몰 질량 of N-Hydroxyphthalimide (C8H5NO3) is 163.1302 g/mol
C8H5NO3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C8H5NO3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 8 | 58.9012 | 수소 | H | 1.00794 | 5 | 3.0894 | 질소 | N | 14.0067 | 1 | 8.5862 | 산소 | O | 15.9994 | 3 | 29.4232 |
몰질량을 단계별로 계산하기 |
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먼저 C8H5NO3에 있는 각 원자의 수를 계산합니다.
C: 8, H: 5, N: 1, O: 3
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 (C8H5NO3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
8 * 12.0107 + 5 * 1.00794 + 1 * 14.0067 + 3 * 15.9994 =
163.1302 g/mol
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화학 구조 |
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![C8H5NO3 - 화학 구조](data:images/png;base64,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) 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모습 |
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N-하이드록시프탈이미드는 무색~황색의 무취 결정성 분말로 물과 유기용매에 용해됩니다. |
관련 화합물
힐 시스템의 공식은 C8H5NO3
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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 |