몰 질량 of C28H28N2 (AMN082) is 392.5353 g/mol
C28H28N2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C28H28N2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 28 | 85.6737 | 수소 | H | 1.00794 | 28 | 7.1898 | 질소 | N | 14.0067 | 2 | 7.1365 |
몰질량을 단계별로 계산하기 |
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먼저 C28H28N2에 있는 각 원자의 수를 계산합니다.
C: 28, H: 28, N: 2
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C28H28N2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) =
28 * 12.0107 + 28 * 1.00794 + 2 * 14.0067 =
392.5353 g/mol
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화학 구조 |
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![C28H28N2 - 화학 구조](data:images/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT4AAADICAYAAABxhI2AAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAB3RJTUUH5wwYEgEabBOszgAAAAZiS0dEAP8A/wD/oL2nkwAAIQxJREFUGBntwQmY3WVhL+B3ZrJDEsJO2MO+qRBUQKyiAy4sijqKW6wiY29Vxrp0UGsb6zY22pp7a9sRlxpch7pGER1pFNGgJOy7gGFJ2CEJhGwz87t99D6c59wZBLLNOf9876soikqYiC9iGa7CcxVFUVTUfujB/QiCYC1eoiiKoiJa0Y4+DCAIrsc3sQzBEHrQpiiKoklNRRduQxCsQR+OU9OCLqxHsAC7KoqiaCIz0YtVCIJb0I0dPbEXYBmCe/FiRVEUDWw8OtCPIBhEPzrQ5qnZGf0I1mM2WhVFUTSQ3TEb9yEIlmMuZnhyH8Q5aFHThtkYRDAf0xRFUYyiVrSjD+sRBIvQiUmemn2xHsF8bK/eKXgQwe14rqIoii1sKjpxHYJgDfrQbsOcjAcR3IFj1NsTCxGsQZeiKIot4Ej04lEEwV2YjZ1svD3xGwRr0KXeeMxFEHwd2yqKotjExqED/QiCIfSjA2NsWmPQgyD4LqaqdzqWI7gRRyiKotgEpqMbdyEIlqMXh9r8XomHEdyEI9Q7EFcjeAxnKoqi2AAt+BtciPUIgsvRiW1sWQfiKgSr8Xb1JuBcBME8TFQURfE0XIQgWIOv4VijawK+gCCYh0nqzcIqBJdjP0VRFE/BbgiCH2NnjWUWViG4Avur9yz8HsEKvEZRFMWT+AsEKzSuQ3EdghXoUG8K+hAMYS7GKoqieAKnIfixxjYZ30IQ9GKcep1Yi+C32FtRFMUIuhD8q5pj8CE8T+PpxFoEv8M+6j0bf0BwP16iKIri//M5BO9T8xEEn9KYjsZtCO7HS9XbET9BMIQetCqKovh/foDgVWq+jKBT49oBFyAYQg/a1LSgGwMIfoVDFUVR/I+rERypZgGCEzW2FnRjAMEC7KreibgPwQCOVxTFVm8lgmlqliDYX3N4IZYhuAvHq3cIViH4qaIotmo7IliuZgzWYxDjNY/puBjBerxHvZ8gWKQoiq3asxFcoWYGgjs0nzGYjUG8V71/R/AhxUaZgV9iGS7DzoqiubwWwXfVvAjBLzWvY9Ci3oUITlZskJmYh3UIguBuHKwomkc3gs+qORPBf6qWmxAcqnjKJqMTVyEIBvA7/BseQvAIXq8omsN/IHiXmo8j+AfV0YLVCLZRPKkD0YOHEAR3owd7qpmILyEI5mGiomhsP0VwspqvI5ilOnZHcI/iCbXiVPRjCEGwCLMw1hObhccQLMYMRdG4bkZwqJrfIHi+6jgewULFMLugG7cjCFaiF88wsjbDHYlbEKzAqxVF42nFGgTbqLkbwZ6q480Ivql43EzMwzoEwU3oxjQjm4leXI82w03B+QiGMBdjFUXj2APBPWomYghr0aY6/h7BJ23lJmAWrkQQDGI+2tFiuIl4Ky5DEAziOUbWgi6sQ3AxpiuKxvB8BAvVHILg96rlKwjOspU6AD14EEFwD3qwl5HNQA/uRxA8jLnY15M7HnchuA8nKYrR92YE31DzcgQ/Uy2/QNBuK9KKdszHEIJgEToxwXCtaEcfBhAEi9CJSZ6eHXEhggHMRquiGD1/j+ATat6JoFe13I5gP1uBndGNJQiC1ZiHZxrZVHTiegTBGvTheTZOC7oxiOAi7KIoRsdXELxdzWcQnKM6xmIAAxinwmaiF48hCG5GN7Y3sqPQi1UIgrswGzvatE7APQjuxHGKYsv7BYIXq/kvBK9THfshuF0FbY8v4SoEwSD6cSpaDDcOHehHEAyiHx1os/nsgUsQrEc3WhTFlnM7ghlqFiN4jup4MYJfqJhd8ACC4B58HHsa2XTMxn0IguXoxSG2nDHowRCC72M7RbH5jcUABjBWzUMIdlIdb0fwFRUzG8EAPo1xhmtBO/qwHkGwGJ3Yxug5DQ8huBnPVBSb134IlqiZiuBR1fIJBH+vYj6DYKHhpqAT1yEI1qIP7RrH3vgtgtXoUhSbTzuCBWqeheAa1fINBG9WMZ9F0K3e57AKQbAE52AnjWkC5iII5mEbRbHpnYXgy2pOR/BD1bIQwfEq5rsIXqteL4bQjw6M0RzehEcRXI/DFMWm9UkEf6/mvQjmqpZ7EOyuYq5A8Gz19saBmtPBuBbBSpyhKDadbyJ4s5r/g+BvVMdEDGEtWlXMwwh2VC3b4hsIgm9hW0Wx8S5FcLyaHyF4peo4FMHNKmYagpWq651Yi2AFpiiKjXMvgt3VXIngWarjZAQ/VTFHIbhatXVgEMFHFMWG2wFDWIdWNa3YE+NUx7sQ/IeKeRWCH6i+exF8UlFsuFcgWK/6PougW8W8D8HnVMs7cAra1FyH4BhFseEOxRCC32KS6vougteqmH9F0KU6tsEQVqPVn7RgFYKpimLjnIshBFdgf9V0OYJnq5gfIzhNdRyG4EY1uyB4QFFsGofjOgQr8VrV8zCCHVXM9QiOUB2nIPiJmmMQXKYoNp3J+BaCoBfjNJdxeAPerN5UBI+omBasQjBZdbwbwb+peT2CPkWx6XViLYLLsI/Gtxu6cSeCpRir5kgEV6uYXRHcr1r+GcHfqvkQgk8ris3jaNyG4AG8TONpQTu+iwEEwRU4C+PUdCD4gYo5FsFlquV7CDrUnIvgfymKzWcH/BjBEHrQZvRNQSeuQRCsRR/ajewCBL9WMW9A0KdarkRwtJqfI3ipoti8WtCFdQgWYDej4yDMxSMIgmXowR5GdgDOxxCC81TMhxF8WrUsR7CDmlsRHKQotowXYBmCe/FiW8ZYdKAfQwiCS9CBMYZrw+noxxCC4HZMVjFfRPBXqmN7BCvVtGEdhjBBUWw5O6MfwXrMRqvNY1d04w4EwUr04nAj2xndWIIgWI15eImKugjBS1THTARXqdkbwVJFseW1YTYGEczH9jadmZiHdQiCG9GFbY1sJnrxGILgZnRjexV3K4IDVcerEXxfzQsRXKIoRs/JeBDB7TjGhpuMTlyNIBjAfLSjxXATMAuXIwgG0Y9T0WIr0IZ1GMIE1fF+BP+i5q0IzlMUo2tPLESwBl2engPRg4cQBHejB3sa2f7owQMIgnvRg31sZfZGcJdq+TyCs9X8I4J/VBSjbyx6EATfwVRPrBWnoh9DCIJFmIWxhmtFO/owgCBYhE5MtJV6IYJfqZYLEJyq5jwEb1UUjeN0LEdwI44wsm2xHMFK9OIZRrYdunAbgmAN+nCswlsRzFMtNyA4XM2vELxQUTSWA3EVgsdwppF9AO/EFCObiV6sQhDcgm7soHjcPyL4qOpowSoEk9XchWBvRdF4JuBcBME8TPLkxqMDv0YQDKIfHWhTDHMegreqjt0Q3KdmPAaxHmMUReOahVUILsd+RjYDPbgfQfAw5mJfxZ91CYIXqo7jEPxOzYEIblUUje9Z+D2CFejwJ61oRx8GEASL0IlJiqdkKYK9VccbEXxbzUsQ/FxRNIep+A6CIVyEWxEEq/FlHK14WiZgEOvQpjr+DkGPmr9CcK6iaC6dWI87EdyKbuyo2CAHIbhVvVZ8FDtpTl9C8A41n0bwIUXRfBYg+CRaFRvl7Qh+p94HENyJ4zSfixCcpKYPwesVRfO5CsFMxUb7BoI71Nsdv0KwHt1o0TxuQ3CAmssQHKNSshOZaJhMI5MVVbECwfaKjdaJIOhFq5oxmI1BBD/ANI1vDNZhEOPVPIBgF5WSpeQsw2QBmaOogh0QrFBsEuPwWwTB97CdeqfiIQRL8ByNbR8Ed6qZjOAxtKiULCVnGSYLyBxFFRyN4ErFJnUqHkRwO56r3l64FMEadGlcJyC4WM0zEFyvcrKUnGWYLCBzFFXQgeB7ik1uL1yKYA261BuPuQiC87CNxvM2BF9V8woEP1Y5WUreTaaQKWQKmUIuJnMUVfC3CP5ZsVmMx1wEwdewjXpvxCMIbsDhGssEHIYD1bwHwb+qnCwlISEhISEhcxRV8G8I3q3YrN6ARxDcgMPVOwjXIHgEr9fY5iJ4n8rJUvJXZCwZS8aSseQXZI6iCn6C4BTFZncQrkbwCF6v3kR8CUEwDxM1pp8geJXKyVJylmGygMxRVMGNCA5TbBET8UUEwTxMVG8WHkOwGDM0juPRh/V4AOdhrErJUnKWYbKAzFE0uxasRrCtYouahVUIFmM/9Y7ELQhW4NVGz3Z4D25CEKzFAIKLMV1lZCk5yzBZQOYomt10BPcqRsWRuAXBCrxavSk4H8EQ5mKsLedgzMWjCIKl6MHueDaWILgPJ6mEvJkcYpicRo5VNLvnIbhUMWqm4HwEQ5iLsWpa0IV1CC7GdJvPOHSgH0EQXIIOjFFvR1yIYAg9aNXU8gnyH6RNnXyWvEzR7N6E4JuKUdWCLqxDcDGmq3c8liK4DyfZtHZDN+5EEKxALw7z57WgGwMILsIumlYWkpB3qZNrydmKZvcRBJ9SNIRnYwmC+3CSejviQgQDmI1WG+d49GEdguAGdGFbT88JuBvBnThOU8pC8nOyguzucbmWnK1odl9G0KloGDviQgRD6EGrmhZ0YxDBRdjF0zMZnbgaQbAWfWhHiw23Oy5BsB7daNFUspC8n1xAvuVxuZacrWh2CxCcqGgoLejGAIKLsIt6L8H9WIdjPTUHoQcPIwiWoQd72HTGoAdDCL6P7TSNLCTvJweRteSl/ijXkrMVzW4Jgv0VDekE3I3gThyn3p44w5/XhlPRjyEEwSLMwlibz2l4CMHNeKamkIXk/f4onyS3kAnkWnK2opmNwXoMYryiYe2OSxCsRzdaPLld0Y3bEQQr0YsjbDl747cIVqNLw8kY8hpyHmklC8n7/VEmkSXkg+Racraimc1AcIei4Y1BD4YQfB/bGdlMzMM6BMGN6MY0o2M85iII5mEboy67kG5yOwkJeTlZSN7vcXkFWUmWkbP9UVoVzehFCH6paBqn4SEEN+M5/mRbdOIqBMEA5qMdLRrDm/AoghtwmFGRmaSXrCYhITeRbjKNLCTvVyfzScjZ5BRyGZmhaDZnIvhPRVPZH1cgGMIyrEEQLMNsTNeYDsY1CFbiDFtEJpBZ5EoSEjJI5pN20uJx+Q55uzqZQW4mf0kuJyEPkpMVzeTjCP5B0XQm4FcIgmAxZmGsxrctvoEg6MU4m0UOID3kQRIScg/pIXvbIJlC/ouEDJG5ZKyiGXwdwSxF03ovvopXak6z8BiCRZhh02jjPSeTfjJEQkIuJmeQcTZaWkgXWUdCfkmma04n4kzMUH2/QfB8RTGKjsKtCJbjVTbczujGH2h9kNWryWoyjzzTZpHnk6Uk5D5youbQinb8AkHwAI5VbXcj2FNRjLIp+C8EQ5iLsZ664/B1rEUQ3Mh/nEmm2uyyE/kpCRkgs0mrxrQTzsESBMEQViJYi3erpokYwlq0KYoG0IIurEPwS0z3xCZgFi5HEAyiH6eixRaVNjKbDJKQH5HtNY6Z6MUqBMEt6MbOGIMeDCH4HrZTLYcg+L2iaDDPx1IE9+FE9fZHDx5AENyLHuxj1OVF5B4Scgc51ugZjw78GkEwiH50oM1wr8DDCG7GM1THyxH8TFE0oJ3wUwQD+ChORB8GEASL0ImJGkr2IpeSsO52tn2nLWsGenA/guBhzMW+ntwBuBLBanSqhnci6FUUDaoNH8MghhAEq3AujtTQMo7Bz/HSqxF8G5NtPq1oRx8GEASL0IlJnp4JmIsgmIdJmttnEJyjKBrcezCAh/BeTNNcXoGHEdyEZ9i0pqIT1yMI1qAPz7Px3oxHEVyPQzWv/0LwOkXR4M5AcL7mdQCuRLAaZ9l4R6EXqxAEt6IbO9q0DsG1CFbidZrLVHTiQQzgPYqiwX0QwRzNbQLmIgjmYZKnZzw60I8gGEQ/OtBm85mMbyNMu5r1nyPjNLYjcS5WIQiGMIiPoU1RNKgvIPhr1TALjyK4Dod6ctMxG/chCJajF4fYosa/kz/cTkIuJXtpLOPQgX4EwRD68Vr8DdYh+AV2UxQNqB/By1THIbgOwUq8znAtaEcf1iMIFqMTk4yazCS3kZAHyMuMvunoxl0IghXoxaHq/QWWIbgX7YqiwdyC4GDVMhnfRBD0YhymoRPXIQjWog/tGkamku+QkCEyl4yx5R2PPqxHEFyPLmzjie2EnyEYwGy0KooG0Iq1GMIk1fRurEWwEkMIgiU4BztpSGkhXWQdCfkF2c1ml6n86EzciCBYi6/jOE9dG2ZjEMF8bK8oRtleCJaptpm4D0GwGB0YoynkL8gyEnIvabdZ5GAylzxC1rDr/ViGHuxhw52MBxHcgWMUxSj6CwS/Vn0zcCZO1JSyE/kZCRkgs0mrjZZx5AxyMQkJGSL9fOJktNk09sRvEKxBl+b0SnwV71U0rbcg+JqiCaSNzCaDJGQ+2d4GyW6km9xBQkJWkF5yuM1jDHoQBN/FVI2vDafiIgRBsBiTFE1nNoKPKZpITiYPkpDLyV+SW8kp6uSvyXfUyUwyj6wjISE3kC6yrS3jlXgYwU04QmOajtlYhiBYg2UYQnAF9lc0la8ieJuiyWRP8htyOjmbDJAlZBuPy4fJQjKZdJKrSUjIWtJH2kmLLe9AXIVgNd6ucczEPKxDENyIbmznT47EdQhWoEPRNC5GcIKiCaXVH+VscgVZRP7J4/JhspC8nISE3E16yJ5G3wR8AUEwD5OMjsnoxFUIggHMRztaDDcZ30IQ9GKcouHdiWBfRRPL2WQxOY6sI8/0R/kwWUhayXnkNWSMxjMLqxBcgf1tOQeiBw8hCO5GD/by1HRiLYLfYR9FwxqHQazHWEUTy9lksT/KeeTXpJV8mCzUHA7FdQhWoMPm04pT0Y8hBMEizMJYf94Z2FO9o3EbgvvxUkVDOgDBHxRNLmeTxf4ou5Ll5G3kw2Sh5jEZ30YQ9GKcTWcXdGMJguAR9OIZnppjsQ734yXq7YALEAyhB22KhnISgv9WNLmcTRZ7XN5F7iafIgs1n06sRfA77GPjzEQvViMIbkY3pnl6dsAFCIbQgzY1LejGAIIF2FXRMN6B4EuKJpezyWKPSxtZTB4gCzWno3EbgvvxUk/PBMzCFQiCQfTjVLTYcC3ownoEC7Crei/AMgR34XhFQ+hB8HeKJpezyWJ18mwySBZqXjvgAgRD6EGbP29/9OBBBME96MHeNq0XYBmCe/Fi9XbGzxGsx2y0KkbVtxC8UdHk8jLyacPkHPIJza0F3RhAsAC7qteKdszHEIJgEToxweazM/oRrMdstKoZg9kYRPBDTFOMmt8iOE7R5HIsOc0wOYS8WTW8EMsQ3IXjsTO68QcEwWrMw7NsOW2YjUEEP8Q09U7Bgwhux3MVo+I+BLspmlzmkAWGyVlkqeqYjosRDGAtguAmvAfbGT2n4EEEt+O56u2FhQjWoEuxRW2DYDVaFE0uc8gCw+QsslS1jMHn8SDWox+nokVj2BMLEaxBl3rjMRdB8DVsq9giDkdwg6ICMocsMEzOIktVz6sR/ERjGo+5CIKvYVv1XoXlCG7E4YrN7lQEFygqIHPIDeQt5C3kLeQt5Mtkqep5P4LPaWynYzmCG3GEegfhagSP4W2KzepsBJ9XVEDmkAfIj8iPyI/Ij8hVZKnq+TyCLjUH4jBM0FgOxNUIHsOZ6k3EFxEE8zBRsVn8C4IPKCogc8gCw+QsslT1XIDgNDXzELxV45mAcxEE8zBRvVlYheBy7KfY5L6P4DWKCsgcssAwOYssVT03IDhCza8QvFDjmoVVCC7HfuodiVsQrECHYpO6CsFMRQVkDllgmJxFlqqWFqxCMFnNXQj21tiehd8jWIHXqLcdvocg+C3GKTaJ5Qi2V1RA5pAFhslZZKlq2RXB/WrGYxDrMUbjm4I+BEOYi7FqWvAZBEGnYqPtgGCloiIymUwzTCaSnVTLsQh+p+ZABLdqLp1Yi+B32Fu9OxB8Q7HRjkZwpaJoPm9A8G01L0Hwc83nONyJ4APqXYbgTMVGacUnESxQFM3nwwh61PwVgi9qTjvho2hV7zYEByo2yFR04noEd2IA3WhRFM3jiwjeoebTCD6sOtqwDkOYoHhajsaXsRpBcCsuwhCC72CqomgOFyE4SU0fgjeojn0Q3KV4SsajA/0IgkH0owNt/uRUPIRgCZ6jKBrfbQgOUHMZgmNVxwkIfqX4s6ZjNu5DECxHLw4xsr1wKYLV6FIUjWsM1mEQ49Xcj2BX1fE2BPMUw7SgHX1YjyBYjE5M8uTGYy6C4Dxsoygazz4I7lQzGcFjaFEd/4jgo4rHTUEnrkMQrEUf2o1sCt6JDxjZG/EoghtwmKJoLCcguFjNEQiuVy3nIfhLhSPRi0cRBEsxGzsZ2YHowUMIVmKKkR2MaxA8gtcrisbxNgTz1JyG4Meq5RIEL7CVGocO9CMIhtCPDowxXCtORT+GEASLMAtjPbFt8XUEQS/GK4rR9zEEH1XTheBfVctSBHvZykxHN+5CEKxALw41sl3QjdsRBCvRi2d4embhMQSLMUNRjK6vIfhLNZ9D8D7VMQGDWIc2W4nj0Yf1CILr0YVtjGwm5mEdguAmdGOaDXcUbkGwHK9WFKPn1wheoOYHCF6lOg5CcIuKm4JOXIMgWIs+tBvZBMzClQiCQcxHO1psGlNwPoIhzMVYRbHlLUOwl5qrERylOl6K4Ocq6gTMxSMIgmXowR5GdgB68CCC4B70YC+bRwu6sA7BLzFdUWw5EzCEdWhTsxLBNNXxvxCcq2Im43YEwRD6cTraDNeKdszHEIJgEToxwZbxfCxFcB9OVBRbxsEIblGzI4LlquWfEHxIxZyHYAg/weFGtjO6sQRBsBrz8EyjYyf8FMEAZqNVUWxeL0PQr+bZCK5QLecjeL2K+Q2CHxvZTPTiMQTBzejG9kZfC7oxiODn2EVRbD5/jeALal6L4LuqZRGCY1TMDxG8Rs04nIUrEAQD+C7a0aLxvAj3ILgTxymKzeOfEHxQTTeCz6qWBxDsomKuQfAsNWNwJ4J70YN9NL498GsE69GNFkWxaZ2P4Aw1/47gXapjMoLH0KJiHkGwnXpvxhswTnMZgx4MIfgetlMUm84iBM9VcyGCk1XHMxBcp2J2QvCQ6nkFHkZwM45SFJvGgwh2VnMTgkNVxysQ/EjFPAfBYtW0P65AMIRzFcXGmYJgFVr8SQtWI9hGdbwHwf9RMa9D8B3VNQELEAzhUEWx4Y5FcK2aNpyCd6iWuQjeq2LOQfAZ1bcewWmKYsN9CsE9qu+HCE5XMb0I3qk6xmFPtKppxToMYQdFseE+gmAQb1Bt1yA4UsX8DMHLVcezEFypZg8E9yiKjTMFKxCsxTtV10oE26mY3yM4RHWcjmC+mucjWKgoNt4kfAFB8F1MVS07IViuYlqxBkOYpDrei+B/q5mF4BuKYtN5JR5GcBOeoTkdiL3Vew6Cy1XMHgjuVi3/G8HfqPkHBJ9QFJvWAbgKwWq8XXNoRTv6MIBe9V6H4Dsq5vkIfqNa5iN4pZqvIHi7otj0JuALCIJ5mKQx7YRzsARBsAqfU+8cBJ9RMbMQfF21XIvgmWp+geDFimLzmYVVCK7A/hrHTPTiMQTB79GNHQy3EMEcFfMPCD6uWh5BMFXN7QhmKIrN6xBch2AlXmv0jEcHfo0gGEQ/OtBmuHH4NAYQzFYx/4ngTNWxM4IH1YzFAAYwVlFsfpPxLQRBL8bZcvZDD+5HEDyMudjXyPbEx3EPguAB7KJifongRarjuQgWqdkPwRJFsWV1Yi2C32Efm08r2tGHAQTBInRikpEdjz6sRxDchG9iJxV0B4IZquMMBOeraUewQFFseUfjNgT346U2ranowq0IgjXow3FGNgWduAZBsBZ9aFdhYzGAAYxVHR9EMEfNWQi+rChGxw64AMEQetBm48xEL1YhCG5FN3Y0soMxF48gCJahB3vYCuyPYIlq+QKCv1bzSQQfURSjpwVdWI9gAXb19IxHB/oRBIPoRwfaDDcOHejHEILgEnRgjK3IiQgWqJZ+BC9T800Eb1IUo+8FWIbgXrzYk9sds3EfgmA5enGIke2KbtyBIFiJXhxuK9WJ4Muq5RYEB6u5FMHxiqIx7Ix+BOsxG61G9hwMIgguw1sx0chmYh7WIQhuRBe2tZX7FIKPqI5WrMUQJqm5F8HuiqJxtGE2BhH8ENMM14ob0Id2I5uMTlyNIBjAfLSjRfFH30LwJtWxF4JlarbBENagVVE0nlPwIILb8VzDtRnZgejBQwiCu9GDPRXDXIrgearjLxD8Ws1hCG5SFI1rLyxEsAZdnlgbTkU/hhAEizALYxVP6F4E01XHWxB8Tc0pCC5UFI1tPOYiCL6GbdXsim7cjiBYiV4coXhS22AIq9GqOmYj+JiadyP4d0XRHE7HcgTL8S/4b6xDENyEbkxTPGWHIbhRtXwVwdvU/DOCv1UUzeNg3I0gCAYxH+1oUTxtpyD4iXotOEbzuhjBCWq+h6BDUTSXnXEZluGXmKHYKB9G8G/qvQ9DmIuxms+dCPZVcyWCoxVFsVVbhOAC9d6D9QguxnTNYxwGsR5j1SxHsIOiKLZqP0XwGI5Q79lYguA+nKQ5HIDgD2q2R7BSURRbveMxgOA+nKjejrgQwRB60KqxnYTgv9UcheAqRVEU/+Mg/BzBEHrQpqYF3RhAcBF20bjegeBLal6N4PuKoij+nxZ0YwDBf2NX9U7A3QjuxHEaUw+Cv1PzfgT/oiiK4v/zQtyN4C48T73dcQmC9ehGi8byPHwIx6j5PIKzFUVRjGB3/ArBenSjRc0Y9GAIwfexncZ2AYJTFUVRPIExmI1BBD/ANPVOw0MIbsYzNa4VCJ6vKIriSZyKhxAswXPU2xu/RbAaXRrLzvgxgmA3RVEUT8FeuBTBGnSpNwFzEQTzsI3RdSy+hjUIgosURVE8DeMxF0FwHrZR7014FMH1OMyWNR4d+A2CYBC/wUfQqiiKYgO8EY8guAGHq3cwrkWwEmfY/PZDDx5AENyLHuyjKIpiEzgI1yB4BK9Xb1t8A0HQi3E2rVa0ow8DCIJF6MRERVEUm9hEfAlBMA8T1ZuFxxAswr423nbowm0IgjXow7GKoii2gFl4DMFizFDvKNyKYDleZcPMRC9WIQhuQTd2UBRFsYUdiVsQrMCr1dse8xGsx76emvHowCUIgkH0owNtiqIoRtEUnI9gCHMxVk0LzsEHPbndMRv3IwgexlzsqyiKooG0oAvrEPwS0z01rWhHHwYQBIvQiUmKoiga2POxFMF9OMkTm4pOXI8gWIM+PE9RFEUT2REXIhjAbLSqOQq9eBRBcBdmY0dFURRNqgXdGERwD76CSxEEg+hHB8YoiqKoiJdgLYIgWI5eHKooiqKinoursAxfxERFUTS9/wvoTTUDCoc4gAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMy0xMi0yNFQxODowMToyNSswMDowMBzpW7oAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjMtMTItMjRUMTg6MDE6MjUrMDA6MDBttOMGAAACYnpUWHRNT0wgcmRraXQgMjAyMy4wOS4zAAA4jX1VS67bMAzc5xS6gATxo9/yJXkoiuI5QJv2Dt33/igpOzIDCLKjgWyPSZMcMhenx8/7j7//3Djwfrk4Fxe/1pr7QzHGy5fTjbt+fvu+udvz4/q6c3v83p6/nOyI5B0537kfz8fX6w64m8uhcgHhegylACR5I8R+nK+iEFPgTBGb8xSIG8UZkYTIAUvEmtQiUysxT4jciZwhMzsfQ0vQMk2IqbuunApXJVKhCjNiFmIJkSo3dB4CVuJYJsQiRAqYa5O7YjEyUm4TYnWbg1AlPy0rMWOUr5wQm1iUx02eo2xQLJc04YGUpxvamX5FBXHuh/eFc9Di+BHQIh7Q6viR9UXSgXfmUchFHUHr44c2FtIALZAfcluoDbRCftRyUUqou/dDHgt1QNuzxDliappZ5kTT1GPcg6/MlFFVHJESTqmw+4+UCqLaTwA4TT4eZaqMrZReBox1mn3sdZKkp1oLHy+VaVjIOxVzSVI02VHiNv+A1HV/JGAVf+69eYS/ir703jyCX8Veu+sj9FXkWqUR+CJuHXRuhL2I+nO7v428fQheH9v9HIIsC89RJ/YcnQONdZ1jS890Die5cPkcQWqsnIMGZNVznICsdg4N0GWHA3QAMwOgA5pehw5kepoVgE3vsgIk06N6KR1oepEVoJieYwWoprd2X830ECugbRVWQDAdwQqIRvisgGT0zQrIRsaaKkxGrKyA2aiSFbAY+bECVqMzVsBmBMUKZJWjzoZdgiOBwwrhEeb4PKL9a+hNVlZEev36F5b95T9/c3SSis/YEQAAAB10RVh0cmRraXRQS0wgcmRraXQgMjAyMy4wOS4zAO++rd4Af2KaAAABHnpUWHRTTUlMRVMgcmRraXQgMjAyMy4wOS4zAAAokW2QO47DMAxEr7KlA4iC+JFIIaX7XMLXyOF37A3lLaKKGJF8Mzz4OI5t3177/tq3Q47zyeNLcfDPe6NRw5y1SHVn7uVJvdrQpkWr2lQIVsWbBFpMp/Ol2OBhpdXZeY6zSauMmFCaiY4ISFwjLCANaWiDgnKiloJKYjYHb2m39Bmke/Kznf6tTw90m0ijtJxmFsowGZdWXq9Nw7CbwVe7hsI6fGCzuga6wbfRZBSuZl39RIWZDtykicI8hpp2F1ytM4ufI2Eyo8CntBjlCVM9wsv1cZoThPLO2KHdpl9H/MPQ4lCCaJEoUbRYlDBaNEocLR4lkG5iZr2jUh4k7/F4/wJzcnr4gy/44gAAAABJRU5ErkJggg==) 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모습 |
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AMN082는 흰색 결정성 분말로 나타납니다. |
관련 화합물
힐 시스템의 공식은 C28H28N2
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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 |