몰 질량 of Peyonine (C16H19NO5) is 305.3258 g/mol
C16H19NO5 중량과 몰 사이의 변환
다음 물질의 원소 조성 C16H19NO5
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 16 | 62.9397 | 수소 | H | 1.00794 | 19 | 6.2723 | 질소 | N | 14.0067 | 1 | 4.5875 | 산소 | O | 15.9994 | 5 | 26.2005 |
몰질량을 단계별로 계산하기 |
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먼저 C16H19NO5에 있는 각 원자의 수를 계산합니다.
C: 16, H: 19, N: 1, O: 5
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C16H19NO5) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
16 * 12.0107 + 19 * 1.00794 + 1 * 14.0067 + 5 * 15.9994 =
305.3258 g/mol
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화학 구조 |
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![C16H19NO5 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C16H19NO5
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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 |