몰 질량 of Sonlicromanol (C19H28N2O3) is 332.4372 g/mol
C19H28N2O3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C19H28N2O3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
---|
탄소 | C | 12.0107 | 19 | 68.6455 | 수소 | H | 1.00794 | 28 | 8.4895 | 질소 | N | 14.0067 | 2 | 8.4267 | 산소 | O | 15.9994 | 3 | 14.4383 |
몰질량을 단계별로 계산하기 |
---|
먼저 C19H28N2O3에 있는 각 원자의 수를 계산합니다.
C: 19, H: 28, N: 2, O: 3
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 (C19H28N2O3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
19 * 12.0107 + 28 * 1.00794 + 2 * 14.0067 + 3 * 15.9994 =
332.4372 g/mol
|
화학 구조 |
---|
![C19H28N2O3 - 화학 구조](data:images/png;base64,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) |
관련 화합물
힐 시스템의 공식은 C19H28N2O3
|
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 |