몰 질량 of C20H14ClN3 (MY-5445) is 331.7983 g/mol
C20H14ClN3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C20H14ClN3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 20 | 72.3976 | 수소 | H | 1.00794 | 14 | 4.2529 | 염소 | Cl | 35.453 | 1 | 10.6851 | 질소 | N | 14.0067 | 3 | 12.6644 |
몰질량을 단계별로 계산하기 |
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먼저 C20H14ClN3에 있는 각 원자의 수를 계산합니다.
C: 20, H: 14, Cl: 1, N: 3
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, Cl: 35.453, N: 14.0067
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C20H14ClN3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(Cl) * Weight(Cl) + Count(N) * Weight(N) =
20 * 12.0107 + 14 * 1.00794 + 1 * 35.453 + 3 * 14.0067 =
331.7983 g/mol
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화학 구조 |
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![C20H14ClN3 - 화학 구조](data:images/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT4AAADLCAYAAAD3EP8uAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAB3RJTUUH5wwYEg0Szn1r8AAAAAZiS0dEAP8A/wD/oL2nkwAAIfJJREFUeNrtnXmUHUX1xz9vJjvZIAskZIPIGiQkYQtrwCCbYRVB0SAuwQ1RUfAoalTQuICgIgIe/AnKboSgIIJsEhCSCQRJCCBCQlYSsocks9Xvj7qdrunp9/rNvDdvXnfdzzlzAvW6+3VVV39fVd2690KWeImdmcfZPMcAFEVR8tAldXc8n8E0cB45xgBdMSykmT9yKCvZzl7UcC81HAXM1serKEocNam623mcRiNvkONKYHegHzkupZZFzONYfZyKomRrxDeX0RjuABZgOIWDWQPAM/SkO1fRzCqgrz5SRVGyI3w5Pgf0BC7YIXoAR7AV+BoAczhUH6miKFma6h4NvMkEXtHHpiiKL8I3BFisj0xRFJ+EL0eOnD4yRVH8Eb4cKzAM10emKIo/wtfM08CezGW0PjZFUfwQvi7cCNRTw+9YQO8Wnz3PbhidBiuKUqycpIWDeI06Po3hFrbzX+p4CFgP7AcczwtMBrbpI1UUJTsjPoAJ/AnD/jRzM9AfGAUsIsfpjONpalmF4bfACn20iqJkh8fpoY2gKKmjH3ALsBSYDxysTdIW5vEj6thGHV/SxlCUqmdX4HJgOWCcv0bgdJ3qFs9IoDs5NmifUpSqZTxwI/AWMAPrgLAUuAtYDdQCfwGuA7ppcyVRx1PUYZjDJG0MRakqaoApwCPOyK4JeACYHDnuEmC7HDMHdJtakvC9SR1G9/MpStXQT4RssSN4G2Q0N7LAeQcD/3WOP0+bMg5DDXVsp45mXqe7NoiidCp7i7htdgTvNRHBnYq8Rl/gTuf8W4Fe2rQu8xhKHYZ5rNTGUJROm85Olulrs4hVs0xvp0BBR4LaAp9NBbbI9RYAB2hTB8zlMOow1DFHG0NRKkpvYBqw0BmdbcIaMPZPOHcIMB1r3Bhc4LgxwMty7fdk5Kgwjw+L8M3UxlCUirAn1iq71hG8/2G3qOyScO5EmcY2OOd+pgiBvS0y9e3t9yOo46sifNdqf1SUDuUo4O6IaM2VKWkhV9duwDnYZF/unr0HgCPb8P1TZURpgEXAQT4L3zVi0b1U+6WilJ3uIjjzHdHaLgJ4WMK5g2QUuMQ5dz3W+DGinfezD/CiXGurv1PfudwjI76PaB9VlLKxG3YN7h1HtFbKFHf3hHPHYtf5tjjnvioiVQ7rbA8Rz+DaM4Gd/Xo883hOrLoTta8qSslMENHa6gjLPKwRo5BPfJxlt4niLLvt5UzCdcbFwBE+TXWXU4dhPsO0zypKuyjWuyKOPiKKi5xzN4p47leBex8JPCPf2yCj1JpsP665dKWOJupo5PEUxRFUlOogzrsiWIMbmXDuaJn2rnPOfQO7plfpaWcXEbwmuY9HsIEQMsoLjJL1Pc20pijFcwzwCi2tswuAi0hegwssu43OuU9jrba1nVyvKcAawvXIE7L5+K7nCJ5iIc/wd+3LilIUvYB3HdF6jOQ1uMCy+5Jz3jbsfroDq6x+w4CnCLfMTK8CQS4750sF79D+rChFcTShS9kHE44NvCtWO4K3QsoGVnEda+Ueg1Hp48DQLD3Eb0rFfqr9WVGK4hx5Z5YXOGaCjObqab1RuWuK6nocYbDTd4CTszPZtZW6WPuzopQ8S/oo8LwjdvXA7SRvVK5mBgEPOaPc61Im3rHMkgqdof1ZUdo0S/pJzGcz5bN1IhDDM1LnHNZ6HYxgn8f6G6eWF6Qi47U/K0qbZklx+WkOwQYMyGryrkOxwRSCbTup9fYKTNeDtD8rSptmSad7Wv9+2O04wXT+n9i0tKmhF6Gjck77s6IUxYs6SyIHfIVwH+PmNA2e9pGbfl37sqIUzbs6S9rBxwm3vFyTFj+3YOH1bX1+ilL0LGkX7ObjNdoc/BF2eH31TZvwLdHnpyhtHiwYbQ7AWrABntQRn6JkkxEevzOPYf2Tx0TKA8PGc2mJcqLCpyj6zhTLvlgXvA1OWY4wqOrStIz4fP71UhQVvuLpig1T1Qgt0tAOwu5ZXAO8p1NdRVHhyxK7Y4OTLhfxi22PNAhfToVPUVT4Sqz3iLQIXw9shAg3wfBXyXyoaUUpqwD4thMi37JY1Y/4RmJDT60A/oDN0l4P9AS+B/wV3ZCpKEkM0xFfOkbAQVywuATGXbGJUFZI+SqSAysqiq/sTJgIyDfyha+7U8o/Vg03GWRdf5bWCYzjUkjuCvyDMN7WDDIYalpRSuRAeUde9rDu+cLXzZbyozvz5gZjMzQtdQRvlQhZUurIaKjpJ0hOeqwoPnGqvBsPelj3IHzdhEj5Eikf2Rk3NQ6bg/M9R/BewObq7NnGa00Clsk1VsvDVhQFPifvxY0e1j0ufF0tdgmtSWaZFSEpgXGhMFN9Eubkg4C/0TLUdDft94rnXCXvxBWe1Ttf+LrhUr6sEjfRFxsC+k1H8DbIr9A+CefuKdPetXJeoTwAQajp7XLsHGwCZEXxldvkXbjAs3rnC193hJT/uyO//H0y8trsCN7r2DW9pOinxwH3EWZJD9bwikmAcgg2u3sgsOdq/1c85Ql5D473rN6TCfMHu5wr5fd0xJceJdPXZtqWdT1IYDyf1pbdtmZ86gfc5VznVpKzxStK1ggGAHt5Vu8Lpd5/iJR/XcqvKdcXRb0r3KzrByScuxvWOvuOc+5KmeKWaqWdSmhAeZnW4WmU1GJGgJkB5sKYz94nnw3zuIFy8g4203aDYdr5rrzzP4yUXyflXy31C4aKaK1xRGu5lA1IOHc8dp1vq3NuHdayW86MT+OA1+T6m7Chp5X0C99EMAZMI5hILgkzWT47xOMG2o0wqbZv3Cx1nxYpD1Jpnt3eCyd5V+QjybLbUfTBhpx2p769VTwyIXzLwDwPplaFrwWHOIMJ3/i71P3kSPkcKT+0LRdrq3eFSz+sxXWxc+56GXpWciPhVEJjyyJgrApI6oXvIhn1fVGFrwVnST+/z8O6L5S6R5fZVkn5kGIuMga4mjBmf1u8K/YWcdvinPuaiOBOndQo+xIaULbKvSjpFb6JYG4AswHM7ip8O7hE+vivPKz7Rql7P6esO3a9s54igrL83hGswLviQrlIoensZFpadptlejuF6siH24NwodPI3H9nFZPUCt8AMGvA3KnCt4OfS9++zLN69yc+MMNoKX8z6QL7O8KwQubLhUSrN3YxcaFz3iasAWP/Kp4OrJN7fauIKbtSlcIHYD4j/z9ZhQ8It3Od51m93098YIZJUv5k0gU+QRj4sxBR7woD/A+7UXmXFDTUSMJ1ywasRVqDnFav4B0HZkiM8NWAeQbMQjAnqfDxjPTpIz2r9ylS74fy6Nkfky5wXoJCHoU1bMRZdrukrLG6ingHU/NZJG/HUSondt3BTAXzogjaVa2FD8C8H0wDmHtV+HZEPBrhWb0vknrfFCn/tpT/OOkChRZH3e0o27BrgQdloNFOI9yT+DadHLNLMUPB/BDMOyJkBswKMJfECx+AuQ5Mcyh8ZhSYz3nWcF2w4doaKby9LItcKe/vdyLlv5XyLyRdoNDi6A8pn3dFtTEc+JfUvVGmvhrktLKCNx7MjWC2OoI3D8w0MLK5Pa/w9ZW9fQbMYWCelf++F0x/TxpwhPPjHaUXcC3pWIZqD7dK3T8ZKQ+iN01JukChxdHeZDvsUxcRvCBIwmNYLxWl48SuBswUMI84YtcE5gFrrGh1/J4ijnvGfHayfDYKzJlg1sr1FoPxYc3rSOm3z8R89kv5bDHZXP97XOr3gUj5S1KeODP1dXHU5XisC57B7v/5jgpU2QWvn0xdFzuCt0GmrGXa3G5GgJkt124AM90KbWaZKn327oQZTRaNef+Vuu0dKQ92bySu3fu6OBplN0JfXwMcrmJVFjHaW8RtsyN4r4kIdsDmdtNFBK9JvusRMLtlrFGDVA6rsSHWlxAfkzI6o/knRXozVDk5Qt//XpEZqsE6UiRO9XxdHM3XHsEvxu3aHCVNZyfL9DUwQDSLCE0BkyvTd8wE85E8n08Gs1K+eyWYLGTpG48NwbTN+YEO+ut64MNFzGhWASdlQPiDFBQu+xG6qRYkWBxdqi/rDt4iPtSNkixGvcUwsdAZ3W2Sdbgyb2435zuC+ku7FabVMcPAPOmsI85oGeQgFSQF/OgH3EFyTMrBhE79QdqGtA52DpZ6zIuUnyjljyRdoNDiaNY5DfgQraO3FL04mlHxOhDMG2Aear0+Zg6Xz8ZFyvcQUVnrCN4ymXJ2oFXRTAOzzbEGxwTiNLVyH41y3BOhr29Vky+Vw3XAHjHHTyX0lV9AfHzMIG1DvRz3XJ5rVTtnyv3fHyn/jJTfknSBYPPyXR6+4SUvjmZU+A5xxOvzkc+Oi3hRHAXmbjEkBOfMlU3IFdrcbsaDeV2+e6MdCcYeN8nZ/rIazClV+gBKSeWwP/AfQk+sfIE5jiFc2y80Ra5WhgLnAydEyr8vdfp+0gUukwN/7tnbXfLiqAfC9ziYdS0NA67wmdsdsdsG5vetR4IVu+c+YP7k3M+t8YYTsyuYh50p8k/gxq5V0h+jAT+KTeUQpSfWmyEpJuVA+b4sZSy8RerzmaQDfyUH+hayqeTFUQ+E72Qwy63AxQrfp8RoMKN6po5mqmM9fsVO21sdkxOLcj0seR5yz2H90DuDUlI5JDEVGzzEAK/mWbqJZiycKyPOtPK61OP8pAPvkwPP8uztLnlx1APhOwrMBfLfJ8QIX1cwVThCMPuBeUnuc6sVuTgajoBBwbRwrawbVXKqNh14l7ancmgL+wAvOoJ6SYH3IVj62Qh8NIUddzh2d4rBrt0XpE4O9M3Ju+TFUU+ELyfGgNetC1l0ja9q69BD9g4GU98/53Fji8vS15EJewqlcuioNdFoTMq/EB+Tsi/FWYerjdHAz5wlgq0yoytIkPFsN8/e7i9LvX8dKS96cdQP4QMwB9hpobkiPcK3oy7ni8HDWPE+J5+lfhrh3rhyZ+krJZVDuX/sg5Byi7FJt/NNkQPr8EJs3Ltqw10TdXNyr6WIJGM9RCW3419cup9JQ10eKS96cdQf4QMwv5C1s4+nS/hA/Hj/DXVPYbdxXE58oN3xhJ47Gyk9S1/gXbGUtqdy6ChGErqoFnJjK9Y6XGmCnNwv0XpNtGjD2l5y4hsevt13St2jaxnBJtEP4i2xwhdEQnk1fcIHdnNz/2ucl+U+4qOWxGXpa6tb3ThsNPL3aJnKYRrVkfc26sb2SJ4ZX8/IFPkeWua2qCRD5J5X0zJa/HSsdbpNHC8XeMLDt3u21P2oSPkiKd9Phc9E2sZ81FkzS2vo/tMJDQpLYp6/O90L9tG9AhyYcN0k74pcFbbFCdiQc0b+PaFAW7jW4UpuWQrWROtpW3rbglwgF7rNw7c7yCQXjQoSrG30UeEzMaJgHk258IG1/j1dxHSvmCx9hbwrRqWgLYZhI68nxaTcR0atrnW4o8Q8WBOd7bRpo/yIlCWC1BVy0R959mbXSodvivxqDCB0+vYYsxOYCdbvttVnA+SznVJeyWKjlkQton/Gek+U4l1Rje/DdMKtII8TH5My2hb5lgvayyBpvyW0zsld1shRN8rFP+/Zmz1c6r0sUn6QlM9HCYTuUjBfBzMwoxX8AC2jlpyY57iPEeZwfZeW6VQfxia+SbuB8Dh5J4KN/flc+s6gpXW41FHYWNEiNyf3qzKq7JDtNA/Kl5zq2dt8hNT72Uj5FCn/qwreDuELfFuHO2U52df3tN3EnHqKjVoySkZ1b2HXnMrhXVFtDHJ0oZAb2x7YAAdB4N7xbfyeuJzcTVQoJ3dgrj7Qs7f5XOKj1n5Rym9QwQPxzGiUP2dzrRkkYrgmQ5WNRi35N/FrdDfL55dm+MFH2+J54l36guWCWW0Qqj5Y6/Yrzuhuo4z4KmZQ3CBfvLNnb/Q3pN5XR8pnSPm3VPTAhoM3BkwkkY2ZIOUvZLDSxxLuu7vd81nSodi82YHB5tw8xxUTQGG0vF/rHMF7A7umV1H96SNfvtnDNzpIwvKVSPmfpPwTKnogLmvG5rBoUX6GlM/KaMUHAf9HvNuTb7OkfjIzaq9LX5CTu5HSIs6UjTGEe5R84y9S97Mj5U9J+SQVPXD27d0ZKb9Yyq/3sFF8nSW5Ln3zsM4P+SjkXdHpPxgnyQ097GHnnSt1PzRSHuzFGq2iB2AuF4H7WaT8p1L+Tc8axOdZEiS79JXVu6Kj+Kzc2O88fICraB2YoQbrs9wsv1gK5tcicF+OlN8h5R/zrEGCWdJCjztF1KXvNeBimS2V1buio/iB3OD3PHtw3YkPzDCU0HVHsQJ3vwhcJE7djry1R3vWID7PkuKmvm6k6GBby+3AYdV4w8G2hGBf1tuePbDhWNP7MnlweN4eSW0V1ya+ttUI7SM7uAkb0u5GbFj7F4FPU8WRy7t4/hD1ZW57Wy1xRnu12LWcZqzHg/Ydf7lP/lJBjY74oi9zwXJfp7k9sb7L22mZl2SI/HiuhFy9Cp+SNuELksMs1c6rnbrAksBSyBmd7mkfyYLwDcQ6/64l3jS/i4edVzu1tlN7ZwtKSoSvUOc9GhtxIavpJvONWHThum1LAr61U44wXPwy7R7powuhn2Gcy8gpWCvNtViz9EXY6Ks6ktERHzC1B/R7Eib6lnd4INZVK98sSUkBge/d4jyff5jQmfhN4PAM1X291MudznfFhsRpoONS/KWMT/0ALnsS7v5k5IOZxLv7ZZ3xUu8XtW+klyB3rAH+Qf7YY/8m3JiYLzNVmghcjrbE1LXQD4GPBPHposEo5xDv7pd1Tpd6z9KukV66YhMMBeL3BKGV16U7NhBhsEP7ftJt+MgXmOEYwqgRimWBtEk0p2qQnGaIZ+3xJan39do10s8phLHHVpM/xlixmamqnZOcUa7L+VJ+h3aJHQRRSPpHfgibZQbgWx7mn0h7fFO7RjpxO+yD2DwTD2IXbx8gPtT0/XLcbOyi9+Pkz0xVzXTHRotQw0Zh+mGzh23GrokGDCPe3c8H1OqfQYJQ09vlV20O8aGZis1MlTaul/pcrF0BsHkkjEx3XSZJ+VMetkmQjvIY7R7Z4xBsOOgg1PR5eY77gIyckjJTpYVZUpcztAvsWAIxWAOHyyek/E8etsliqfse2j2ySV/gTlqGmo5L8TYYG54nKTNVGggSJY/Xxw/YvZsGm1jH5VtS/mPP2qMWu67ZRHzGMSVDTCXMc7mA+DR6Oew2lyCefr7MVNXKAOxi9UYR71P0sQNwpTzP70bKb5DyL3jWHrtLvZdr1/CDMcDL8tDfw0ZtjsPNTLUa+FAK6nWT1CkaSPEy0r9fsVT+IO1xYaT8r1I+xbP2mCj1fk4lwR96A7dFpr69Y44b6LwYhRIRdxZxCYybsQmMz6Cl0eZR/Nun5vKYtMMHIuXzpfwgz9rjI1Lve1UO/Jz6bpYOsAgYm2fqW4x1uNLCPQ2bJyEQ703YyLH7R46dTLaMNu3ldWmDvSPlgRvjAM/a41Kp9y9UBvxkX+dXfyv5I7gcDPyXZOtwR7InNoHxWkfw/oddkyzkfbIr2THatIecPFtDS6NWb+Ld/XzgWqn711QC/KWHiEEgJjOJzzFarHW43AQJjBtonfGp2AAENbQ02jxJvEtfFhksdV4TKR8lo+FXPezzf5Y2+bC+/spZztTnLewCcL4pcpJ1uFSCBMbzHbHbLgJYSsanqNHmVA+e6wTCpNFx1HrY15+XNjlMX3sFYCTwrHSKBvK7sUWtw9PK9P27yne+4wjeSpnilmuENhD4G9VrtCk350ldH9DuvYMgMMNQbQolIOrG9g8RpCjFWoeLYTzWOLHVud48EdQeHVDHajTalJuh8hw3yAj+HWCcdm+6Sd+u93S0qyQwBbsuZLCO3Pl8Gi/EWofX0Tb3nxr5jkccsWuSkcnkCtXxcBEFY+9/eBZc3I7BbtNodNp1tfy7DRuOyWf2JAzIqyixDMM6sBt5kabn+ZXcDxsiqhj6yWhrsfNirpcp58hOqGNgtNkML74B5lYwvVL2nLoB5zjLFO6a6ETCOIzBZ/eR7QRUhTgWfwMzKCVMfR9r59rI3vLybXFewNdEBHfq/Gr+5kIw28AYMC+C2ScFz2Yw1lq91GnTVdg10WExx59BuB1oCXCkh/3Z58AMSjs4DuvbaLDrRScXOZ3N510xhapzJTNjwLws4vcemM9W6bMYh10TdV30XsCuifZMOHcENg5jkgErqwSBGWboK60UyyDgIZI3A7fFu6LKML3B3CbiZ2Tq27sKbixpTbQtPyLRUfyjwG6e9OEgMMMX9XVW2kJgEa0ntIgeIZ/tRWvvimXykqVsTclMBbNZxG8RmLGddB/9oelS6Ov+iKwHrqb0WHJRl74PetB/A//z0/RVVtrD0VhrbzD6W+tMZ4OER2eR6i0DZl8w80X8toKpYFJ28z4w14Xie/WTWLfBy2mZN6NUdsVuWQqe4wyyu81jMHZt05CtFKtKhRlIuO4X/N2frU5leogABVPfmWB27qDvyoE5CcxDYJrl+5rBPAxvnkTHrcXVyqi8kcJZ+tLKWFquiW7CBuZ4v77CSnupAb4B/Bbr0ZFRzFlg1okYvQVmYpnFdapjWDFiYb4VzAEVrOQkWZrIgktfLXAmNpGWuyb6GDa4hcHuP71QX2FFKSxQI8E8K8LUAGY6mBorTmYymL4x5xwIJk+ybjNUrrHGEbzlUtZZoaLS7tLXB2tYW+QI3kYZ8e0rx/Sk5b7Ge7D7SxVFySNW3cBc60xFv+hYgX8Tc/xMMJFIv2aCjOYaHMGbK6O+agiZlUaXvtHY9cl1jqC9gV0Tzbc08QmZ9hpslBp16VOUBAE8DcwTYHqK8G0D0wTm8HjhM93AnOOMGA2Y7WDuBnNElVYymqXv3Cq8xyBsmeui9zTWk6UYI83ehMmptong57R/K0qyCN4Gpg7MY2BeANMlRviGgqkXwVsFZgaYYSmoXD/gLiofh7EQQdiy/zj3tU3urT0Gi2hMSp9d+hSlzcI3RqavX4uf6pofgLkQTPcUVnIqoVX0ZTrHkDUEa31e44jUCikbWOQ1jia/X7nr0rcYP136FKWtwgd2nc9sAjO8tfClnnFY/+pgS8jHK/S9E2Q0V0/rKNxtWRPdBevX3Az8JM+5vrv0KUq7hG9nmcrOzKDwgbWa/pHyxGEsRBBxZrbzXY1YF732jsSiXkfPY8NURfHZpU9R2iN8AOaTspZ3YgaFz536JmXpaw+DsJbYJY7grcOuwQ0v03cUa7Tx0aVPUdotfDkw/wLzEpj7Myp8UHyWvmKIelcEgnoJHWNMiTPaxEW28cmlT1FKET4A834xdGzJsPBBa4von8m/by5KXNiyJiobtmwa1iJcyGiTdZc+RSmX8AGYq2XK+5wHjVBslj4ozruikownNNpsJL/RZhLZcelTlJKF7xows2LK+8g2l5meNERSlr72eFdUijijTVxk8EH4laVPUfIKXzf7F/tZVxuEwBu6irgFU9dZMjIqxbuikrhGm1eAA2OO8SFLn6IkCt8zYB7N89n1NgiBd5wOvEu4bhfkYL6Z6g8HVazRJg0ufYqiwldhRmD3zDUA36N474pqIM5oExcAthpd+hRFha8TGUC4Dy+tnE1Lo83hBabIne3SpygqfFXAQSIEL6W8HqMobLQJ6CyXPkXpNOGbD+aMmL8HPRa+KSICf42UpzFIQ5CU3TXaxAWLrZRLn6JUhfA1gtkY81fvsfB9QV7+GyLlV2CNBl9PYZ1OIzTavI2N9pJv6tsRLn2KolPdKufH8uJ/K1J+k5RflNJ6DQf+VcTUN2od/ra+K+VDQ+Yo1coI+fftIsvTwtvAccD35f37HjaCy5DIcYuwHiy/w1qJr8TG+dtVu4aiI77s8pSMdiZFyhdIeRbSOx5PmGL1HfIHOf024frgL/WdUVT4ssub8qJHvRo2SHn/jNRzMPB3WrqxxQU5fZIwiKqiU10lo/1yqLzoy5zyfkBf7ML/+ozU9R2sW953Rfi+DMT5Z2+Sf/+j3UPJwoivX3xOXQCzExgfE9cMEdFbGSk/QMoXZLTex2DD23805rP7pO5n6TtTOl20CTqb3IYCn20BtnjYKEG05KwZNpJ4CtgnzzMfnvG661RX8Z58AufDy78l4cdgiXYPFT7FrxGfr6OeHtggDfXYIKaKCp+iwudFe+QI01sqKnyKCp+37aGo8CkZfNGXFFnua3soKnxKxkc4OcLsZEu1PRQVPiVLdMX6ozbRch/fIGzu2nexQTtV+BQVPiUz7I5NIrQcm2BIX34VPhU+xduX3OeXf4THdVfhU7wSPjVsqOir8Ck64vP05e9DGJhhnXYPFT5FhU+nuYoKn6LCp8KnqPApWXrRfRUAXd9T4VM8fdFrsTH6mrHbXFT4FBU+JTP0wuab3U7LKCRDsLEjV2EjlKjwKSp8SmYY5rzkJubl93kri/rpqvApno1u1GtDR3wqfEpmUcNGS3LOKHiZdg8VPkVHfD4wEBuYYS12A7Oiwqeo8HnTHrq+p8KnqPB53x6KCp+iwpdZ1GtDhU/xgGExU7vuwGCgAbuPT38IlJLRhOJKtbALNgrJJsBNst4IHI1d6G9S4VNU+JQscaz8WxspbwJm69Rf0amukkVGy79dsS5qigqfomSeYB3PAOuBcZ63Ry3WL7kJ6KbdQ1Gyy4nY9T0DbAMuwXov+MgwaYfl2i0UJft0B67DhqAywH1Yw0dW6YZNpxllotT/Oe0SiuIPZ2Bz6Brs9pYjM1a/QcDlUrd7Yz7/iNT9Xu0KiuIXI4CnRQAagOmk3yA3FrgF2Cr1MsA8Wq/jXSqfXaPdQFH8o4sIXpMIwaOkz+pbA0wGHnCm8E3AI8AU4tcx75TjrtAuoCj+MhlYIWKwCmsIqXb6ANOARc7obiNwI7BvwrnL5fir9dErit/sCjwsgtCMNYJ0rcL7HA3MwObBDQTvDeya3s4J506QY4PzPqaPXVGUGhGQRhGGJ4Ddq+TejgLudu7NYNcoz6G1R4pLd+AC7Fqfcf4e1MetKIrLscBSEYjVwKmddB/dganAS45gbQNuBQ4sYgR7uVOPYBr/a3QDt6IoeRgI/C0y9a2Ul8MQrNFltSNaK6RsYMK547DrfO85576AXQ/sqY9VUZQkclgPj+0iIHMI/X47ggkymqt3RGuujPq6JkzRp2AtucF5TVhL72R9jIqitIdDCI0CG4Dzynjtbth1utmOaDWKaCVtrO4rwvyWc+4GGZ2O0semKEqp9CXc/2ZkZNarhOu53hXBNdeLaA1POHcvOW6zc+7rIoK99VEpilJuphKuny0ADmjj+WOxa3BbHNFaJKLVK2HaHd2oXKxlV1EUpWTGAC+L8LwHfLaIc/YDHqflGtz9wPEJ5/XGGiZeds7dKiPOA/RRKIpSSfoAt0Wmvr0TprZbKd67YijWivuu8x3LpWyANr+iKJ099d3sTFnHFjj2BOxaYSECy24DrS27ms5BUZSqYV9gvjMNvaSN5weW3WcdsduO9dSYqM2rKEq10gNraQ2EaybJvrODifeumEGYDlNRFKXqOYswgMBbeUZs6l2hKErmGOlMWxuAWTIi/BLqXaEoSobpDlzriJy7924d8HPUu0JRlIxyFWGE53rgF0B/bRZFUbLOIGyoqxptiuzz/xCFz6FFs0l+AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIzLTEyLTI0VDE4OjEzOjE4KzAwOjAwNsoyZAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMy0xMi0yNFQxODoxMzoxOCswMDowMEeXitgAAAJPelRYdE1PTCByZGtpdCAyMDIzLjA5LjMAADiNfVVbbtswEPz3KXgBC/viPj5jOyiKIg7Qpr1DgX72/ugujYQMQFSyFiI5q6VmZuVTq+P77dvvv+3joNvp1Br85xcR7RcDwOml1U27PH/5em/Xt6fL+8z19ef97UcjaWSZk+dn7NPb68v7DLZr64cronGjA0OIeoMDxjEzaeA0kFly2YDdcIPjxMnB2C0HcCB0s9jgJHGcyxFa5SIcBDa4PnBktZ77E3cO2eB01NXeBTwTwFXcNjhLHB7Gwkq5zEmn+Abn7Z6znbyHZQIFEezeIxJ3hsPFAKqehiSVGyCmLu2MB6C6aOVYKPEWWqIkd+5BUDnqLrGrjjSQgAGO7ZyEmnvnHZLHixPJqC4HGCLumMSShg4FkA71TEkpiXbIPpBmQO61z3BS3bGJOqp3lU48WIiUW3dIK0IphSGRKGjqzbyzBnoxykfPsrnpZLQDwb5+PKBCzlZlw518V5+GTOkkFhTMPbtDl51KVCqdNefDRIpbJ+nb3qEHEi26c22UwHwrKPGjfBg7Dk4R0jG7Tsv2vv4prKikQGl6tqR1B32+3z41/eMzcHm93+ZnIN+g0ez2bLbGs6mlrtm7dfbZojloOjuxHmaz4XLQfPaV5BWzfSQvXLtEKiAuzSAVkBbTSwXkxdxSAWUxsVTAvpi1hmnFxZQ4atliPhzBF49JBYzFSlKBVstIBcLFGlKBaLGAVCBelMaRJYugUux9jMeOdVJJ+piY5FCxW0/yVepV2Bq//zfk/ekft0kyX0Vw+REAAAAddEVYdHJka2l0UEtMIHJka2l0IDIwMjMuMDkuMwDvvq3eAH9imgAAASN6VFh0U01JTEVTIHJka2l0IDIwMjMuMDkuMwAAGJUtkDtuBDEMQ6+SchbwCPpZEjFl+lxi2mBPsIePtBtX9jNJmf7+veXudfzc+nzex3nbHG97/G+0d/L1Ok4nD7dlZMlYV5/DXHwJVfHeTYKYkUO01D9EErvWyaSchY8PaaXrFBJmiUZGG6Uyss3KUc2UDBPSMoObNRJqee2RJUItmzGVJ3MupoCLNOsQrY2cd0A79hJKc4vWGADveOvZwLiAYl+Xk8lOayC8M/uhuwPFhiRbpQypmAlKAlcbU+zt0n/CFY6J1US1wKsMM3iH73dXBrfyUspkxZCuHDkkmKeokaexjkvVp6cTp4hMJRZwyYgkq+8aSRXe0fEG49eymk5VWrEerz+5O2N1IFcM9QAAAABJRU5ErkJggg==) 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관련 화합물
힐 시스템의 공식은 C20H14ClN3
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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 |