몰 질량 of Epoxiconazole (C17H13ClFN3O) is 329.7560 g/mol
C17H13ClFN3O 중량과 몰 사이의 변환
다음 물질의 원소 조성 C17H13ClFN3O
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 17 | 61.9191 | 수소 | H | 1.00794 | 13 | 3.9736 | 염소 | Cl | 35.453 | 1 | 10.7513 | 플루오린(불소) | F | 18.9984032 | 1 | 5.7614 | 질소 | N | 14.0067 | 3 | 12.7428 | 산소 | O | 15.9994 | 1 | 4.8519 |
몰질량을 단계별로 계산하기 |
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먼저 C17H13ClFN3O에 있는 각 원자의 수를 계산합니다.
C: 17, H: 13, Cl: 1, F: 1, N: 3, O: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, Cl: 35.453, F: 18.9984032, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C17H13ClFN3O) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(Cl) * Weight(Cl) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) =
17 * 12.0107 + 13 * 1.00794 + 1 * 35.453 + 1 * 18.9984032 + 3 * 14.0067 + 1 * 15.9994 =
329.7560 g/mol
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화학 구조 |
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![C17H13ClFN3O - 화학 구조](data:images/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT0AAACiCAYAAAAz3Bq/AAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAB3RJTUUH5wwYEgYrcow6MwAAAAZiS0dEAP8A/wD/oL2nkwAAIFxJREFUGBnswQ2cF3RhP/D37+4AEQXxWXw6L0yTsgQ1NWrLWGVKtpKeo/+qkU1Lt9pwvVZRqw3batEzc6uElQ1bZWSlWGr5mPfDNDEVPc/nZ5Dnp7v7/Ke3tF8HCPLg3e/3fb8VRVHXdsU+iqdUFEUxkA3GfmhDG0ZhH7ThKIxAN87FexUqiqLozwbjQLSiFa1oRSsOwj423dvwXQ2uoiiK59Ig7IF90IY2tKENbTgQzTZsHR7F/ehABzrQgXtxO+bjRbgbY/GYBlZRFJsp7IxWBJ0Vlis2ZiTa0IY2tKENbTgALTZuMTrQgQ50oAMduBtdNm4wLsOx+DFej2hQFUWxicKBmIET0aLXOvwIZ1S4T2PaB6dgFFajFa1oxX5osWHduA+d6MSd6EQnOnEvumy5AzAfu+Ej+JyiKDYs7BXuDfeEt4dRYb/w7vBg6Ay7aTxH4nEEQRAEQbAI7ZiD6ZiCCRiDobafk9CDdRivKIoNC/8eVoVD/JFwRFgXvqjxXIGgC7fh03gfJmA0Btu2mnEAXoHJ+AS+iX+wfv+C4B7soSiKvkJTeDycbwPCT8LDoaJxDMYSBO+37YzEOEzCVMzEPCzASgRBEARXW78W/BLBJWjWYFoUxTM7ECNwiw27GSdgbzygMbwFw/EbzPTsVLAPDkIrWtGKVrTiAAy2YcH9uBOd6EQnbrV+XXg75uNV+Ht8WgNpURTPbLheD9mwB/QagQc0htP0+pKNG4k2tKENo7AP2nAohtm4xehABzrwAO5HB27BCpvnXrwVF+OTuBbzNIgWRfHMluu1hw3bU69lGsNYvBSL8V21huF7aEUrdrBxD6ETnehEJzrRiU6stvX9Av+Ej2E2xuJ+RVEQWsLy8G0bEH4QFoWKxvAtBJ+1fssRBIvQjrmYiamYhHEY7rnThIsRXIYWRVH0CueFpWFvfyQcGFaF/9AYdscqdKPN+h2PF2In/dueuA/BpxVF0SuMDkvD/DDW/wlHh5vCorCfxnAWgrnqw59gHXrwekVR9ApHhQUhYXF4PCT8JhyuMTShA8Fr1Y+PIngMrYqiEYXB/khoCkeEt4W3hsNDReM4GcFCNKkfFfwQwbUYrCgaSRge2sNUGxH2CO8Jh2gMFyM4U/0ZiTsRfE5RNIowNFweEm4NO9mA8NWQ8Cn172D0YAV2VZ+Oxhr04I2Kot6F5vA/IeHe0GojwmtCwg3q3wwEX1ff/hrBYjxPUdSrUAnfCAmPhMM8gzAoLA4JberXTngcweHqWwXfQ3ADhiqKehQ+FxJWhONsovDdkHCm+vUBBJdrDDvjFgRfVRT1JkwLCWvCa2yG8LaQcKn6dSOCN2sch2MlgnepExUD1674G3Tjv3Gz4lkJf4WvoBtvq3C+zRBG4GE0Y+8Kj6ovr8Qv8AAOxDqN41R8DcvxUtysnxvX3v5SXGM9UqlMazGw7IYTcRLegEF6fRQn4BLFZglvx5cQvL/C+TZThSXhl5iAEzBbfTlNr69jncbydRyLyZiDo7FSP5bK/0r8r0+lUrnOH2jp6rrNADAaH8Yv0YUg6MFyrEHwGA5XbLLwZ2FNSPiILRBODwnfU19GYS3WYl+NaRgWIPi2fm5stXrMuPb2jK1WTzKAjME0tCMIgi5cgTOwn1574loEizFe8YzCsWF5SPiMLRT2DT1hWdhB/fhHBN/R2MZgOYL36MfGVqvHjGtvz9hq9STrUdE/tOAYTMKbsK+nrcClOB8XYIm+BmM23oyVOAU/VaxXeAkuwwjMxAcqxBYKVYzFSRUuNPANxt3YC+Nxpcb2NnwHq3EcrtcPja1Wj6kkV+PjuNb/qSRr24866rIWz52RmICJeD1GeNrd+Bl+jIuw1satxduxBH+JH+F9OFfxx0YfwjdvZPEQfoHTKsTWcQHG4mRcaOCbhL1wA65UnIdX4b2Yg3FY6jkwZsGCwUNWrz6guaentadSaU2l0lpJWivJt3tYrNen/IFUKouwW4vt6wC8FhPxagz2tJsxFz/GlYjN04334358At/ESHxB8Xv7Yt5ttB7C9zp5R4VuW88F+CReH06t0GNgO02vLyt+73SMxRE4B2+xDYxrbx/U09S0RyXZp5K0oa2StPU0NbVVkjarVh2I5p5KxRMqiSf0NDUtxEX+VyqVNw1Zs+an/s+QNWvif1Vse2NwEibiOFT06sY1mIsf4Dab7wT8HGvVOgP/hgrOxlmK3fBLHIZrMQHLbWWhAwfh2ArXGLiOwHw8jv2wQvF7o9GOETgdX7H5mrEfWtHasttu+774oouen0qltZK0Yl+02LAu3JdKpbOSdKZSubOpp+fOnqam6zCiklydSmXi/HHjfuyPtNj6mnEsTsIbcbCnrcQvMBc/xMOevXdgNn6GU7DS02ZgMf4TUzEMZ6BHY9oRP8JhuAmvw3Lbxlx8CCfjGgPXB/X6T6xQ/KHb8ZeYg3/DfFytr5FoQxva0IY2jMJBGOr/dC1e3IOuSjLY0xajAx3oSKXS0dzT04GOYcuX333ZK1/ZZT3GVqvH2IgWW8eOeBVOwhuwp6c9gp/hfFyMNbaO3+ERnIBL8To85mmzsATfxenYBe/BOo1lML6P49CBV2ORbecCfGglJ+DvDUwj8RYE/65Yn/PxZZyO7+Mb2BOtaMUBGGzDgvtxJzr19HSuXbTo9h1Gjry3p1K5c/XQofcsGDNmrX5mD0zGXKxGEAR3YAbGo8m204bbEdyEffX1SixF8CMM1TiaMQfBQ3i+bSy0HMYlWI7nG5j+DsGFio0ZjDtwL4IgCIJFaMccTMcZmIRxGGYbGVutHjOuvT1jq9WTbAWvwZm4At0Igm60YxpeYPvaBzci6MBofR2JRxBchuHqXwXnIHgcR9h+ZiP4WwNPEzoQvE7xhLfjixitVjPuQvBdnIrX4lDs4DnyohtvHHnkdde9/qXXXLOXLXAkViIIghX4If4Ce3hu7YqrETyAF+vrBbgHQTv2UN8+i2AFXm77OgXBFQaeiQhuR5PiCVUE71DrzxHchiZ15mEEPbgMk7Cz/mUYLkKwCMfp60DciuB3OEB9OgvBWpxg+9sJq9CNvQ0sP0PwN4onjEfwMIaodQmCD6kzg9GD4CX6t8E4H8FyvFZfe+F6BPfjherLu9GDbrzVc+cnCN5j4BiNbqzEroonnIfgH9V6AXqwDCPUmbEI7jMwNOMcBGvwZn3tgl8heAzHqA/vwDoEZ3huvR/BBQaOf0Pw74on7I01WIf91Poygq+qQ6cjONfAUcFnEXRhir6G4PsIluHPDDxNGIdpuBl3IViKuZiK8Rhi+9sL3ViJYfq/HbEIwVjFEz6B4Hy1dsYSBC9Sh76D4P1qPQ8j9G9T0YNgur5a8E0Eq/Em/d+OOBnfwMMIgmARliEIgmA5LsOncSJ2tX1cg+AN+r9TEfxK8YQW3IvgT9U6HcGl6lQnghepNQ/deLX+7VR0I5iBiloVfB5BF96r/9kNkzEHSxEEQQdmYAIG6dWGyZiJBehBEATBHZiFMzAOTba+v0fwTf3fDQjeqnjCmxEsQEWt3yI4RR0ahWAJmj2tGUsR7K3/ewNWI5iFFn1NRdCDj3juHYQzMA/rEATBAkzDOJtmOCZgGuZhJYIgCJZgHqZhAna05Q5D8Cha9D+DcTA+jOB+DFargr/GCRrL5Qg+oNarENyHQerQJAQ/U2ssgoUGjuOxFMEF2EFfp6EbwXTb3xhMQzuCIFiHK3AG9rPlWjAGUzALdyIIgmAdFmAmJuMgz86tCF5h+xuEURiHSZiKmZiHO9CFILgLl+rrFASPYn+NYQx6sBTD1fo+gn9Qpz6P4ONqnY7gXAPLUXgUwaUYrq93YC2Cr6HJtjMEEzAD9yIIgkWYg8kYYdsbhYmYjiuwBkEQBPdjLqZiPAZ7Zv+C4HO2vha04k/x/zAN5+Jy3IUuBEEQBEGwDnfi1+hCN16nVgU/RHAtBqt/MxHMUOsArMMa7KVOXYtgglrfRnCqgecw3IvgOuyhr5OwEsF5GGTrGYlJmIUlCILgLszERAz23BqG8ZiKuXgUQRAEy3EFZmASdtfXeAS3e3ZGYhwmYSpmYh7uwDoEQRAEQRAsQjvmYDqmYALa0OJpf49gEVrVGok7EXxOfdsFy9GDQ9X6JwT/pU4NxRp0YbhanQheZGBqxW0Ibsb++noFHkdwCXby7B2IKZiLNQiCYAGmYzwq+rc2TMZMLEAPgiAI7sAsTMEYNONBBGP0NRLjMAlTMRPzsAArEARBEARBsAjtmIPpmIIJGIOhNl0FP0RwLQardTTWoAdvUr/+GsFFag3BgwiOVadegeB6tUYhWIJmA9fe+A2CTjxfX2PxEIJrsZtNNwZTcQV6EARduAJT8XwD2544GWfjV1iFIAiCR3A3govx77gYt2ENgiAIgiDowX24Et/Gp/E+TMBoDLZ1jUQHgs/r60wEi/E89aeCWxG8Xq3JCK5Xx85C8BW1JiH4mYFvF1yB4CEcoa823I7gJuxr/ZoxHtNxG4IgWIG5mII91a8WjMMZmIVOBMFqBEEQBIvQjjmYjjMwCeOwk+3vaKxBD96kr+8huAFD1ZfXIrgLzWpdi+A96tiPELxDrc8j+IT6sCN+imAZXqWvfXAjgg6M1mtHTMQsLEYQBA9jFiZiiMZ1EKYj6MQHcAJegKH6pzMRLMUhau2MWxB8VX2Zi2CqWmMRLMKO6lQFDyM4SK1rEUxQPwbjuwhW44362h3XIXgEv8QaBEFwEz6Do1FR/N6fI/iBgeN8BDdgqFqHYyWCd6kPB6ILq7GnWt9C8Fl17BAED6o1FGvQheHqSwVfQNCFv9DXMFyDhxF0ox3TcKhiQyYjmGXg2Bm3IPiavt6PYDkOM/D9C4JvqrU7VqEbberYXyD4nlqvQHC9+vUZBN04VV//iOBn2F2xKU5D8FUDy+FYieBd+joXwU3Y0cA1FI8iOEqtsxD8SJ07B8HfqHUWgq+obx/EarxGXxchOEWxqaYiONvA834Ey3GYWsOwAMG3DVzvRXCNWs3oQPAadW4BgmPU+hGCd6h/++urCY8j2Fexqf4RwccMTOciuAnD1DoESxG8x8DUjuBdap2MYCGa1LFd0I3VGOJpFTyM4CCN6XAEdyo2xxcQnGlgGoYFCL6jr7chWIUjDCzHIXgYO6h1MYIz1bnXIfiVWocgeFDjOhXBtxWb4z8QvM/AdQiWInivvs5BsBDDDRzfRvAZtQ5GD1ZgpDr3aQRnq/UXCL6ncc1CcJpic/w3grcY2N6GYBWOUGsHzEfw3waGPbAaXWhV64sIvq4B/ALByWqdg+BvNK7bERyh2Bw/QXCige8cBAsxQq3ReBzBafq/jyH4H7V2wuMIDlfnWrAMwV5qLUBwjMa0J4LlaFFsjl8ieIWBbwdUEczR1yQEa3Gs/qsF9yA4Xq2/QnCZBjAOwW1q7YJurMYQjenPEVyi2FzXIxirPozG4whO19cXEdyF3fRPpyC4GRW1bkQwSQP4IIJvqfU6BL/SuP4FwScVm2shgoPVj5PRg7U4Vq1BuArBXFT0P5ciOE2tVyK4H4M0gPMQTFHr0wjO1riuRPBaxeZ6EMHe6ssXEdyF3dQ6AI8i+Ij+5TD0YCmGq/U9BB/XIO5C8EK1foHgZI1pCFahByMVm2s5gp3Ul0G4EsGPUVHrRPRgHV6u//gagi+pNQprsRajNIBRCBajydNasAzBXhrTcQh+q9hcTehBN5rUn/3xKIK/1dfZCO7BHvqHH6MHh6n1aQTf0SDejOCnao1DcJvG9bcIvq7YXMMRLFW/TkQP1uHlarXglwh+jmb9Q5tag/EggpdpEF9A8DG1PojgWxrX9xG8W7G59kVwv/p2NoIHsLdae+MBBB/TP70TwW80kF8jeJVa5yGYonE9gOBgxeY6BMGt6lsLfong52hW63h0oRt/pv+5GsH7NIihWIMu7KzWXQheqDE9D8EjqCg215EIqurf3ngAwcf1NQ3BD/Qvb0WwBMM0iD9BMF+tUQgWo0ljeheCHyiejT9FcJnG8Ep0oRuvVqsJH8Agz61BOAjH4z+xDMF1GkCLXsfpdZVa4/W6Bj0a03F6Xa14NnbWa5nGcCk+jU9gNsbiPr168DXbx0i0oQ1taEMb2nAAWtTqwd9pAC16HafXVWodp9dVGtdxel2leDZ20mu5xvEpHItX4zt4FbpsPU3YF61oxUFoRStasR8G2bBu3INOjMDj+CQu1QBaUMExel2l1hF6Xa0xDccYrENV8WzsrNcyjaMH78J8vAKfwkdtnpFoQxva0IZR2AcvwI42bjE60IEOdKADD+BOrNSgWvBa7I4V6FTreByOWzWmY9CM67BK8WzsrNdyjeVhTMLlOAvr8AlPG4k2tKENo7AP2nAohtm4xehABzrwAO5HB27BCsV6teCNeq3RVzeu17iO0+tKxbO1k17LNJ6rMQvvxcdwGlZjN+xg4x5CJzrRiU50ohOdWK14VlpwId6HXfFFfEjxe8fpdbXi2dpJr+Ua0xS8DvtgN09bjA48gPvRgQ504DYsU2xTP0HQg48ontCExxHso3i2vo7gVI1rCM7AJ/EqDFP0Cx9GN4Lpihcj6FBsif9C8E5F0Q+9A2sRfA1NGtdfIZit2BIXIDhZUfRTJ2ElgvMwSGOajeCvFFviFwhepSj6sVfgcQSXYCeN5w4EL1FsiV8jOFpR9HNj8RCCa7GbxrEXgqVoVmyJ3yE4TFEMAG24A8FN2FdjeBOCixVb6h4E+yuKAWIf3IigA6PVv39FME2xpR5HsIuiGEB2xdUIHsCL1YcR1u8qBK9RbKl1CAYpigFmGC5CsAjHGXiaMR7T8Tv8XF9DsBrdGKHYEkMRrFIUA9RgnI9gOV6r/xuGN+JbeBRBENyHwWq9DMENii3VhmCZohjAmnEOgjV4s/5nd0zGHCxDEAR3YAYmoEVff4fga4ot9acI1imKAa6CzyLowhTPvTacgXlYhyDoRjumYZxn9gMEkxVb6jD0IJiD3RXFADcVPQim276aMA7T0I4gCFZhHs7AvjbdwXgMwfMUW8O5WI3gQbxFUQxwp6IbwQxUbDs7YAJm4D4EQbAIczAZw226MZiGdgRLsQpnKraWNsxDEPwY+yuKAewNWIVgFlpsPbtiEmZhCYIg6MRMTMQgm2YHvA4zcT+CIFiE69CD4KOKraWCyXgUwRKcgSZFMUAdj6UILsAOnr1WTMFcrEUQBAswHeNRsWlGYhJmYQmCILgLMzERg/V6N9Yh+CKaFFvL3jgfQXAFDlUUA9RReBTBpRhu043BNLSjB0HQhStwBva36Q7EFMzFGgRBsADTMR4V6/cGrEIwGy2KrWki7kWwCtMwWFEMQIfhXgTXYQ8b93ncgyAIHsd38VaMsOnGYCquQA+CoAtXYCoOtumOx1IEP8JQxda0C2aiB8ENOEpj2B1Ho6KoC624DcHvsL8Nm4vgIczCRAyxaZoxHjNwN4IgWIG5mIxdPHtH4REEl2G4Ymt7BW5FsA4zMEx9GocZWI7gFjQp6sLe+A2CTjzf+h2JI1GxaXbERMzCYgRB8DBmYSKG2HoOwz0I2rGHYmvbEZ9HF4Lb+NrL1Idd8SHcgCAIuhF8RlE3dsEVCB7CEZ6dPTAZc7EaQRDcgRkYj4ptpxW3Ifgd9ldsCy9BlQm/JV1kFtnVwNOE8ZiJFQiCRZiJF+PlWIMevFVRN3bETxAswwSbpg1n4Ar0IAi60Y5pONT2tReuR3AXDlFsC4Po/DBZTULuIycbGEZhKu5AEHRjHiZjqFofRLASRyrqxmCch2A13qivZozHdNyCIAhWYi6mYG/PrV3wKwSP4aWKbSSjyaUkJGQu2Vf/MxgTMQfrEAT3YDoOsnEzEdyFPRV1o4J/Q9CNc7A73o2ZeABBEDyKWZiEnfQvO+InCJZ4s5cptpFUyBSylIQsJlNIxXPugMPweTyCIFiN8zABTTbNIFyO4EoMVtSVryAIgiAIbsXZeBma9G8t+KaD/Uq7VareqNiGMor8gISEXE6eb7vLUDKJzOOfr0AQ3Iyp2MOzsxfuRvANRd25AEHwOKZhnIGnybW+pCqq1plvsmIbyyTyMAlZSaaSZttcXka+QZaRkLDiQQZ9GUfaPAdgOipqHYEVCD6gqDt74TD1YL6pqqKqR7sPK7axjCQzSUjI9WSsrS4jyRRyAwkJCWknU8gwm68Zv0PwSX2dgh6sxSsVRb9VdbqqblXRbrpiO8gJ5C4Sso5MJ0M8KR8nnyE76CN/S95ivdJEJpA5ZA0JCXmAzCAvtOUmYB168GZ9nY3gUbQpin6r6p2q1qqK+b4qmhTbWHYmXybdJORmsjd5jIR8Uh9ZSGarkf3JVHInCQnpJvPIJDLI1vXXCFZinFpNmIvgNximKPqtqpNUrVQV7b6j3SDFdpDjyAJyKamQx8gDZDU5RI0sJLPJEDKJzCM9JCTkNjKNHGDbOgdBJ/ZQa2csQPB9VBRFvzXfn6haoiqqfqzdjortIEPIXp6Ux8jnya3kF6TiKVlIZpOjSUjIKjKHTCAV28cQXI3gVxis1iFYzD/9knUfVRT9WtU4VQ+riqprXGs3xXaUx8jZ5EQS8i5PyUIy25PyX+RUMsJzY2/cg+DL+jh3Auki3eRkRdGvtTtU1V2qot1N5hul2E7yGDnbk/Jj8hDZ1ZOykMzWf4zFSgRT9JG/IyHLyIsURb823yhVv1UV7Tq0e55iO8hj5GxPShtZSb7uSVlIZutf3oVgLf5EH/kGCbmT7K4o+rX59lDVriqq7rTQEJviOoeYb6rr7aLYTHmMnO0p+TjpJuPIQjJb//M5BA9ifzWyA7mWhFxCWhRFv7bATqp+Zr63+kNVr1X1DfNdqmqedtP92v6eMN8pqqJqtGIz5TFytqdkCLmN/JwsJLP1P824COGVF5Ad1cg+5F4S8gVF0e9Fxe9FRbtzVUXVDeabYb6vqrpb1RLzHWm+U1RF1WjFZspj5Gw18moSso7M1j+N5EM/JCvId0hFjRxLVpOQ9ymKAWO+U1VFu+mi4veuMlTVJ1xhZ/OdoiqqRis2Ux4jZ+sjc0jIbP1WDiGPk5Cz9JHJJGQtebmiGBCqblZ1uzmabch8p6iKqtGKzZTvk7/UR/YjF5Oz9Gt5Deki3WSiPjKDhDxA9lMU/dq1dlMV7f7Dxsx3iqqoGq1oQPkoCVlKxqiRZvJTEjKf7KjYJE2K7W+QvfS6S7Ed5EjyKPmFgeWfcR52xlyym6dUuvEO3I4jMFOxSZoU21/EEyqaFNvDOuyG3Q0oleC9uA4H4TzS4imVRXg9luCd5COKZ9Sk2P4GeRAR+yu2hyV6DTfgVFbhFDyMP8M/q1H5Hf4fulBRFP1Wu5tU3WGOZhsy3ymqomq0YgtkVxKyyICV48hqEvIefeR5npShZCQZpI8MISNJRQNrUjw3Kr6INm0+Iyr+ULvdFVvTUr2Gk4oBqXIVTtXrK+SlalTu0OvvsQhf09cHsAgjNLAmxXNjrHPELBVTzXe9+f5V1dmqLlJxv9/YV7GVVLqwEs0YZsCqfAtfxQ74H7KnDXsPGa/oo0nx3KiII71bjxPFDeJovBidmOjFHtDtbnGedZYpttRSvYYb2M7EpbgQi6zfClyCr5NBiqJoRLmFhBxqwMtgG5RPkeXkcNJFpnpKziQhu2hgTYqiMSzVa4QBr7LWM6rciJn4OGlVPKVJUTSGpXoN1zj+ASvwZcVTmhRFY1ii13ANo7IYU3Eimah4UpOiaAxL9RqusXwLV+BfMUihSVE0hqV6jdBQKsFpaMP7FJoURWNYqtdwDadyI76E5ys0KYrGsFSv4RrTJ3CfQouiaAxL9Rquvp2LS/VRWUaOxwFYroE1KYrGsESv4epSBpOL8SIql1qvym1ULqHSpSiKepfXkZCfqEuZRkJuIS2Komh0GU9CrlR3cihZTbrJyxVFUZDDSchv1ZU0kStJyFcURVH0yoEk5C51JWeSkPvILoqiKHplJAlZrG7kQLKMhJysKIriaWkmPaSbVNSF/IyEfEdRFEVfWU5Cdjbg5d0k5FGyp6Ioir5yPwnZ14CW3cnDJOSdiqIo1i+/I8vJIQa0/DcJ+amiKIr6lhNJyHLSpiiKolY+Q+aRo/SRs8i5npIh5MWkol/KcHIPCfmgoiiKvnIhCbmBtKiR2WShp+R4EvIImUOmkIP0G5lJQq4hzYqiKPrKheROsoacqUZmk4WekjeSThISEhJyO5lJJpHdPSd2fjn/9WuymhymKIpi/XIhuZx8gSwl+3lKZpOF+kgbmULmkEdJSEhIyB1kJplEhtv2dsCtCK85U1EUxYblQnI5GUkeJt/zlMwmC21Umsg4MpVcTFaSkJCQ1eRS3v0hHINmW990BDdisKIoig3LheRyT8r7SMhJnpTZZKHNkhYyjkwl88ha0sNejyJYjnmYinGo2DIvxlp04zhFURQblwvJ5Z6UJnIV6SA7kNlkoSdlInklGWKzZBfufj2+jFsQBEFwH87FZIyyeVrQjuDziqIonlkuJJd7Sl5Cusg/kNlkoSflFhKykswjU8k40mTz7IVJmIm7EQRBcAdmYhJG2ripCDqxk6IoimeWC8nlamQGWUYuIQtJM/ksmU+6SUhIyKPkfPJ+MtrmG4MP4UdYgiAI1uGfrN/BWIng1YqiKDZNLvT/24Njl6gDOA6g7xJcFFskCBxMkKYmdycJ/AOuob0fgQQNgrs1uDiEk5ONcYNLNdkirUfgLEKTqIUkLoF1n2Y5KW8Q1L7vybZzcpfsk5Bd52SctMkb0iUhISEh+6RDGjJhMEOYwRK28BPP9WvhE4INpZRyeflItvXJUxKy66/ygDwj78gRCQkJ6ZEdssrJPEYNZgSj+jUIvmFcKaVcXl6QRRfKa/LKQDJFGtIhP0hIOPyCX+hiBXMYNrj7OEbQVkop10eGySxZZu0tzhAEwSne4yUeoeXfNhF8UEop19wI5rCCLnoIguAIHTSY1O8JghNMKKWUG+Ye2ljHVwRBEOxhHW1M4wBBo5RSboGHWMAmjhEEQQ/BZ7SUUsotM4QZLGELv/Edj5VSyn9gDHeUK/cHg5xBffUfHBsAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjMtMTItMjRUMTg6MDY6NDMrMDA6MDBbinx+AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIzLTEyLTI0VDE4OjA2OjQzKzAwOjAwKtfEwgAAAj96VFh0TU9MIHJka2l0IDIwMjMuMDkuMwAAOI19VFuO2zAM/M8peIEI4lPi5ybZFkWxDtCmvUOBfvb+KGkjKy0q1I4IWR7zNcOcIK9vt6+//sD7RbfTCaD+5+fu8JNrrac3yA1cXj9/2eD6eLk8T673H9vjOxADWXwT90fsy+P+9jxBuP6GMxUWMyY4Y+kkvSPUUvdrfExwhTMXEfOucK6lVxVtCyQnUkrvcdrSZ7i05gukJFKL98pW0yeRk+oCqQfSpJlH2oWYOTb/Au0IThgVtQBaM8NVPe2oB1EYJd6bNux9AewJDEcdyTE8Yq1SV9U43LOGiNetAxWK8o0WQKzpMqoNoARHpVlrvHIZmR9IJ2otd42rKK+gBFscu3XuNRNWYcZVLzEJCs7N3CWRtSLhqpnRmA24RIOykNAJGnddlqS7T63ocZw6IdFll9DCZ8RUbGqJzG66rZBJUVBtri2zc9WIvgL2PTi26PwuTWI3WiI9kBwUiVRKZKThS2lSchQ6Egu6IwvmGiStgAifQIMXIUp5KHamFUFEe+zQLXfPXpHaUnDEe91dERsnUUGorCT8ut0+TPMx35f7dhvznTeNGZZYPAZVco1pzFvHyMUD2BgsidXG+GCsPoYEY/kYBcw1Kx53g5OycTc0CVjSIE9ClTQokyAlDeokvHwMWU0CO2K1SUiSBvukGEmDPilD0tCsAExDOFEt+wlNnEoa4ok8icYMhBzZvIemPWGbCqdsbXw3Ek5iZxrz+fkXH/vTX/nCJ5keynUuAAAAHXRFWHRyZGtpdFBLTCByZGtpdCAyMDIzLjA5LjMA776t3gB/YpoAAAElelRYdFNNSUxFUyByZGtpdCAyMDIzLjA5LjMAABiVJZA7bgMxDESvktIGtAT/H2y5gNscQm3gE/jwIdfqRA1n3ui1ae/9uPhxvWW/91uevxdv3nP4+nvuTT+fh0GIMi8CoxRepwKr91UEPdcp4K66DgQ0qihZJwOFU82MpZxtnQTsZbEQykyyJ/NI6W2FEB4h9Z0Vc8SshqBau/WKp+Q6mkBFaPzFvWomiMQ0EEIavo6O9tuewXAQBJTVaAiabyQCqHRnuTdALgZG7Jez/TyJq8sRfkUCRNqZLbag7L5H9yf1aJFHO/TEwDt81ljk7mFQieL3D3Qjs3svs3GHmnVyx13VK0eWaNr/c3YDUXcZWbYuhzyNKJpTJFHvtlKd0x3ZOvf5+QeirF7/PCeQBgAAAABJRU5ErkJggg==) 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관련 화합물
힐 시스템의 공식은 C17H13ClFN3O
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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, T, 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 |