몰 질량 of Heptazine (C6H3N7) is 173.1349 g/mol
C6H3N7 중량과 몰 사이의 변환
다음 물질의 원소 조성 C6H3N7
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 6 | 41.6231 | 수소 | H | 1.00794 | 3 | 1.7465 | 질소 | N | 14.0067 | 7 | 56.6303 |
몰질량을 단계별로 계산하기 |
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먼저 C6H3N7에 있는 각 원자의 수를 계산합니다.
C: 6, H: 3, N: 7
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C6H3N7) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) =
6 * 12.0107 + 3 * 1.00794 + 7 * 14.0067 =
173.1349 g/mol
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화학 구조 |
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![C6H3N7 - 화학 구조](data:images/png;base64,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) 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모습 |
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헵타진은 녹는점이 300°C 이상인 노란색의 약한 형광성 고체입니다. |
관련 화합물
힐 시스템의 공식은 C6H3N7
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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 |