몰 질량 of Ergosterol (C28H44O) is 396.6484 g/mol
C28H44O 중량과 몰 사이의 변환
다음 물질의 원소 조성 C28H44O
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 28 | 84.7853 | 수소 | H | 1.00794 | 44 | 11.1810 | 산소 | O | 15.9994 | 1 | 4.0336 |
몰질량을 단계별로 계산하기 |
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먼저 C28H44O에 있는 각 원자의 수를 계산합니다.
C: 28, H: 44, O: 1
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 (C28H44O) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
28 * 12.0107 + 44 * 1.00794 + 1 * 15.9994 =
396.6484 g/mol
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화학 구조 |
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![C28H44O - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C28H44O
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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 |