몰 질량 of C21H16FN3OS (SB 203580) is 377.4346 g/mol
C21H16FN3OS 중량과 몰 사이의 변환
다음 물질의 원소 조성 C21H16FN3OS
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 21 | 66.8261 | 수소 | H | 1.00794 | 16 | 4.2728 | 플루오린(불소) | F | 18.9984032 | 1 | 5.0336 | 질소 | N | 14.0067 | 3 | 11.1331 | 산소 | O | 15.9994 | 1 | 4.2390 | 황 | S | 32.065 | 1 | 8.4955 |
몰질량을 단계별로 계산하기 |
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먼저 C21H16FN3OS에 있는 각 원자의 수를 계산합니다.
C: 21, H: 16, F: 1, N: 3, O: 1, S: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, F: 18.9984032, N: 14.0067, O: 15.9994, S: 32.065
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C21H16FN3OS) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) + Count(S) * Weight(S) =
21 * 12.0107 + 16 * 1.00794 + 1 * 18.9984032 + 3 * 14.0067 + 1 * 15.9994 + 1 * 32.065 =
377.4346 g/mol
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화학 구조 |
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![C21H16FN3OS - 화학 구조](data:images/png;base64,iVBORw0KGgoAAAANSUhEUgAAATwAAACvCAYAAABggGJfAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAB3RJTUUH5wwYEgMAo0c3NgAAAAZiS0dEAP8A/wD/oL2nkwAAIDBJREFUGBnswQm81nWBL+DnHA67LC64oKGY5EJZpOa4lSmt5p30QtZUTGbSqtStkbaZcJxmaLxm2JSD2XTBtBlstGKsXMo0MuT8D6lJppjmhuAuyM4538uHw4e3E5obwvue83sexSavwFl4CAtwgKIoim5kB3wMv0YQBMHjeKWiKIoG1gfHYyZWIAiexEycivsQLMNfK4qiaDAHYRqWIAjacTUmYKCavpiBoANTFEVR1LfsxZDP4XYEQfAbfAq7+ssmoR3Bt9FHURRF/chgMoFcTTr42K8RLMI0vNbTG4nxNnccliKYg50VRVFsO2khbyeXkBUkJGQ5refgzehlc0MwAVejAysx1OYOxB8R/AGjFUVRvHj5N3KyLnIU+azNZDSZSh4kISHtZA6ZSAbZXAvegf/CSgTBU5iJPTy93XAjgqU4XlEUxYuTlWQV2c8mmUjm2iC7kUmkjYSEhNxGppC9Pb3RmIoHEQTtmIOJGOTZ9cVFCNZhsqIoihcuK8kPyM9Jkw0ykcwl48g6EhLyEDmPHOJpZQ9O+RhuRRAEt+IM7OH5a8JktCP4FvooiqJ4/rKSHEbuIe+3QSaSuWRn8hSZTcaTPjaT/mQ8mU3Wct88BI9iOo60ZYzDcgS/xDBFURTPT1aS15B3kyVkBzKRzLVBBthMmslYMpMsIyEhK2m/mF7HocWW9xrcg+BOHKAoiuK5y0ryGhvkGvINMpHMtZnsT6aQu0hISEhFJpGdvPSGYx6CpXiHoiiK5yYryWtskP3IcnIemWuTnEraSEhIyB3kH8hIW18/fBfBOkxWFEXx7LKSvMYm+Weymsy1SS4kIY+TmWQsabJtNWEy2hFMR29FURTPLCvJa2yS/uQuMtcmOZCcSPqqP+OxHMH12ElRFMXTyzFkkC6yDzlE4xiDexEsxH6KoiieXr5A/oscqnENRyuCx3CsoiiKzWUOCTlGYxuI/0awFqcpiqKoSRN5nITsrPE1YQo6EFyD/oqiKMgIEvKQ7uW9WIOgTVEUBXk7CblG9/MpBO1oVhRFT5fJJORcja0ZfXX1ZgTLFEVRkItIyCka235Yi6vU/C2C7ymKoiA3kZDXaWzjEfxQzdkIvqAoip4uLWQV6SCDNLYzEXxZzU8R/C9FUfR0OYCE/EHjuwzBu9U8gGBvRVH0dHkXCfmBxrcQwSt12h7BU2hWFEVPl7NIyFkaW3+swxr00en1COYqiqJg2SwS8m6N7WAEt6j5OIILFUVRrLeQXg8wdn+N7WQEl6g5H8EkRVH0eAPQjtXoo7Gdg+BzauYgOFZRFD3eIQhu1viuQnC8mscR7Kwoih7vgwi+q/EtQrCXTi9D8LCiKIr1vorgsxrbDgiWoUmntyP4maIoivWuRvAOje1oBL9WcwaCrymKoljvQQR7amyfQHCBmpkIPqQoih5vJwRL0aSxTUdwuprfIDhUURQ93hsR3KDx/QrBG3VqwUp0YJCiKHq80xBM19ia8DiCYTrtj+AuRVEU612A4DRdnYHXaxx7InhQzXgEP1QURbHeDQiOVnMMOrAaH9QYjkNwtZozEfyToiiK9ZahHf+opglTEATT0Et9+yyCr6q5DMG7FUVRrPdzBO34qK4+iNUIfoIh6td3EXxQzUIEr1QURbFeMy5FB4Lp6K3mCCxB8FuMVJ9uRnCITv2xDmvQR1EUxZ84CSsQXIWhavbGrQgewRvUlxasQjsG6nQwglsURVE8jb/CgwgWYj81g/AjBKvwAfVjNII71ZyM4BJFURTPYHdUCB7FMWp6YSqCYBqabXsnIbhczTkIPqcoiuIvGIjLEKzFJ3T1IaxG8GMMtm0djVn4uJqrEByvKIriWTRhCoJgOlrUHImHENyCPdWXRQj2UhRF8Ry9GysQXImhal6OBQgexuvVhx0QLEOToiiK5+EwLEZwB/ZVMwizEazCBNvWXvgPBAsVRVG8AHugDcGjeKOaXpiKIJiGZlvPYEzA1ehA8CiCC9BbURTF87QdfoBgLT6mq4lYg+D7GOil04Lj8D2sQBA8hYvwj1iOYA6GKYqieJ6aMAVBMA291ByFhxHcjBG2rNGYigcRBO2Yg4kYpObVuAfBnThAURTFC/AerETwEwxRsw9uQ7AIr/PiDMcktCEIgtswBSM9s+GYh2Ap3qEoiuIFOBxLEPwWI9Vsj2sQrMAJnp9+GI/ZWIsgeAzTcaTnrh++i2AdJiuKongBRuJWBI/gDWpacB5W4BDPrhlHYjqWIghWYTbGo7cXpgmT0Y7gAvRWFEXxPG2HHyFYjQ/o6uX+sv0wBXchCIIKk7CTLWc8liO4HsMURVE8T70wFUEwDc2e2faYiDkIguAeTMUoL53X4F4EC7G/oiiKF+AUrEbwYwxW0xfHYxbWIAiewEyMRZOtYzhaETyGsepWdiUVmaSLfJKcaYOcRc6wmVxBjlUUxUvmCDyE4CGche/iYQTBOlyNCRhg2+iHixGsw+nqUkaQkCfJ3jbJ2WSGDXIROc9mcg8ZpyiKl9Q+WIwgCIIFmIxd1IcmTEEHgunora5kBAn5JvmJTXI2mWGDXETOs5ncQ8YpiuIlNwI34VFch/3Vr5OwAsFVGKpuZAQJ2Y0sIe+yQc4mM2yQi8i/kT6kD+lD+pB7yDhFURR/5q/wIIKF2M82lWayCxlBQgaQvyUPkMHkbDLDBrmItJO1ZC1ZS9aSkHGKoiiexu6oEDyKY2xV2ZtMJLPII+QGMoKEDCBN5Fryf8nZZIYNchE5z2ZyDxmnKIriGQzEZQjW4hNeEmkiryKnk8vIIyQkJCTkdrI3CRlgg7yKLCeXkxk2yEXkPJvJPWSc7qUfzsY9+B98GZ/GB3EC3oAD8TIMVBTFs2rCFATBdLR40bI3mUhmkYdJSEhIyCIyi0wkI22QESRkgE1yDukgM2yQi8h5NpN7yDjdy1UIgiAIgiAIgiBYiUVYgDmYjZmYhimYiONxJEZjOPopih7m3ViB4EoM9dw1YTQ+jkv55JUkJCQk5B4yg3yA7OVpZQQJGWCTDCL3kxk2yEXkPJvJPWSc7uMArEZwDb6EL+D/4tu4HL/AzbgPTyEIgiAIgiAIgiAIguW4D7fgOlyLOzAFTYqiGzoMixHcjn09s70xETNxH4Ig7PwouYfMJB8ke3tO0ky2J026yECyHXklGUIG2UyGkb66hxa0Ivh3z09/DMdoHInjMQGTMBUzMRtzsACLsApBEARBEEzXQ4T9wvTw6/CrcG7YQ9Ft7YE2BI/ijTrtjQmYjnsRBEHwIGZhIkbbotKHXE1WklG6vykI7sYgW8dA7IFX4Q34CG5B8DB66ebCmLA0XBDeFI4Ll4fFYU9FtzUIsxGsxUMIgiB4ABfjVIzykst3SMgvSJPu69VYjXYcratzcRX+E+fjn/EZnIITcTRejRHYzovXF39A8B7dXPhZmOlPhKZwXfh/im6tCedjMYLFmIVJOAhNtqrsQJaQkAm6p95oQzDN5uYgCIIgCIIgCII1WILbcAOuwEU4D2fik5iA43EkDsBuaFHzIQS/Q7NuKjSHleFYfyacHO5UdHvvRHCNupD3k5BHyDDdz1kI7sJ2Njcab8ZJ+Ag+j7NxIS7DtbgJ92IZgiAIgiAIgiAIguB1anrjbgTjdFNheEh4hT8Tjg1rQ7OiWzsZwX+oG7mahHxH9zIGa9CO19syemMX7IfD8Ha8D6fhH/A1zMCPMAcLsAgv19VHEdyEJt1Q6B86wiH+TDgxPKTo9v4PgnPUjexDVpAOcqzuoS9uQXCO+tMX9yH4a91UuCd83J8JXwm/VHR7ZyH4opq5eByvts3kCyTkDtJP4/sXBL9Hf/XpdATz0aQbCp8P94ZRNgqHhCfDexXd3jcQfFzNQgSjbDNpITeRkDM1ttdiDdpxpPrVDw8geLtuIrwlNFkvtITzw1Phl+HG8FT4kqJHuATBe9Q8gmBH21QOJe1kNTlAY+qLWxF8Rf37NIK5uoHwrpBwmT8Rhoe3hzeHnRQ9xk8QvFWnJqxDB1psc5lOQq4nTRrP2QhuQ3/1bwCWIHiTBhaGhSUh4cOKYr0bERyq0xAET6gLGUr7Ij57PUNP1lgOwzqsxes0js8i+JUGFr4fEn4WmqwXhoWLwx6KHukOBKN0GongbnVj5DgEj2IXjaEfFiD4ssYyEA8jOFoDCn8TEp4MI2wULg0Jlyt6pEcQ7KTTaxG0qS+zEVysMZyL4Hfop/H8PYKfaTBhWHgoJHzIRuHdIeGpsLeix2nCWnSgRaexCK5RX/bEMgTHqW+HYx3W4hCNaTAeQ3CUBhL+OyRcHZqsF4aFJSFhoqJHGoLgSTXjEcxSf85AcDcGqk8DcAeCf9TYzkTwUw0ivC8kPBH2sFH4fki4JjQpeqS9ENytZiKC6epPC+Yj+Bf16esIbkYfjW0onkBwuDo3f77ht17m1jXbmx8+YKPwvpDwZBih6LHGIJiv5rMI/kV9OgTrsBavUV+OQDvW4iDdwz8jmK3OVZX/qSqp5plto7BbeDQkfFDRox2L4Bo1X0Fwhvr1dQQ3oll9GIiFCL6k+9gRyxAcrE61tvpgVUlVeWLuXHvYaNUIF4SEH4cmRY82DsGlai5AcKr6NRj3Ifio+vBNBL9Bb93L2QguU4duusnuVeWxqpLWVu+3UWurCdU87Q+N99Owu6LHm4jgAjXfRzBOfTsRwZPY3bZ1DDqwGgfqfnbBcnTgQHUk0dTW5sdVJa2tfmSj+fMNryqPVZVUlb9VFOtNRjBVzc8QHKN+DMCXMUBXP0JwN2bga/gHnIb34e04DPthF/S25Q3GHxF8Qff1NQT/pY60tTm1qqSqPDJvnl1tVFWuqCqpKrMVxUZTEUxWMx/BGPWhCbMQzNLVN7AGQRAEQRAEQRCsxCIswBzMxkxMwxRMwgQcjyMxGsPR4uldgGA+euu+dsMKtOOV6sBNN9m9qjxeVdLa6j02am11SlVJVXl87lx7KIqNpiOYqOaPCPZUH85E8CRGq3k/gjX4IibgkzgT5+G7uAI34DYswRoEQRAEQRAEQRAEQfAY/oBWXIWfowOrMFr39w0E31UH2tqcWlXaW1v9t41uusnuVeWxqpK2Nu9VFH/iUgTj1TyJYLBtbxw6sA7HqTkcqxB81PPTH8MxGkfieEzAJEzBNMzEbMzBAizCWgRBEAQP4Ke62guf1v28DKuxDvuqA21tjrr5ZjtbL9HU2uonVSVtbX6oKP7MNQiO1akFHViLJtvWQViO4BNq9sRiBF+zdW2Pl+NgvAlfRPAEhurUB0sQHKX7uQDBd9SZ1lYfriqpKo/Mm2dXRfFn2hC8VqdhCB62bQ3H/QguVLMdbkZwJVpse79A8Hk1UxBcpfvZE6uxDqNsZXPmGFRVPt3a6j+qyrS2NifYqLXV0VXlrtZW71YUT+NuBHvp9AoEt9t2+mMeguvQR6dm/ADBbRiqPhyL4BEM0mkIHkdwhMa2PXrp6jsIfoyjcSBehu28hK69VktVqVpbXVdVPlJVPlNVzvMnbrhBf0XxDJ5AMESnQxHMtW004T8R/AE7qflXBI9iH/Xllwj+Ts0/IbhC42rClZiLvdUcheVYgSAIgtVYjNvwK/wPLsI0TNlxRx9tbTWhrc07WlsdMX++A+bNs+vChfp6Fm1tDqwqqSo7KYrnqRc6sA7NOr0NwU9sE785gx0fw2N4hZq/RbAGb1R/3opgMQbotCOWIjhEY/owgkewq05N+AmCe/EL3Ix78RSCIAiCIMiAAX5XVVJVUlVSVVJVUlVSVZZXlfuqyi2tra6rKpe3tvqPqnJOa6u3tbXZp6qkqnxMUTxPOyJ4RM3fILjYVpf3kg5W3ckux6o5AqsQfFj9uhHBJ9V8BcEPNJ49sRTBSWpORfA4dre5PtgF++NwHIf343R8aZ99nNnWZmZVmV1V5lSV31WVB6vKqqqSqpKqkqqSqpKqkqqSqvIv1qsqX6wqq6vK7VXls3PnGqwonoNRCBaqORTT8H5bVQ4my0nIx2ySkTz0S4YvwVfVt+MRPIj+Ou2EZejAQRpHE65E8AM1u+NxBO+xhd18s4Fz59qjqrxq3jxvqCrvbGtzclX5dFubo2xUVXZqa/PxqnJHVamqSm9F8Sxeh+BG21SGk/tJyHk2yWDyWxKeuAS91L9WBB9X81UEl2ocH0fwMHbRqQk/RfBDdWD+fMOqSsf8+Q5TFM/irQh+bpvJduQmEnIVabFBmsmPSMjvyBCN4UQE96KvTrtiBTrwKvVvJJYiGKfmIwgexi62gWuv1VJVetuorc0+VSVtbfZXFH/BgbgF92EdZmEsmmw1aSY/ICG/J0NtknNIyCNkH42jCTcjmKjm6wguUd+a8QsE31OzF5YieJdtpK3NW6rKkqpycVX5VlVZ1Nbme4kmxRazGw7VPQzAV7AGwWNYhyC4A5/BMC+5TCUhj5JRNskHSMgacrTGcxKCe9BHpz2wCuuwr/p1OoKHsLNOTbgSweW2sdZW+7a2en9VOW3ePG9QbDFN+CraESzFWI3rjbgdQTumYzB2w2TcjSBYjVkYiyZbXCaQkDXkGJvkSLKKhJyqMTXjtwhOVvPvCGaoTyOxDMH/VvMJBA9jZ3WmtdW+ra0uam01TvGCvRK/QhB0IAh+gtdqHLtgJoLgZhxqc80Yi1lYiyC4A5MxzBaRPuROEnKqTTKSPERCvqKxvQ/BnWjRaQRWYx1GqS/NuA7BRWpGYhmCcepQa6sPV5VUlVsTzYrnpT+mYDWCRTgDO2MKHkfQgVl4hfrVhAl4BMFyTEEfz+5lOBP3IwhW4bucfrgXLcPJ6TbJIPJbEvJj0ktj64XbEbxPzbcRXKi+/B8Ei7CDTs34BYKL1amq0ruq/LGqpK3NCYrn7A34PYIOTMdgXe2AqViBoB2zMFJ9GYWfIQiuwF6ev2aMxSysxVruXUxuJ5PJTl609CKzScgCMkT3cDKCO9BLp5djLdZgpPqwL1YgOEHNJxE8hGHqWGurT1SVVJXfJJoUf9EOmI4OBDfjr/xlu2MaViNYjenY2bbVD1OwCsGDmGDL2JPDPkMeICEhK8lMcqQXLG8lHWQx2VP30Rt3IThJzUwE59v2mvFLBN9RszeWIThRnVu4UN+qcn9VSVubdyieVhMm4GEEKzAFfWzuMHwKfXW1F6ajHcEyTMVgW9/rcRuCDszEjra4NJOxZBZZR0JCfk8mkx1tJgPIEJvJ9qQXeRc5XPczEcECNOs0CuuwBnvats5A8AC216kZ1yOYoUG0tvpUVUlVqRJNii72wTUIgp/jFZ7ZLxDch4lo0dUrMQtB8DAmo5+X3vaYjg4Ev8XhtorsTiaTe0lIyCoyi4y1Sc4l7eRQXaSdjNF99cYfEZyo5nsIzrPt7IcVCN6m5jMIFmEHDeLaa/WrKouqStravEWxQW9MxioEizHBsxuLNgTBbRiPJl0dhl8gCO7FRPTy0hiPhxCswBT0sdWlN/nf5CrSTkJCbiEnkXPJo6QivWySdjJG9/ZxBL9Bk04HoB0rMdzW14IbEXxLzb5YgeCdGkxrqzOqSlpb3aBwFH6HoAMzsaPnrgnjcQeCYB6Ot7mxmI8g+B3Go8mW8XJchSD4BfZVF7IHmUzuIyGfIueSb5EF5HSbpJ2M0b31xf0IjlfzfQTn2Po+j+B+DNWpGb9E8G0NaMEC21WVh2+80eLx471BD7U9pqMDwR04xgvXGxPxAIJgDo7SVTPGYyGC4EYc64XrjclYieBRTESTupM+ZDzZkZxLzidjyZNkuA3STsbo/j6JoA1NOr0aHViOnW09+2MlOvBWNZ9FcD+216A+8AGn9eljJa7VA43HQwhWYgr62jIGYBKWIAiuxqt11RsTsQhBcDUO9vwciQUIOjATO2kIOZecb4PMIrNskHYyRvfXDw8geKuaHyKYautowTwE/65mf6xE8DaNbTAeQ/B6PcTLcSWC4Drs56UxCJPxJIJ2zMLeuhqAyXgcQQdm41X+sqGYhnYEC3GshpJzyfk2yO5kKTmatJMxeobPIPi1moMR/AG9vPT+HsEfMUinFsxDcIHuYQqCq3RzvTEJTyF4DBPR5KW3E6ZiFYLVmI5ddbUDpmI5gnbMwkibG48lCNZgKvpqODmXnG+TfJrMJ+1kjJ5hIJYgOFbNOAz00jsQq9GBN6v5AoL7MVT3MASPIzhCN3UEbkUQzMIwW98ITMc6BE9hKobqahimYhWC1ZiOXbA3fooguB77a1g5l5xvk7SQm0jIGD3H5xDMsfWdhOX4hpoDsBIdeIvu5Z8QXKGbGYppaEewEGNtewdgFjoQPIrJ6K+rfXAJ2hEsxyoEj+BkNGlo+SI5Sxc5ivyBHKDn2A4PI3i7rW8fbKdTC1oRfFP3syOWIjhENzEB9yNYg6nop74cip8jCO7DRLToajRmYQWW4fvYWdHdnIdgGf4Oh2Ff7Izetp4vIbgbg3RPX0HwAw2uD+5DEFyH/dW3sagQBL/HBDTraimCIYruaE+0IwiCIAhWYhEWYA5mYyamYQomYQKOx5EYjeFo8dyNwWp04E26r52wDB04SAP7IoIOnINmjaEJJ+EOBMEMXT2IYDdFd3U4fo/b8Wv8HkuwFkEQBEEQBEEQBEEQPIo70Yor8Z84H/+Mz+AU/CtWIPg33d8/4O8xRAP7NwR3aUwtmIC78TZd3YVgb0VP1B/DMRpH4nhMwCRMwTTMxGzMwQIswloEQRAEQRAEQbAGO+s5euMd+DucjlfoNBinoo+u9sWJ6sQJCC5X0xvbo6/G0c/mbkUwWlE8d03YAS/HIXgzTsJH8HmcjRl4APPwRj3HrrgFf8S3cCmW4X0YhWCork7BLerEWxD8VM25CD6lsbUiOERRFFvCf2I+Bqs5CMMwCsFQXZ2CW9SJ1yO4Xs2XEXxeY7sOwesVRfFiNWEFTvL0RiEYqqtTcIs6cTCCVjVfRHCWxvZTBG9VFMWLtTuC0Z7eKAQzcSEuxIW4HreoE6MRLFDzaQTnaGyXIThBURQv1ssQ7O/pjUIwCRMxERMxA7eoEyMR3KXmowi+qbFdjOC9iqJ4sZqxCn/t6Y1CMFRXp+AWdWJXBIvVfADB/9PYvoXgQ4qi2BL+B9eit82NQjBUV6fgFnViMIIn1bwLwX9pbOchOF1RFFvCPrgfFT6Hz+Cn+F8YhWCork7BLTptj+/hh7gCQ21lvRGsVXM8gtka21cQTFYUxZYyBJ/AN3E23ov+2AH/iH66ei0+ptNwjNbpLPy1bWAtgt46jUVwjcY2BcEURVHUiyH4FP4bQ20DSxEM1ulwBDdobGcg+FdFUdSLfjgCl+NI28BiBLvoNAbBbzS20xB8XVEU9WAgdtDpVJxuG7gbwUid9kVwu8Z2CoILFUVRD/bBD3ExrsCutoEFCA7QaQSCezW2v0FwiaIo6kmzbahCcLBOOyF4RGN7J4LLFUVRbHQ9gqN0Gohgucb2FgRXKoqi2OhKBG/RqRkd6ECTxnUUgusVRVFsdDmCd6pZiaCfxnUwgkpRFMVGlyD4GzWPIdhB4zoAwQJFURQbfRvBKWruR7C7xjUSwd2Koig2+jqC09QsRDBK49oVwWJFURQb/SuCM9TcjOBAjWswgqWKoig2moLgS2rmIvgrjas3grWKoig2moxgqpqfI3ijxrYWQW9FURTrnY7gPDVXIDhOY2jCe9FfV08iGKwoimK9DyH4lppLEYxT//bBNQi+rKvFCHZVFEWx3nsRXKzmfDyEE9SvvpiCVQgW4yRdLUNwmKIoivVOQHCZxnEUfoegAzOxo66+hA4ExyiKoljvrQiuVP+2x3R0ILgDx+hqT8xGENyBJkVR9HgDMQMPYxkmo6/6NB5LEKzEFPRV04JJWIrgCXwdLYqi6PFOwP0I1iIIFuI9aFYf9saVCILrsJ+uXoN5CILZ2ENRFD3ecFyKIGjDQRiLmxEEt2K8bac3JuEpBI9hIprUDMBUrENwP05QFEWP14yJWIrgCUxCLzXNGI8/IAhuwNG2riNwK4JgFobp6h24B8FaTMN2iqLo8V6NGxEEs/Eyz6wPJmIxguBqjPHSGoJpaEdwJ96kq90wE0EwHwcriqLHG4CpWIvgAZzouRuIyXgCQQdmYR9b3vG4D8EaTEU/Nc2YiCcRPIXJ6KUoih7vOPwRwVpMwyAvzI6YipUI1mA6hnvxRuLHCIJfYrSuDsSvEQSzMUJRFD3bmPnzh4/51a9mtgwZ8hiCVrzWlrEHpmMtguWYiu09fy2YhGUIHsckNKvpjylYjeABjFMURQ+XNB9UVR87qKqeOKiqsv+MGddgEnrZ8vbDLHQgWIqpGOS5GYNWBMFs7K6rt+FuBO2YjsGKoujZDqqqVx3c2nrDQVWVg6oqB1XV7IOqaoSX3iGYjSB4CJPR1zPrjyUI/oC36GoXzEQQ3IRDFUXRsx12ww39D25tnXJQVa0+qKry/9uDf9am4iiOw58qFhF0iENGnVxcJOd3iQGFDoqvoKMZuzt1Ebyjb0DQ1d0loCCKQ4d4yfleSq1FF8HJDkqGgn8We0QcBBXctM09z2PSu+I+5t+7BGwAAQTwFlgDjvJn14HbwAl+WgLGwAcggI9ADRwjpdRtxX3FpNcmhUlfi/u9YdOc4v+6AmwBAQTwEljl784Bz4AAAngInCGl1G3DpukP2va+SWFSmLQ1aNuLHBxHgFXgDRBAAM+BFX53HKiBL0AAu8CYlFI3mLRu0tykuUlzk+bF/SkRS8V9bNJ7k8KkT8W9Pr+zs8zBtAysAbtAAAE8ASp+uAq8AgLYB+4DPVJK3VHca5MeD5umP2ya/rBp+qPptGfSuklhUgza9tGFzc2zHA4ngVvAHhDAPvAZCCCAF8CIlFL3FPe6uE/4xWg67Zm0VdzHHE6ngTtAAAEEcBdYJqXUTcW9Nmmjms2qajarqtmsGk2nPb6LWOLwGwI3gMuklLqtuNcm7Zm0bdK2SduDtr1GSiktmuJeF/cJKaW06Ip7XdwnpJTSoivudXGfkFJKi86km8X9ASmltOC+AbPWWYqTPGwFAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIzLTEyLTI0VDE4OjAzOjAwKzAwOjAwCAGjXQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMy0xMi0yNFQxODowMzowMCswMDowMHlcG+EAAAKKelRYdE1PTCByZGtpdCAyMDIzLjA5LjMAADiNfVVbbtswEPz3KXgBE/vkkp9xnBZFERto0t4h/70/OislEQMQFa2FSI32Obs+lbx+XX++/S2fl1xPp1LoP78xRvmjRHR6LvlQLk/ff9zK4+vD5ePk8f779vpSJAo22/qKfXi9P3+ccHksUXtwCJUz1xbhA19U2q7jUykvAAqzcZQzVVUKkwVQy730ShYtUs9gc1nhDJa9BltvnApFBnssgA6gwcXeqKeLFmbCC2ADUKt2IZcEakjXtgAGgFJDOKynaRIfvS+AfdPo3om4MKIfEr7AjS0WcgMUOOZoY+UhozipRxya8n24j1XMzOWGY2mq7hkLkKa6QgpUAsDSvWlG49zUxwqqO5SkjUjA6MRr87aZN4lA7ZBJa2SrTHIW5yyVAynK0IcJ6SpF3HbjA9VB1rUaTIetkFmesyJk8CFQeu3ceJnODjfPVg3GG9hee/OgZehZISBDw6Wj+NpjxJLntFv33gytBrpJY10RWHiPXccgpDYJxyDfyrzIrjQEbN/ap7GorOopuns6hitylnwnVGsJtXcoPAAN4MqgDuatoL470NgIFN2eaM1lae9hmW4NJ7WDW7SERvlWzg19QZpNjACpia4ceLpdv8ydfRJd7rfrMYlyyTFvcukxVfCu2DE8cvkxIrAp7RgEhjuOdjfc/Whqwz2O3mW85blHLQXz1IyWgmVqOkvBOvWWpWCbeoi3E5+axVJwm5rCUnBM5LcU3CeSWwoeE5kthcykTfdAyYmclkJk4qClEJ2oZinEJkZZCvGJOLkFKyZ+8IaJiQaGNB5aNo9tyqmkx+nkp96thlB1eJwMmfmQ+49/NTyf/gFFJ1RGkiLa9wAAAB10RVh0cmRraXRQS0wgcmRraXQgMjAyMy4wOS4zAO++rd4Af2KaAAABUHpUWHRTTUlMRVMgcmRraXQgMjAyMy4wOS4zAAAokS1ROU4EMRD8CuGu5LX6PjQiQkJkBISIaPJ9AY+n7CEZtctdh2vevm6vn/eTz/O8PU55rq+uw/v9PPX+f3yu+fv58SNA+eX3lrOSU8aDZ2R6jyOnMBsQmqqUmI6aZBk5aDabCxCfyVaxlkSaPcdhUKrgpWRpi6ZTS8gXoill45CZwumLRuJdxeNgKDg3xCndO3wcEA1V30yApuPAxFK+HZ1DV9KHTO2mbamstdYUDla51oJFZWE2u133G406+4JABVNmUyXiPwLvJoUBJCjEtliw0YaCSeqyNI1NLATinYwkulY7Rdy5tzgxD55tQlf8RhU+dBpWcotTstcwtMTBO5QVUWKnwvNCUtN1wLWyL5bjEsImwbqqMsnEL0EFFigbrTtU0Sr3SuyT3NAb+uOMHvffP9HYcowEIugRAAAAAElFTkSuQmCC) 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SB 203580은 뚜렷한 냄새가 없는 백색의 고체분말이다. |
관련 화합물
힐 시스템의 공식은 C21H16FN3OS
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계산 몰 질량 (몰 중량)화합물의 몰 질량을 계산하려면 공식을 입력하고 '계산'을 클릭하세요. 화학식에서 당신은 다음과 같은 것들을 사용할 수 있습니다 :
- 어떤 화학 원소. 화학 기호의 첫 글자를 대문자로 하고 나머지 글자는 소문자를 사용합니다. Ca, Fe, Mg, Mn, S, O, H, C, N, Na, K, Cl, Al.
- 기능 그룹 :D, Ph, Me, Et, Bu, AcAc, For, Tos, Bz, TMS, tBu, Bzl, Bn, Dmg
- 괄호() 또는 대괄호 []입니다.
- 관용명
몰 질량 계산의 예 : NaCl, Ca(OH)2, K4[Fe(CN)6], CuSO4*5H2O, 질산, 과망간산 칼륨, 에탄올, 과당, 카페인, 물.
몰 질량 계산기는 또한 일반적인 화합물 이름, Hill 공식, 원소 구성, 질량 백분율 구성, 원자 백분율 구성을 표시하고 무게를 몰수로 또는 그 반대로 변환할 수 있습니다.
컴퓨팅 분자량 (분자량)
화합물의 분자량을 계산하려면 공식을 입력하고 각 원소 뒤에 동위원소 질량수를 대괄호 안에 지정하세요.
분자량 계산의 예 :
C[14]O[16]2,
S[34]O[16]2.
정의
- molecular_mass_def
- 몰질량은 (molar weight) 어떤 물질이 1몰 있을때의 질량을 이야기 하고 단위는 g/mol입니다.
- 두더지는 원자나 분자와 같은 매우 작은 물질을 대량으로 측정하기 위한 표준 과학 단위입니다. 1몰에는 정확히 6.022 ×10 23 입자(아보가드로 수)가 들어 있습니다.
몰 질량을 계산하는 단계
- 화합물 식별: 화합물의 화학식을 적습니다. 예를 들어, 물은 H 2 O입니다. 이는 수소 원자 2개와 산소 원자 1개를 포함한다는 의미입니다.
- 원자 질량 찾기: 화합물에 존재하는 각 원소의 원자 질량을 찾아보세요. 원자 질량은 일반적으로 주기율표에서 찾을 수 있으며 원자 질량 단위(amu)로 표시됩니다.
- 각 원소의 몰 질량을 계산합니다. 각 원소의 원자 질량에 화합물에 포함된 해당 원소의 원자 수를 곱합니다.
- 합산: 3단계의 결과를 더하여 화합물의 총 몰 질량을 구합니다.
예: 몰질량 계산
이산화탄소(CO 2 )의 몰질량을 계산해 보겠습니다.
- 탄소(C)의 원자 질량은 약 12.01 amu입니다.
- 산소(O)의 원자 질량은 약 16.00amu입니다.
- CO 2 에는 탄소 원자 1개와 산소 원자 2개가 있습니다.
- 이산화탄소의 몰 질량은 12.01 + (2 × 16.00) = 44.01 g/mol입니다.
각 원소와 동위원소의 질량을 NIST기사를 참조하십시오 href='http://physics.nist.gov/cgi-bin/Compositions/stand_alone.pl'> a> 관련 : 아미노산의 분자량 |