몰 질량 of Acetylferrocene ([Fe(C5H4COCH3)(C5H5)]) is 228.0681 g/mol
[Fe(C5H4COCH3)(C5H5)] 중량과 몰 사이의 변환
다음 물질의 원소 조성 [Fe(C5H4COCH3)(C5H5)]
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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철 | Fe | 55.845 | 1 | 24.4861 | 탄소 | C | 12.0107 | 12 | 63.1953 | 수소 | H | 1.00794 | 12 | 5.3034 | 산소 | O | 15.9994 | 1 | 7.0152 |
몰질량을 단계별로 계산하기 |
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먼저 [Fe(C5H4COCH3)(C5H5)]에 있는 각 원자의 수를 계산합니다.
Fe: 1, C: 12, H: 12, O: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
Fe: 55.845, C: 12.0107, H: 1.00794, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 ([Fe(C5H4COCH3)(C5H5)]) = ∑ Counti * Weighti =
Count(Fe) * Weight(Fe) + Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
1 * 55.845 + 12 * 12.0107 + 12 * 1.00794 + 1 * 15.9994 =
228.0681 g/mol
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화학 구조 |
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![[Fe(C5H4COCH3)(C5H5)] - 화학 구조](data:images/png;base64,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) 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모습 |
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아세틸페로센은 유기 용매에 용해되는 주황색의 공기에 안정한 고체입니다. |
관련 화합물
힐 시스템의 공식은 C12H12FeO
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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'> 관련 : 아미노산의 분자량 |