From 1aa53949c128d6893b86c47370202be754507495 Mon Sep 17 00:00:00 2001 From: Yeongdo Park Date: Mon, 23 Jan 2023 12:34:52 +0900 Subject: [PATCH] initial commit --- ...oxygen equivalency for oxidizing gases.txt | 19 ++++ ...y for inert gases relative to nitrogen.txt | 43 ++++++++ Limiting oxygen concentration.txt | 70 +++++++++++++ Tc and LEL of Flammable Gases.txt | 97 ++++++++++++++++++ Untitled.ipynb | 60 +++++++++++ img/gas_mixture_properties.png | Bin 0 -> 49127 bytes 6 files changed, 289 insertions(+) create mode 100644 Coefficient of oxygen equivalency for oxidizing gases.txt create mode 100644 Coefficients of equivalency for inert gases relative to nitrogen.txt create mode 100644 Limiting oxygen concentration.txt create mode 100644 Tc and LEL of Flammable Gases.txt create mode 100644 Untitled.ipynb create mode 100644 img/gas_mixture_properties.png diff --git a/Coefficient of oxygen equivalency for oxidizing gases.txt b/Coefficient of oxygen equivalency for oxidizing gases.txt new file mode 100644 index 0000000..950c47c --- /dev/null +++ b/Coefficient of oxygen equivalency for oxidizing gases.txt @@ -0,0 +1,19 @@ +번호 화학물질명 산소등가계수  비고 +1 Bis-trifluoromethylperoxide 40 [1] +2 Bromine pentafluoride 40 [1] +3 Bromine trifluoride 40 [1] +4 Chlorine 0.7 +5 Chlorine pentafluoride 40 [1] +6 Chlorine trifluoride 40 [1] +7 Fluorine 40 [1] +8 Iodine pentafluoride 40 [1] +9 Nitric oxide 0.3 +10 Nitrogen dioxide 1 [2] +11 Nitrogen trifluoride 1.6 +12 Nitrogen trioxide 40 [1] +13 Nitrous oxide 0.6 +14 Oxygen 1 +15 Oxygen (refrigerated) 1 +16 Oxygen difluoride 40 [1] +17 Ozone 40 [1] +18 Tetrafluorohydrazine 40 [1] \ No newline at end of file diff --git a/Coefficients of equivalency for inert gases relative to nitrogen.txt b/Coefficients of equivalency for inert gases relative to nitrogen.txt new file mode 100644 index 0000000..3a34cba --- /dev/null +++ b/Coefficients of equivalency for inert gases relative to nitrogen.txt @@ -0,0 +1,43 @@ +No EIGA SDS No 화학물질명 분자량 Ki +1 003A Argon 40 0.55 +2 003B Argon (refrigerated) 40 0.55 +3 006 Boron trichloride 117 1.5 +4 007 Boron trifluoride 68 1.5 +5 018A Carbon dioxide 44 1.5 +6 018B Carbon dioxide (refrigerated) 44 1.5 +7 018C Carbon dioxide (solid) 44 1.5 +8 020 Carbonyl fluoride 66 1.5 +9 138 Germanium tetrafluoride 148.6 1.5 +10 061A Helium 4 0.9 +11 061B Helium (refrigerated) 4 0.9 +12 062 2H-Heptafluoropropane (R227ea, HFC-227ea) (*) 170 1.5 +13 064 Hexafluoroethane (R116, PFC-116) 138 1.5 +14 066 Hexafluoropropene (R1216) 150 1.5 +15 068 Hydrogen bromide 81 1.5 +16 069 Hydrogen chloride 36.5 1.5 +17 070 Hydrogen fluoride 20 1.5 +18 071 Hydrogen iodide 128 1.5 +19 077A Krypton 84 0.5 +20 077B Krypton (refrigerated) 84 0.5 +21 086A Neon 20 0.7 +22 086B Neon (refrigerated) 20 0.7 +23 089A Nitrogen 28 1 +24 089B Nitrogen (refrigerated) 28 1 +25 094 Octafluorobutene (R1318) 200 1.5 +26 095 Octafluorocyclobutane (RC318, PFC-C-318) 200 1.5 +27 096 Octafluoropropane (R218, PFC-218) 188 1.5 +28 132 Octafluorotetrahydrofuran 216 1.5 +29 137 Pentafluoroethane (R125) 120 3.5 +30 099 Phosgene 99 1.5 +31 102 Phosphorus trifluoride 88 1.5 +32 106 Selenium hexafluoride 193 1.5 +33 108 Silicon tetrafluoride 104 1.5 +34 113 Sulphur dioxide 64 1.5 +35 110 Sulphur hexafluoride 146 4 +36 111 Sulphur tetrafluoride 108 1.5 +37 133 Tetrafluoroethane (R134a, HFC-134a) (*) 102 1.5 +38 116 Tetrafluoromethane (R14, PFC-14) 88 2 +39 119 Trifluoromethane (R23, HFC-23) (*) 70 1.5 +40 123 Tungsten hexafluoride 298 1.5 +41 127 Xenon 131 0.5 +42 141 (1E)-1,3,3,3-tetrafluoroprop-1-ene (R1234ze, HFC-1234ze) 114 1.5 \ No newline at end of file diff --git a/Limiting oxygen concentration.txt b/Limiting oxygen concentration.txt new file mode 100644 index 0000000..2ac5aa5 --- /dev/null +++ b/Limiting oxygen concentration.txt @@ -0,0 +1,70 @@ +번호 EIGA +SDS No 화학물질명 분자량 LOC +(%) +1 001 Acetylene (dissolved) 26 2 +2 002 Ammonia, anhydrous 17 12.2 +3 005 Arsine 78 2 +4 012 Butadiene 1,2- 54 2 +5 013 1,3-Butadiene 54 2 +6 014 Butane 58 9.6 +7 017 but-1-ene 56 9.7 +8 015 (Z)-but-2-ene 56 9.7 +9 016 (E)-but-2-ene 56 9.7 +10 019 Carbon monoxide 28 4.7 +11 021 Carbonyl sulphide 60 4.6 +12 028 Chloroethane 64.5 2 +13 029 Chloromethane (R40) 50.5 2 +14 033 Chlorotrifluoroethylene (R1113) 116.5 2 +15 037 Cyclobutane 56 2 +16 038 Cyclopropane 42 2 +17 039 Deuterium 4 2 +18 040 Diborane 27.7 2 +19 043 Dichlorosilane 101 2 +20 045 Difluoroethane (R152a, HFC-152a) 67 2 +21 046 Difluoroethylene 1,1- (R1132a) 64 2 +22 130 Difluoromethane (R32, HFC-32) 52 2 +23 047 Di-methylamine 45 2 +24 048 Dimethyl ether 46 8.5 +25 049 Dimethylsilane 60 2 +26 050 Disilane 62 2 +27 051A Ethane 30 8.8 +28 051B Ethane (refrigerated) 30 8.8 +29 052 Ethyl acetylene 54 2 +30 054 Ethylamine 45 2 +31 053 Ethyl methyl ether 60 2 +32 055A Ethylene 28 7.6 +33 055B Ethylene (refrigerated) 28 7.6 +34 056 Ethylene oxide 44 2 +35 058 Fluoroethane (R161, HFC-161) 48 2 +36 059 Fluoromethane 34 2 +37 060 Germane 76.6 2 +38 131 Hexafluoro-1,3- Butadiene 162 2 +39 067A Hydrogen 2 4.3 +40 067B Hydrogen (refrigerated) 2 4.3 +41 072 Hydrogen selenide 81 2 +42 073 Hydrogen sulphide 34 9.1 +43 074 Hydrogen telluride 130 2 +44 075 Isobutane (R600a) 58 10.3 +45 076 2-methylpropene 56 10.6 +46 078A Methane 16 11.0 +47 078B Methane (refrigerated) 16 11.0 +48 079 Methyl 3- butene 1 70 2 +49 081 Methyl acetylene 40 2 +50 082 Mono-methylamine 31 2 +51 083 Methanethiol 48 2 +52 084 Methyl silane 46 2 +53 080 Methyl vinyl ether 58 2 +54 087 Neopentane 72 2 +55 100 Phosphine 34 2 +56 103 Propadiene 1,2- 40 2 +57 104 Propane (R290) 44 9.8 +58 105 Propylene (R1270) 42 9.3 +59 107 Silane 32 2 +60 114 Tetrafluoroethylene (R1114) 100 2 +61 118 Trifluoroethane (R143a, HFC-143a) 84 2 +62 122 Tri-methylamine 59 2 +63 121 Trimethylsilane 74.2 2 +64 124 Bromoethylene 107 2 +65 125 Vinyl chloride 62.5 2 +66 126 Vinyl fluoride 46 2 +67 139 Trimethylborane 56 2 \ No newline at end of file diff --git a/Tc and LEL of Flammable Gases.txt b/Tc and LEL of Flammable Gases.txt new file mode 100644 index 0000000..005382f --- /dev/null +++ b/Tc and LEL of Flammable Gases.txt @@ -0,0 +1,97 @@ +번호 화학물질명 상태 CAS No. UN No. Tc(%) LEL(%) +1 Acetylene 가스 74-86-2 3374 3 2.3 +2 Ammonia 가스 7664-41-7 1005 40.1 15.4 +3 Arsine 가스 7784-42-1 2188 3.9 3.9 +4 Bromomethane 가스 74-83-9 1062 13.9 8.6 +5 1,2-Butadiene 가스 590-19-2 1010 2 1.4 +6 1,3-Butadiene 가스 106-99-0 1010 2 1.4 +7 n-Butane 가스 106-97-8 1011 3.6 1.4 +8 1-Butene 가스 106-98-9 1012 3.3 1.5 +9 cis-Butene 가스 590-18-1 1012 3.3 1.5 +10 trans-Butenes 가스 624-64-6 1012 3.3 1.5 +11 Carbon monoxide 가스 630-08-0 1016 15.2 10.9 +12 Carbonyl sulfide 가스 463-58-1 2204 6.5 6.5 +13 Chlorodifluoroethane (R142b) 가스 75-68-3 2517 26.4 6.3 +14 Chloroethane 가스 75-00-3 1037 5.8 3.6 +15 Chlorotrifluoroethylene (R1113) 가스 79-38-9 1082 7.4 4.6 +16 Cyanogen 가스 460-19-5 1026 3.9 3.9 +17 Cyclobutane 가스 287-23-0 2601 2.9 1.8 +18 Cyclopropane 가스 75-19-4 1027 3.4 2.4 +19 Deuterium 가스 7782-39-0 1957 6.7 6.7 +20 Diborane 가스 19287-45-7 1911 0.9 0.9 +21 Dichlorosilane 가스 4109-96-0 2189 2.5 2.5 +22 Difluoroethane (R152a) 가스 75-37-6 1030 8.7 4 +23 Difluoroethylene (R1132a) 가스 75-38-7 1959 6.6 4.7 +24 Dimethyl ether 가스 115-10-6 1033 3.8 2.7 +25 Dimethylamine 가스 124-40-3 1154 2.8 2.8 +26 Dimethylpropane (neopentane) 가스 463-82-1 2044 2.1 1.3 +27 Ethane 가스 74-84-0 1035 4.5 2.4 +28 Ethyl methyl ether 가스 540-67-0 1039 2.8 2 +29 Ethylacetylene 가스 107-00-6 2452 1.8 1.3 +30 Ethylene 가스 74-85-1 1962 4.1 2.4 +31 Ethylene oxide 가스 75-21-8 1040 4.8 2.6 +32 Fluoroethane 가스 353-36-6 2453 6.1 3.8 +33 Fluoromethane 가스 593-53-3 2454 9 5.6 +34 Germane 가스 7782-65-2 2192 1 1.0 (estimated) +35 Hydrogen 가스 1333-74-0 1049 5.5 4 +36 Hydrogen selenide 가스 7783-07-5 2202 4 4 +37 Hydrogen sulfide 가스 7783-06-4 1053 8.9 3.9 +38 Isobutane 가스 75-28-5 1969 3.4 1.5 +39 Isobutene 가스 115-11-7 1055 4 1.6 +40 Methane 가스 74-82-8 1971 8.7 4.4 +41 Methyl chloride 가스 74-87-3 1063 12.3 7.6 +42 Methyl mercaptan 가스 74-93-1 1064 5.7 4.1 +43 Methyl nitrite 가스 624-91-9 2455 5.3 5.3 +44 Methyl silane 가스 992-94-9 3161 1.3 1.3 +45 Methylacetylene (propyne) 가스 74-99-7 3161 2.5 1.8 +46 Methylamine 가스 74-89-5 1061 6.9 4.9 +47 Methylbutene (3-methylbut-1-ene) 가스 563-45-1 2561 2.4 1.5 +48 Monoethylamine 가스 75-04-7 1036 5.7 3.5 +49 Phosphine 가스 7803-51-2 2199 1.7 1.6 +50 Propadiene 가스 463-49-0 2200 2.7 1.9 +51 Propane 가스 74-98-6 1978 3.7 1.7 +52 Propene 가스 115-07-1 1077 4.2 1.8 +53 Silane 가스 7803-62-5 2203 1 1.0 (estimated) +54 Tetrafluoroethylene (R1114) 가스 116-14-3 1081 10.5 10.5 +55 Trifluoroethane (R143a) 가스 420-46-2 2035 11.3 7 +56 Trifluoroethylene (R1123) 가스 359-11-5 1954 13.1 10.5 +57 Trimethylamine 가스 75-50-3 1083 3.2 2 +58 Trimethylsilane 가스 993-07-7 3161 1.3 1.3 +59 Vinyl bromide 가스 593-60-2 1085 9 5.6 +60 Vinyl chloride 가스 75-01-4 1086 6.1 3.8 +61 Vinyl fluoride 가스 75-02-5 1860 4.7 2.9 +62 Vinyl methyl ether 가스 107-25-5 1087 3.6 2.2 +63 Acetaldehyde 증기 75-07-0 1088 6.5 4 +64 Acetone 증기 67-64-1 1090 4 2.5 +65 Benzene 증기 71-43-2 1114 2.3 1.2 +66 Carbon disulphide 증기 75-15-0 1131 1.3 0.6 +67 Cyclohexane 증기 110-82-7 1145 1.8 1 +68 n-Decane 증기 124-18-5 2247 1.1 0.7 +69 Diethyl ether 증기 60-29-7 1155 2.4 1.7 +70 Dimethyl acetylene (2-butyne, +crotonylene) 증기 503-17-3 1144 2 1.4 +71 2,2-Dimethylbutane (neohexane) 증기 75-83-2 1208 1.9 1.2 +72 n-Dodecane 증기 112-40-3 — 1 0.6 +73 Ethanol 증기 64-17-5 1170 5.6 3.1 +74 Ethyl acetate 증기 141-78-6 1173 4.6 2 +75 Ethyl chloride (Chloroethane) 증기 75-00-3 1037 5.8 3.6 +76 Ethyl formate 증기 109-94-4 1089 3.8 2.7 +77 n-Heptane 증기 142-82-5 1206 1.3 0.8 +78 n-Hexane 증기 110-54-3 1208 2.3 1 +79 Hydrogen cyanide 증기 74-90-8 1051 5.4 5.4 +80 Isooctane (2,2,4-trimethylpentane) 증기 540-84-1 1262 1.6 1 +81 Isopentan (2-methylbutane) 증기 78-78-4 1265 2.1 1.3 +82 Lead tetraethyl (tetraethyllead) 증기 78-00-2 1649 1.8 1.8 +83 Methanol 증기 67-56-1 1230 12.5 6 +84 Methyl acetate 증기 79-20-9 1231 5 3.1 +85 Methyl ethyl ketone (butanone) 증기 78-93-3 1193 2.4 1.5 +86 Methyl formate 증기 107-31-3 1243 8.1 5 +87 Methylene chloride (Dichloromethane) 증기 75-09-2 1592 21 13 +88 Monochlorosilane 증기 13465-78-6 2986 1 1.0 (estimated) +89 Nickel carbonyl (tetracarbonylnickel) 증기 13463-39-3 1259 0.9 0.9 +90 n-Nonane 증기 111-84-2 1920 1.1 0.7 +91 n-Octane 증기 111-65-9 1262 1.3 0.8 +92 n-Pentane 증기 109-66-0 1265 1.8 1.1 +93 Propyl formate 증기 110-74-7 1281 4.6 2.1 +94 Propylene oxide 증기 75-56-9 1280 3.7 1.9 +95 Toluene 증기 108-88-3 1294 2.3 1 \ No newline at end of file diff --git a/Untitled.ipynb b/Untitled.ipynb new file mode 100644 index 0000000..7271c12 --- /dev/null +++ b/Untitled.ipynb @@ -0,0 +1,60 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 혼합가스의 구성성분\n", + "H2(4%), CH4(6%), Ar(27%), He(65%)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# ISO 10156 기준을 정용한 혼합가스의 폭발하한계 산정과정" + ] + }, + { + "attachments": { + "gas_mixture_properties.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 1단계에서는 주어진 자료와 <부록 1> 및 <부록 2>의 자료를 찾아 아래의 표와 같이 정리한다.\n", + "![gas_mixture_properties.png](attachment:gas_mixture_properties.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2단계에서는 혼합물질의 인화성 여부를 확인하기 위해 먼저 식 (4-2)를 사용하여 인화성 가스의 당량 함유량(′)를 구한다. 계산하면 수소와 메탄의 당량 함유량 은 각각 다음과 같다." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/img/gas_mixture_properties.png b/img/gas_mixture_properties.png new file mode 100644 index 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