몰 질량 of C29H37IN2O2 (DiOC6) is 572.5208 g/mol
C29H37IN2O2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C29H37IN2O2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 29 | 60.8380 | 수소 | H | 1.00794 | 37 | 6.5140 | 아이오딘 | I | 126.90447 | 1 | 22.1659 | 질소 | N | 14.0067 | 2 | 4.8930 | 산소 | O | 15.9994 | 2 | 5.5891 |
몰질량을 단계별로 계산하기 |
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먼저 C29H37IN2O2에 있는 각 원자의 수를 계산합니다.
C: 29, H: 37, I: 1, N: 2, O: 2
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, I: 126.90447, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C29H37IN2O2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(I) * Weight(I) + Count(N) * Weight(N) + Count(O) * Weight(O) =
29 * 12.0107 + 37 * 1.00794 + 1 * 126.90447 + 2 * 14.0067 + 2 * 15.9994 =
572.5208 g/mol
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화학 구조 |
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![C29H37IN2O2 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C29H37IN2O2
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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 |