몰 질량 of Cortisol (C21H30O5) is 362.4599 g/mol
C21H30O5 중량과 몰 사이의 변환
다음 물질의 원소 조성 C21H30O5
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 21 | 69.5869 | 수소 | H | 1.00794 | 30 | 8.3425 | 산소 | O | 15.9994 | 5 | 22.0706 |
몰질량을 단계별로 계산하기 |
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먼저 C21H30O5에 있는 각 원자의 수를 계산합니다.
C: 21, H: 30, O: 5
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 (C21H30O5) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
21 * 12.0107 + 30 * 1.00794 + 5 * 15.9994 =
362.4599 g/mol
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화학 구조 |
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![C21H30O5 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C21H30O5
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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 |