몰 질량 of C17H15ClFNO3 (SL-75102) is 335.7573 g/mol
C17H15ClFNO3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C17H15ClFNO3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 17 | 60.8123 | 수소 | H | 1.00794 | 15 | 4.5030 | 염소 | Cl | 35.453 | 1 | 10.5591 | 플루오린(불소) | F | 18.9984032 | 1 | 5.6584 | 질소 | N | 14.0067 | 1 | 4.1717 | 산소 | O | 15.9994 | 3 | 14.2955 |
몰질량을 단계별로 계산하기 |
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먼저 C17H15ClFNO3에 있는 각 원자의 수를 계산합니다.
C: 17, H: 15, Cl: 1, F: 1, N: 1, O: 3
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, Cl: 35.453, F: 18.9984032, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C17H15ClFNO3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(Cl) * Weight(Cl) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) =
17 * 12.0107 + 15 * 1.00794 + 1 * 35.453 + 1 * 18.9984032 + 1 * 14.0067 + 3 * 15.9994 =
335.7573 g/mol
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화학 구조 |
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![C17H15ClFNO3 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C17H15ClFNO3
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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 |