몰 질량 of C25H38O2 (Variecolol) is 370.5680 g/mol
C25H38O2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C25H38O2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 25 | 81.0290 | 수소 | H | 1.00794 | 38 | 10.3359 | 산소 | O | 15.9994 | 2 | 8.6351 |
몰질량을 단계별로 계산하기 |
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먼저 C25H38O2에 있는 각 원자의 수를 계산합니다.
C: 25, H: 38, 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 (C25H38O2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
25 * 12.0107 + 38 * 1.00794 + 2 * 15.9994 =
370.5680 g/mol
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화학 구조 |
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![C25H38O2 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C25H38O2
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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'> a> 관련 : 아미노산의 분자량 |