몰 질량 of Filicin (C36H44O12) is 668.7274 g/mol
C36H44O12 중량과 몰 사이의 변환
다음 물질의 원소 조성 C36H44O12
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 36 | 64.6579 | 수소 | H | 1.00794 | 44 | 6.6319 | 산소 | O | 15.9994 | 12 | 28.7102 |
몰질량을 단계별로 계산하기 |
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먼저 C36H44O12에 있는 각 원자의 수를 계산합니다.
C: 36, H: 44, O: 12
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 (C36H44O12) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
36 * 12.0107 + 44 * 1.00794 + 12 * 15.9994 =
668.7274 g/mol
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화학 구조 |
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![C36H44O12 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C36H44O12
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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 |