/vdb_entities.json  |   1 -
 .../Topic/Chemistry/vdb_relationships.json    |   1 -
 dsLightRag/Util/DocxUtil.py                   |   4 +-
 .../Util/__pycache__/DocxUtil.cpython-310.pyc | Bin 1848 -> 1920 bytes
 .../media/image1.wmf                          | Bin 0 -> 1560 bytes
 .../media/image1.wmf                          | Bin 0 -> 1560 bytes
 dsLightRag/static/markdown/Chemistry.md       |   3 +-
 12 files changed, 4 insertions(+), 209 deletions(-)
 delete mode 100644 dsLightRag/Topic/Chemistry/graph_chunk_entity_relation.graphml
 delete mode 100644 dsLightRag/Topic/Chemistry/kv_store_doc_status.json
 delete mode 100644 dsLightRag/Topic/Chemistry/kv_store_full_docs.json
 delete mode 100644 dsLightRag/Topic/Chemistry/kv_store_text_chunks.json
 delete mode 100644 dsLightRag/Topic/Chemistry/vdb_chunks.json
 delete mode 100644 dsLightRag/Topic/Chemistry/vdb_entities.json
 delete mode 100644 dsLightRag/Topic/Chemistry/vdb_relationships.json
 create mode 100644 dsLightRag/static/Images/8fe770ef87a142f3a13bf7bbc57d7874/media/image1.wmf
 create mode 100644 dsLightRag/static/Images/e60560211a454834b5f74e1f99a44b32/media/image1.wmf

diff --git a/dsLightRag/Topic/Chemistry/graph_chunk_entity_relation.graphml b/dsLightRag/Topic/Chemistry/graph_chunk_entity_relation.graphml
deleted file mode 100644
index e0b5f4d4..00000000
--- a/dsLightRag/Topic/Chemistry/graph_chunk_entity_relation.graphml
+++ /dev/null
@@ -1,177 +0,0 @@
-<?xml version='1.0' encoding='utf-8'?>
-<graphml xmlns="http://graphml.graphdrawing.org/xmlns" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://graphml.graphdrawing.org/xmlns http://graphml.graphdrawing.org/xmlns/1.0/graphml.xsd">
-  <key id="d11" for="edge" attr.name="created_at" attr.type="long" />
-  <key id="d10" for="edge" attr.name="file_path" attr.type="string" />
-  <key id="d9" for="edge" attr.name="source_id" attr.type="string" />
-  <key id="d8" for="edge" attr.name="keywords" attr.type="string" />
-  <key id="d7" for="edge" attr.name="description" attr.type="string" />
-  <key id="d6" for="edge" attr.name="weight" attr.type="double" />
-  <key id="d5" for="node" attr.name="created_at" attr.type="long" />
-  <key id="d4" for="node" attr.name="file_path" attr.type="string" />
-  <key id="d3" for="node" attr.name="source_id" attr.type="string" />
-  <key id="d2" for="node" attr.name="description" attr.type="string" />
-  <key id="d1" for="node" attr.name="entity_type" attr.type="string" />
-  <key id="d0" for="node" attr.name="entity_id" attr.type="string" />
-  <graph edgedefault="undirected">
-    <node id="硝酸">
-      <data key="d0">硝酸</data>
-      <data key="d1">category</data>
-      <data key="d2">硝酸是一种化学物质，化学式为HNO₃，在光照或加热条件下会分解。</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="NO₂">
-      <data key="d0">NO₂</data>
-      <data key="d1">category</data>
-      <data key="d2">二氧化氮是一种气体，化学式为NO₂，是硝酸分解的产物之一。</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="O₂">
-      <data key="d0">O₂</data>
-      <data key="d1">category</data>
-      <data key="d2">氧气是一种气体，化学式为O₂，是硝酸分解的产物之一。</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="H₂O">
-      <data key="d0">H₂O</data>
-      <data key="d1">category</data>
-      <data key="d2">水是一种液体，化学式为H₂O，是硝酸分解的产物之一。</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="4HNO₃">
-      <data key="d0">4HNO₃</data>
-      <data key="d1">category</data>
-      <data key="d2">Nitric acid (HNO₃) in its molecular form before decomposition, with coefficient 4 indicating stoichiometry.</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="Δ/光照">
-      <data key="d0">Δ/光照</data>
-      <data key="d1">category</data>
-      <data key="d2">Heat or light as the energy input required to initiate the decomposition reaction.</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="4NO₂">
-      <data key="d0">4NO₂</data>
-      <data key="d1">category</data>
-      <data key="d2">Nitrogen dioxide gas produced as a decomposition product, with coefficient 4 indicating stoichiometry.</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="2H₂O">
-      <data key="d0">2H₂O</data>
-      <data key="d1">category</data>
-      <data key="d2">Water produced as a decomposition product, with coefficient 2 indicating stoichiometry.</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <node id="Chemical Equation">
-      <data key="d0">Chemical Equation</data>
-      <data key="d1">category</data>
-      <data key="d2">The complete representation of the photodecomposition reaction of nitric acid.</data>
-      <data key="d3">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d4">unknown_source</data>
-      <data key="d5">1752041811</data>
-    </node>
-    <edge source="硝酸" target="NO₂">
-      <data key="d6">9.0</data>
-      <data key="d7">硝酸在光照或加热条件下分解产生二氧化氮。</data>
-      <data key="d8">分解产物,化学反应</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="硝酸" target="O₂">
-      <data key="d6">9.0</data>
-      <data key="d7">硝酸在光照或加热条件下分解产生氧气。</data>
-      <data key="d8">分解产物,化学反应</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="硝酸" target="H₂O">
-      <data key="d6">9.0</data>
-      <data key="d7">硝酸在光照或加热条件下分解产生水。</data>
-      <data key="d8">分解产物,化学反应</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="O₂" target="4HNO₃">
-      <data key="d6">10.0</data>
-      <data key="d7">Nitric acid decomposes to produce oxygen gas.</data>
-      <data key="d8">chemical decomposition,product formation</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="O₂" target="4NO₂">
-      <data key="d6">8.0</data>
-      <data key="d7">Both nitrogen dioxide and oxygen are gaseous products of the same decomposition reaction.</data>
-      <data key="d8">co-products,reaction output</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="O₂" target="2H₂O">
-      <data key="d6">8.0</data>
-      <data key="d7">Oxygen and water are both products of the decomposition reaction.</data>
-      <data key="d8">co-products,reaction output</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="4HNO₃" target="Δ/光照">
-      <data key="d6">10.0</data>
-      <data key="d7">Nitric acid requires heat or light energy input to undergo decomposition.</data>
-      <data key="d8">energy requirement,reaction condition</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="4HNO₃" target="4NO₂">
-      <data key="d6">10.0</data>
-      <data key="d7">Nitric acid decomposes to produce nitrogen dioxide gas.</data>
-      <data key="d8">chemical decomposition,product formation</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="4HNO₃" target="2H₂O">
-      <data key="d6">10.0</data>
-      <data key="d7">Nitric acid decomposes to produce water.</data>
-      <data key="d8">chemical decomposition,product formation</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="Δ/光照" target="Chemical Equation">
-      <data key="d6">9.0</data>
-      <data key="d7">Heat or light is the necessary condition for this chemical reaction to occur.</data>
-      <data key="d8">process initiation,reaction driver</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-    <edge source="4NO₂" target="2H₂O">
-      <data key="d6">8.0</data>
-      <data key="d7">Nitrogen dioxide and water are both products of nitric acid decomposition.</data>
-      <data key="d8">co-products,reaction output</data>
-      <data key="d9">chunk-5a9f08b3c625e6554648e7b3b22438da</data>
-      <data key="d10">unknown_source</data>
-      <data key="d11">1752041811</data>
-    </edge>
-  </graph>
-</graphml>
diff --git a/dsLightRag/Topic/Chemistry/kv_store_doc_status.json b/dsLightRag/Topic/Chemistry/kv_store_doc_status.json
deleted file mode 100644
index 6ea8f5d7..00000000
--- a/dsLightRag/Topic/Chemistry/kv_store_doc_status.json
+++ /dev/null
@@ -1,12 +0,0 @@
-{
-  "doc-5a9f08b3c625e6554648e7b3b22438da": {
-    "status": "processed",
-    "chunks_count": 1,
-    "content": "硝酸光照分解的方程式\n 4HNO_{ 3 }   begin{array} {}   {underline{ Δ }}    或光照   end{array} 4NO_{ 2 }  ↑+O_{ 2 }  ↑+2H_{ 2 }  O",
-    "content_summary": "硝酸光照分解的方程式\n 4HNO_{ 3 }   begin{array} {}   {underline{ Δ }}    或光照   end{array} 4NO_{ 2 }  ↑+O_{ 2 }  ↑+2H_{ 2 }  O",
-    "content_length": 115,
-    "created_at": "2025-07-09T06:15:56.388234+00:00",
-    "updated_at": "2025-07-09T06:16:53.495042+00:00",
-    "file_path": "unknown_source"
-  }
-}
\ No newline at end of file
diff --git a/dsLightRag/Topic/Chemistry/kv_store_full_docs.json b/dsLightRag/Topic/Chemistry/kv_store_full_docs.json
deleted file mode 100644
index d7a45167..00000000
--- a/dsLightRag/Topic/Chemistry/kv_store_full_docs.json
+++ /dev/null
@@ -1,5 +0,0 @@
-{
-  "doc-5a9f08b3c625e6554648e7b3b22438da": {
-    "content": "硝酸光照分解的方程式\n 4HNO_{ 3 }   begin{array} {}   {underline{ Δ }}    或光照   end{array} 4NO_{ 2 }  ↑+O_{ 2 }  ↑+2H_{ 2 }  O"
-  }
-}
\ No newline at end of file
diff --git a/dsLightRag/Topic/Chemistry/kv_store_text_chunks.json b/dsLightRag/Topic/Chemistry/kv_store_text_chunks.json
deleted file mode 100644
index 968e25ae..00000000
--- a/dsLightRag/Topic/Chemistry/kv_store_text_chunks.json
+++ /dev/null
@@ -1,9 +0,0 @@
-{
-  "chunk-5a9f08b3c625e6554648e7b3b22438da": {
-    "tokens": 67,
-    "content": "硝酸光照分解的方程式\n 4HNO_{ 3 }   begin{array} {}   {underline{ Δ }}    或光照   end{array} 4NO_{ 2 }  ↑+O_{ 2 }  ↑+2H_{ 2 }  O",
-    "chunk_order_index": 0,
-    "full_doc_id": "doc-5a9f08b3c625e6554648e7b3b22438da",
-    "file_path": "unknown_source"
-  }
-}
\ No newline at end of file
diff --git a/dsLightRag/Topic/Chemistry/vdb_chunks.json b/dsLightRag/Topic/Chemistry/vdb_chunks.json
deleted file mode 100644
index e5e7bc6f..00000000
--- a/dsLightRag/Topic/Chemistry/vdb_chunks.json
+++ /dev/null
@@ -1 +0,0 @@
-{"embedding_dim": 1024, "data": [{"__id__": "chunk-5a9f08b3c625e6554648e7b3b22438da", "__created_at__": 1752041756, "content": "硝酸光照分解的方程式\n 4HNO_{ 3 }   begin{array} {}   {underline{ Δ }}    或光照   end{array} 4NO_{ 2 }  ↑+O_{ 2 }  ↑+2H_{ 2 }  O", "full_doc_id": "doc-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}], "matrix": 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qr704IUo8+tFJPXWFMbzubyO99MJZu9vbDz3kGrm8ON0DPUp9ebx+gBS8LoiZu3eGizyrM9Y81OGGPIJXILyLBTi9yZh+PfZURTyUs888mFJ3vK0SDT1YQwY7z2MoPag7AT0dOSY9KL3vPGln0TzqKak9KnoDPU5diry9Sz89kI/4O+opKbyxWAc8kG3VvModrjvOeI88PGfEPMVbCT1REZk8w3zSO1v3lDwoV4a8Sb0IvM9jqLzQmwy87RUcPC0Dar07wPE8QphXu7kbhjsgtqo8UIAHvasRs7yBbIc8Lqq8O1aG8rsg2E29XxLnPC9RDz2DZFw9Wr8wvUskzDxbqsk8LL8jPMGROT3mzke8xw+YvN5C07z5CNQ8h7+9u3tdlzxqfRK9y+ajvL//zTr07YG6SyRMPEcAdTwzl4m8KJvMPJL/wDzCWq88qMwSOV89D7xs+Tw8pqmVPA=="}
\ No newline at end of file
diff --git a/dsLightRag/Topic/Chemistry/vdb_entities.json b/dsLightRag/Topic/Chemistry/vdb_entities.json
deleted file mode 100644
index 24906162..00000000
--- a/dsLightRag/Topic/Chemistry/vdb_entities.json
+++ /dev/null
@@ -1 +0,0 @@
-{"embedding_dim": 1024, "data": [{"__id__": "ent-44635b939a0dac857d1d84583d9cdbfc", "__created_at__": 1752041811, "entity_name": "硝酸", "content": "硝酸\n硝酸是一种化学物质，化学式为HNO₃，在光照或加热条件下会分解。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-3ef9475ac009d568c7243a56a5b9e965", "__created_at__": 1752041811, "entity_name": "NO₂", "content": "NO₂\n二氧化氮是一种气体，化学式为NO₂，是硝酸分解的产物之一。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-92623f14a9ca7973f1e8dc03d704db87", "__created_at__": 1752041811, "entity_name": "O₂", "content": "O₂\n氧气是一种气体，化学式为O₂，是硝酸分解的产物之一。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-c403061542df029b1cfda90a2ba8076a", "__created_at__": 1752041811, "entity_name": "H₂O", "content": "H₂O\n水是一种液体，化学式为H₂O，是硝酸分解的产物之一。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-0f7a60ce2e2d35c08c805b8754b5f887", "__created_at__": 1752041811, "entity_name": "4HNO₃", "content": "4HNO₃\nNitric acid (HNO₃) in its molecular form before decomposition, with coefficient 4 indicating stoichiometry.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-198251276e8521ff0286d28b808bed5e", "__created_at__": 1752041811, "entity_name": "Δ/光照", "content": "Δ/光照\nHeat or light as the energy input required to initiate the decomposition reaction.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-f8cdc5eed272ed6dbb4abf28e9af7bc7", "__created_at__": 1752041811, "entity_name": "4NO₂", "content": "4NO₂\nNitrogen dioxide gas produced as a decomposition product, with coefficient 4 indicating stoichiometry.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-b2cd506ebe8f0780716a9d2955a1753a", "__created_at__": 1752041811, "entity_name": "2H₂O", "content": "2H₂O\nWater produced as a decomposition product, with coefficient 2 indicating stoichiometry.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "ent-b535db2f4374c14375eb83519c3b1568", "__created_at__": 1752041811, "entity_name": "Chemical Equation", "content": "Chemical Equation\nThe complete representation of the photodecomposition reaction of nitric acid.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}], "matrix": 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"}
\ No newline at end of file
diff --git a/dsLightRag/Topic/Chemistry/vdb_relationships.json b/dsLightRag/Topic/Chemistry/vdb_relationships.json
deleted file mode 100644
index d91d9f00..00000000
--- a/dsLightRag/Topic/Chemistry/vdb_relationships.json
+++ /dev/null
@@ -1 +0,0 @@
-{"embedding_dim": 1024, "data": [{"__id__": "rel-0ce3895b50e155712e570ebde234c935", "__created_at__": 1752041812, "src_id": "NO₂", "tgt_id": "硝酸", "content": "NO₂\t硝酸\n分解产物,化学反应\n硝酸在光照或加热条件下分解产生二氧化氮。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-ebb8987a1e89a3b3153719e83d5f4bf4", "__created_at__": 1752041812, "src_id": "O₂", "tgt_id": "硝酸", "content": "O₂\t硝酸\n分解产物,化学反应\n硝酸在光照或加热条件下分解产生氧气。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-891b2fb8a2094559a40c7485411fdfbb", "__created_at__": 1752041812, "src_id": "H₂O", "tgt_id": "硝酸", "content": "H₂O\t硝酸\n分解产物,化学反应\n硝酸在光照或加热条件下分解产生水。", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-390cea23db9d113d6a29b5b24fd4b2fb", "__created_at__": 1752041812, "src_id": "4HNO₃", "tgt_id": "Δ/光照", "content": "4HNO₃\tΔ/光照\nenergy requirement,reaction condition\nNitric acid requires heat or light energy input to undergo decomposition.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-777b59555ab4ada16ec17f6bb30e7b1b", "__created_at__": 1752041812, "src_id": "4HNO₃", "tgt_id": "4NO₂", "content": "4HNO₃\t4NO₂\nchemical decomposition,product formation\nNitric acid decomposes to produce nitrogen dioxide gas.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-2d40161e9fa3230f138bfea1e73f7661", "__created_at__": 1752041812, "src_id": "4HNO₃", "tgt_id": "O₂", "content": "4HNO₃\tO₂\nchemical decomposition,product formation\nNitric acid decomposes to produce oxygen gas.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-63e675fb373cec502e9dec48449296df", "__created_at__": 1752041812, "src_id": "2H₂O", "tgt_id": "4HNO₃", "content": "2H₂O\t4HNO₃\nchemical decomposition,product formation\nNitric acid decomposes to produce water.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-5a0a6219dd03a93854afc4f8d21559c2", "__created_at__": 1752041812, "src_id": "Chemical Equation", "tgt_id": "Δ/光照", "content": "Chemical Equation\tΔ/光照\nprocess initiation,reaction driver\nHeat or light is the necessary condition for this chemical reaction to occur.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-4026560ba255f77d2ac098bd96c8864a", "__created_at__": 1752041812, "src_id": "4NO₂", "tgt_id": "O₂", "content": "4NO₂\tO₂\nco-products,reaction output\nBoth nitrogen dioxide and oxygen are gaseous products of the same decomposition reaction.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-6dd2a36729cd4b896d67402faf705987", "__created_at__": 1752041812, "src_id": "2H₂O", "tgt_id": "4NO₂", "content": "2H₂O\t4NO₂\nco-products,reaction output\nNitrogen dioxide and water are both products of nitric acid decomposition.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}, {"__id__": "rel-4142219fac56d50002b15c6da8cb31d9", "__created_at__": 1752041812, "src_id": "2H₂O", "tgt_id": "O₂", "content": "2H₂O\tO₂\nco-products,reaction output\nOxygen and water are both products of the decomposition reaction.", "source_id": "chunk-5a9f08b3c625e6554648e7b3b22438da", "file_path": "unknown_source"}], "matrix": 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"}
\ No newline at end of file
diff --git a/dsLightRag/Util/DocxUtil.py b/dsLightRag/Util/DocxUtil.py
index 608d0c5c..805c6723 100644
--- a/dsLightRag/Util/DocxUtil.py
+++ b/dsLightRag/Util/DocxUtil.py
@@ -66,7 +66,9 @@ def get_docx_content_by_pandoc(docx_file):
                 content += q + "\n"
             else:
                 content += line.strip().replace("**", "") + "\n"
-
+    # 将content回写到markdown文件
+    with open(temp_markdown, 'w', encoding='utf-8') as f:
+        f.write(content)
     # 删除临时文件 output_file
     #os.remove(temp_markdown)
     return content.replace("\n\n", "\n").replace("\\", "")
diff --git a/dsLightRag/Util/__pycache__/DocxUtil.cpython-310.pyc b/dsLightRag/Util/__pycache__/DocxUtil.cpython-310.pyc
index b4d5667cbd2b4770d852c7df3957d815a5b84b6c..c823e50323d80518a5de81e86fc9b8031a334bc3 100644
GIT binary patch
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delta 117
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diff --git a/dsLightRag/static/markdown/Chemistry.md b/dsLightRag/static/markdown/Chemistry.md
index 4265061b..df82f3ae 100644
--- a/dsLightRag/static/markdown/Chemistry.md
+++ b/dsLightRag/static/markdown/Chemistry.md
@@ -1,3 +1,2 @@
 硝酸光照分解的方程式
-
-![](./static/Images/404a6893aa3246699716c2669150683c/media/image1.wmf)
+ 4HNO_{ 3 }   \begin{array} {}   {\underline{ Δ }}   \\ 或光照 \\  \end{array} 4NO_{ 2 }  ↑+O_{ 2 }  ↑+2H_{ 2 }  O