몰 질량 of C9H13N5O (ICI-63197) is 207.2324 g/mol
C9H13N5O 중량과 몰 사이의 변환
다음 물질의 원소 조성 C9H13N5O
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 9 | 52.1619 | 수소 | H | 1.00794 | 13 | 6.3230 | 질소 | N | 14.0067 | 5 | 33.7947 | 산소 | O | 15.9994 | 1 | 7.7205 |
몰질량을 단계별로 계산하기 |
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먼저 C9H13N5O에 있는 각 원자의 수를 계산합니다.
C: 9, H: 13, N: 5, O: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C9H13N5O) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
9 * 12.0107 + 13 * 1.00794 + 5 * 14.0067 + 1 * 15.9994 =
207.2324 g/mol
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화학 구조 |
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![C9H13N5O - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C9H13N5O
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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 |