몰 질량 of Sulfolane (C4H8O2S) is 120.1701 g/mol
C4H8O2S 중량과 몰 사이의 변환
다음 물질의 원소 조성 C4H8O2S
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 4 | 39.9790 | 수소 | H | 1.00794 | 8 | 6.7101 | 산소 | O | 15.9994 | 2 | 26.6279 | 황 | S | 32.065 | 1 | 26.6830 |
몰질량을 단계별로 계산하기 |
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먼저 C4H8O2S에 있는 각 원자의 수를 계산합니다.
C: 4, H: 8, O: 2, S: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, O: 15.9994, S: 32.065
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C4H8O2S) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) + Count(S) * Weight(S) =
4 * 12.0107 + 8 * 1.00794 + 2 * 15.9994 + 1 * 32.065 =
120.1701 g/mol
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화학 구조 |
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![C4H8O2S - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C4H8O2S
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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 |