몰 질량 of Fenamidone (C17H17N3OS) is 311.4014 g/mol
C17H17N3OS 중량과 몰 사이의 변환
다음 물질의 원소 조성 C17H17N3OS
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 17 | 65.5687 | 수소 | H | 1.00794 | 17 | 5.5025 | 질소 | N | 14.0067 | 3 | 13.4939 | 산소 | O | 15.9994 | 1 | 5.1379 | 황 | S | 32.065 | 1 | 10.2970 |
몰질량을 단계별로 계산하기 |
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먼저 C17H17N3OS에 있는 각 원자의 수를 계산합니다.
C: 17, H: 17, N: 3, O: 1, S: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994, S: 32.065
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C17H17N3OS) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) + Count(S) * Weight(S) =
17 * 12.0107 + 17 * 1.00794 + 3 * 14.0067 + 1 * 15.9994 + 1 * 32.065 =
311.4014 g/mol
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화학 구조 |
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![C17H17N3OS - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C17H17N3OS
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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 |