몰 질량 of Narceine (C23H27NO8) is 445.4624 g/mol
C23H27NO8 중량과 몰 사이의 변환
다음 물질의 원소 조성 C23H27NO8
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 23 | 62.0133 | 수소 | H | 1.00794 | 27 | 6.1092 | 질소 | N | 14.0067 | 1 | 3.1443 | 산소 | O | 15.9994 | 8 | 28.7331 |
몰질량을 단계별로 계산하기 |
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먼저 C23H27NO8에 있는 각 원자의 수를 계산합니다.
C: 23, H: 27, N: 1, O: 8
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C23H27NO8) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
23 * 12.0107 + 27 * 1.00794 + 1 * 14.0067 + 8 * 15.9994 =
445.4624 g/mol
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화학 구조 |
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![C23H27NO8 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C23H27NO8
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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 |