몰 질량 of C26H35O2P (SPhos) is 410.5287 g/mol
C26H35O2P 중량과 몰 사이의 변환
다음 물질의 원소 조성 C26H35O2P
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 26 | 76.0673 | 수소 | H | 1.00794 | 35 | 8.5933 | 산소 | O | 15.9994 | 2 | 7.7945 | 인 | P | 30.973762 | 1 | 7.5448 |
몰질량을 단계별로 계산하기 |
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먼저 C26H35O2P에 있는 각 원자의 수를 계산합니다.
C: 26, H: 35, O: 2, P: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, O: 15.9994, P: 30.973762
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C26H35O2P) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) + Count(P) * Weight(P) =
26 * 12.0107 + 35 * 1.00794 + 2 * 15.9994 + 1 * 30.973762 =
410.5287 g/mol
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화학 구조 |
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![C26H35O2P - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C26H35O2P
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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'> 관련 : 아미노산의 분자량 |