몰 질량 of 3C-DFE (C13H19FNO3) is 256.2933 g/mol
C13H19FNO3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C13H19FNO3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 13 | 60.9220 | 수소 | H | 1.00794 | 19 | 7.4722 | 플루오린(불소) | F | 18.9984032 | 1 | 7.4128 | 질소 | N | 14.0067 | 1 | 5.4651 | 산소 | O | 15.9994 | 3 | 18.7278 |
몰질량을 단계별로 계산하기 |
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먼저 C13H19FNO3에 있는 각 원자의 수를 계산합니다.
C: 13, H: 19, F: 1, N: 1, O: 3
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, F: 18.9984032, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C13H19FNO3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) =
13 * 12.0107 + 19 * 1.00794 + 1 * 18.9984032 + 1 * 14.0067 + 3 * 15.9994 =
256.2933 g/mol
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화학 구조 |
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![C13H19FNO3 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C13H19FNO3
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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 |