몰 질량 of C14H20O4 (Sch 642305) is 252.3062 g/mol
C14H20O4 중량과 몰 사이의 변환
다음 물질의 원소 조성 C14H20O4
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 14 | 66.6451 | 수소 | H | 1.00794 | 20 | 7.9898 | 산소 | O | 15.9994 | 4 | 25.3651 |
몰질량을 단계별로 계산하기 |
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먼저 C14H20O4에 있는 각 원자의 수를 계산합니다.
C: 14, H: 20, O: 4
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 (C14H20O4) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
14 * 12.0107 + 20 * 1.00794 + 4 * 15.9994 =
252.3062 g/mol
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화학 구조 |
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![C14H20O4 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C14H20O4
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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 |