몰 질량 of Scopoletin (C10H8O4) is 192.1681 g/mol
C10H8O4 중량과 몰 사이의 변환
다음 물질의 원소 조성 C10H8O4
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 10 | 62.5010 | 수소 | H | 1.00794 | 8 | 4.1961 | 산소 | O | 15.9994 | 4 | 33.3029 |
몰질량을 단계별로 계산하기 |
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먼저 C10H8O4에 있는 각 원자의 수를 계산합니다.
C: 10, H: 8, O: 4
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 (C10H8O4) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
10 * 12.0107 + 8 * 1.00794 + 4 * 15.9994 =
192.1681 g/mol
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화학 구조 |
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![C10H8O4 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C10H8O4
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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 |