몰 질량 of Coniferin (C16H22O8) is 342.3411 g/mol
C16H22O8 중량과 몰 사이의 변환
다음 물질의 원소 조성 C16H22O8
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 16 | 56.1344 | 수소 | H | 1.00794 | 22 | 6.4774 | 산소 | O | 15.9994 | 8 | 37.3882 |
몰질량을 단계별로 계산하기 |
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먼저 C16H22O8에 있는 각 원자의 수를 계산합니다.
C: 16, H: 22, 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 (C16H22O8) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
16 * 12.0107 + 22 * 1.00794 + 8 * 15.9994 =
342.3411 g/mol
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화학 구조 |
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![C16H22O8 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C16H22O8
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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 |