몰 질량 of Salicin (C13H18O7) is 286.2778 g/mol
C13H18O7 중량과 몰 사이의 변환
다음 물질의 원소 조성 C13H18O7
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 13 | 54.5411 | 수소 | H | 1.00794 | 18 | 6.3375 | 산소 | O | 15.9994 | 7 | 39.1214 |
몰질량을 단계별로 계산하기 |
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먼저 C13H18O7에 있는 각 원자의 수를 계산합니다.
C: 13, H: 18, O: 7
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 (C13H18O7) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
13 * 12.0107 + 18 * 1.00794 + 7 * 15.9994 =
286.2778 g/mol
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화학 구조 |
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![C13H18O7 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C13H18O7
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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 |