몰 질량 of C26H27NO3 (SCH-48461) is 401.4975 g/mol
C26H27NO3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C26H27NO3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 26 | 77.7784 | 수소 | H | 1.00794 | 27 | 6.7782 | 질소 | N | 14.0067 | 1 | 3.4886 | 산소 | O | 15.9994 | 3 | 11.9548 |
몰질량을 단계별로 계산하기 |
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먼저 C26H27NO3에 있는 각 원자의 수를 계산합니다.
C: 26, H: 27, 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 (C26H27NO3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
26 * 12.0107 + 27 * 1.00794 + 1 * 14.0067 + 3 * 15.9994 =
401.4975 g/mol
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화학 구조 |
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![C26H27NO3 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C26H27NO3
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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 |