몰 질량 of Α-Tocopherol (C29H50O2) is 430.7061 g/mol
C29H50O2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C29H50O2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 29 | 80.8696 | 수소 | H | 1.00794 | 50 | 11.7010 | 산소 | O | 15.9994 | 2 | 7.4294 |
몰질량을 단계별로 계산하기 |
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먼저 C29H50O2에 있는 각 원자의 수를 계산합니다.
C: 29, H: 50, O: 2
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C29H50O2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
29 * 12.0107 + 50 * 1.00794 + 2 * 15.9994 =
430.7061 g/mol
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화학 구조 |
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![C29H50O2 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C29H50O2
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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 |