몰 질량 of Maltotriose (C18H32O16) is 504.4371 g/mol
C18H32O16 중량과 몰 사이의 변환
다음 물질의 원소 조성 C18H32O16
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 18 | 42.8582 | 수소 | H | 1.00794 | 32 | 6.3941 | 산소 | O | 15.9994 | 16 | 50.7477 |
몰질량을 단계별로 계산하기 |
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먼저 C18H32O16에 있는 각 원자의 수를 계산합니다.
C: 18, H: 32, O: 16
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 (C18H32O16) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
18 * 12.0107 + 32 * 1.00794 + 16 * 15.9994 =
504.4371 g/mol
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화학 구조 |
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![C18H32O16 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C18H32O16
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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 |