몰 질량 of Dihydrolevoglucosenone (C6H8O3) is 128.1259 g/mol
C6H8O3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C6H8O3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 6 | 56.2448 | 수소 | H | 1.00794 | 8 | 6.2934 | 산소 | O | 15.9994 | 3 | 37.4617 |
몰질량을 단계별로 계산하기 |
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먼저 C6H8O3에 있는 각 원자의 수를 계산합니다.
C: 6, H: 8, O: 3
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C6H8O3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
6 * 12.0107 + 8 * 1.00794 + 3 * 15.9994 =
128.1259 g/mol
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화학 구조 |
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![C6H8O3 - 화학 구조](data:images/png;base64,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) 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모습 |
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푸라네올은 흰색 또는 무색의 고체로 물과 유기용매에 용해됩니다. |
관련 화합물
힐 시스템의 공식은 C6H8O3
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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 |