몰 질량 of C20H22FNO2 (WMS-2539) is 327.3926 g/mol
C20H22FNO2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C20H22FNO2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 20 | 73.3719 | 수소 | H | 1.00794 | 22 | 6.7731 | 플루오린(불소) | F | 18.9984032 | 1 | 5.8029 | 질소 | N | 14.0067 | 1 | 4.2783 | 산소 | O | 15.9994 | 2 | 9.7738 |
몰질량을 단계별로 계산하기 |
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먼저 C20H22FNO2에 있는 각 원자의 수를 계산합니다.
C: 20, H: 22, F: 1, N: 1, O: 2
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 (C20H22FNO2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) =
20 * 12.0107 + 22 * 1.00794 + 1 * 18.9984032 + 1 * 14.0067 + 2 * 15.9994 =
327.3926 g/mol
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화학 구조 |
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![C20H22FNO2 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C20H22FNO2
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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 |