몰 질량 of Triacetin (C9H14O6) is 218.2039 g/mol
C9H14O6 중량과 몰 사이의 변환
다음 물질의 원소 조성 C9H14O6
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 9 | 49.5391 | 수소 | H | 1.00794 | 14 | 6.4670 | 산소 | O | 15.9994 | 6 | 43.9939 |
몰질량을 단계별로 계산하기 |
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먼저 C9H14O6에 있는 각 원자의 수를 계산합니다.
C: 9, H: 14, O: 6
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 (C9H14O6) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
9 * 12.0107 + 14 * 1.00794 + 6 * 15.9994 =
218.2039 g/mol
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화학 구조 |
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![C9H14O6 - 화학 구조](data:images/png;base64,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) 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모습 |
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트리아세틴은 끓는점이 높고 녹는점이 낮은 무색, 점성, 무취의 액체입니다. |
관련 화합물
힐 시스템의 공식은 C9H14O6
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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 |