몰 질량 of C17H18N2O4 (DMCM) is 314.3358 g/mol
C17H18N2O4 중량과 몰 사이의 변환
다음 물질의 원소 조성 C17H18N2O4
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 17 | 64.9566 | 수소 | H | 1.00794 | 18 | 5.7718 | 질소 | N | 14.0067 | 2 | 8.9119 | 산소 | O | 15.9994 | 4 | 20.3596 |
몰질량을 단계별로 계산하기 |
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먼저 C17H18N2O4에 있는 각 원자의 수를 계산합니다.
C: 17, H: 18, N: 2, O: 4
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C17H18N2O4) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
17 * 12.0107 + 18 * 1.00794 + 2 * 14.0067 + 4 * 15.9994 =
314.3358 g/mol
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화학 구조 |
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![C17H18N2O4 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C17H18N2O4
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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 |