몰 질량 of Narcotoline (C21H21NO7) is 399.3939 g/mol
C21H21NO7 중량과 몰 사이의 변환
다음 물질의 원소 조성 C21H21NO7
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
---|
탄소 | C | 12.0107 | 21 | 63.1519 | 수소 | H | 1.00794 | 21 | 5.2997 | 질소 | N | 14.0067 | 1 | 3.5070 | 산소 | O | 15.9994 | 7 | 28.0414 |
몰질량을 단계별로 계산하기 |
---|
먼저 C21H21NO7에 있는 각 원자의 수를 계산합니다.
C: 21, H: 21, N: 1, O: 7
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 (C21H21NO7) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
21 * 12.0107 + 21 * 1.00794 + 1 * 14.0067 + 7 * 15.9994 =
399.3939 g/mol
|
화학 구조 |
---|
![C21H21NO7 - 화학 구조](data:images/png;base64,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) |
관련 화합물
힐 시스템의 공식은 C21H21NO7
|
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 |