몰 질량 of Diphosgene (C2Cl4O2) is 197.8322 g/mol
C2Cl4O2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C2Cl4O2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 2 | 12.1423 | 염소 | Cl | 35.453 | 4 | 71.6830 | 산소 | O | 15.9994 | 2 | 16.1747 |
몰질량을 단계별로 계산하기 |
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먼저 C2Cl4O2에 있는 각 원자의 수를 계산합니다.
C: 2, Cl: 4, O: 2
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, Cl: 35.453, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C2Cl4O2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(Cl) * Weight(Cl) + Count(O) * Weight(O) =
2 * 12.0107 + 4 * 35.453 + 2 * 15.9994 =
197.8322 g/mol
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화학 구조 |
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![C2Cl4O2 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C2Cl4O2
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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, 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 |