몰 질량 of C24H26FN3O2 (S-14,506) is 407.4805 g/mol
C24H26FN3O2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C24H26FN3O2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 24 | 70.7412 | 수소 | H | 1.00794 | 26 | 6.4313 | 플루오린(불소) | F | 18.9984032 | 1 | 4.6624 | 질소 | N | 14.0067 | 3 | 10.3122 | 산소 | O | 15.9994 | 2 | 7.8528 |
몰질량을 단계별로 계산하기 |
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먼저 C24H26FN3O2에 있는 각 원자의 수를 계산합니다.
C: 24, H: 26, F: 1, N: 3, O: 2
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, F: 18.9984032, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C24H26FN3O2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) =
24 * 12.0107 + 26 * 1.00794 + 1 * 18.9984032 + 3 * 14.0067 + 2 * 15.9994 =
407.4805 g/mol
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화학 구조 |
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![C24H26FN3O2 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C24H26FN3O2
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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 |