몰 질량 of C18H14O8 (MCPO) is 358.2990 g/mol
C18H14O8 중량과 몰 사이의 변환
다음 물질의 원소 조성 C18H14O8
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 18 | 60.3386 | 수소 | H | 1.00794 | 14 | 3.9384 | 산소 | O | 15.9994 | 8 | 35.7230 |
몰질량을 단계별로 계산하기 |
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먼저 C18H14O8에 있는 각 원자의 수를 계산합니다.
C: 18, H: 14, O: 8
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 (C18H14O8) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
18 * 12.0107 + 14 * 1.00794 + 8 * 15.9994 =
358.2990 g/mol
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화학 구조 |
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![C18H14O8 - 화학 구조](data:images/png;base64,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) 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모습 |
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소로믹산은 흰색 결정성 고체로 나타납니다. |
관련 화합물
힐 시스템의 공식은 C18H14O8
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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 |