몰 질량 of Aurin (C19H14O3) is 290.3127 g/mol
C19H14O3 중량과 몰 사이의 변환
다음 물질의 원소 조성 C19H14O3
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 19 | 78.6060 | 수소 | H | 1.00794 | 14 | 4.8607 | 산소 | O | 15.9994 | 3 | 16.5333 |
몰질량을 단계별로 계산하기 |
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먼저 C19H14O3에 있는 각 원자의 수를 계산합니다.
C: 19, H: 14, O: 3
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 (C19H14O3) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
19 * 12.0107 + 14 * 1.00794 + 3 * 15.9994 =
290.3127 g/mol
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화학 구조 |
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![C19H14O3 - 화학 구조](data:images/png;base64,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) 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아우린은 녹색 금속 광택을 지닌 황색 또는 진홍색 결정을 형성합니다. |
관련 화합물
힐 시스템의 공식은 C19H14O3
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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 |