몰 질량 of 20α,22R-Dihydroxycholesterol (C27H46O3) is 418.6523 g/mol
C27H46O3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C27H46O3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 27 | 77.4602 | 수소 | H | 1.00794 | 46 | 11.0749 | 산소 | O | 15.9994 | 3 | 11.4649 |
몰질량을 단계별로 계산하기 |
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먼저 C27H46O3에 있는 각 원자의 수를 계산합니다.
C: 27, H: 46, O: 3
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C27H46O3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
27 * 12.0107 + 46 * 1.00794 + 3 * 15.9994 =
418.6523 g/mol
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화학 구조 |
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![C27H46O3 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C27H46O3
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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 |