몰 질량 of Pyrazolopyrimidine (C6H5N3) is 119.1240 g/mol
C6H5N3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C6H5N3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 6 | 60.4951 | 수소 | H | 1.00794 | 5 | 4.2306 | 질소 | N | 14.0067 | 3 | 35.2743 |
몰질량을 단계별로 계산하기 |
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먼저 C6H5N3에 있는 각 원자의 수를 계산합니다.
C: 6, H: 5, N: 3
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 (C6H5N3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) =
6 * 12.0107 + 5 * 1.00794 + 3 * 14.0067 =
119.1240 g/mol
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화학 구조 |
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![C6H5N3 - 화학 구조](data:images/png;base64,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) 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모습 |
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벤조트리아졸은 구리 부식 억제제와 같이 다양한 용도로 사용되는 흰색에서 밝은 황갈색 고체입니다. |
관련 화합물
힐 시스템의 공식은 C6H5N3
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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 |