몰 질량 of Belladonnine (C34H42N2O4) is 542.7083 g/mol
C34H42N2O4 중량과 몰 사이의 변환
다음 물질의 원소 조성 C34H42N2O4
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 34 | 75.2455 | 수소 | H | 1.00794 | 42 | 7.8004 | 질소 | N | 14.0067 | 2 | 5.1618 | 산소 | O | 15.9994 | 4 | 11.7923 |
몰질량을 단계별로 계산하기 |
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먼저 C34H42N2O4에 있는 각 원자의 수를 계산합니다.
C: 34, H: 42, N: 2, O: 4
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 (C34H42N2O4) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
34 * 12.0107 + 42 * 1.00794 + 2 * 14.0067 + 4 * 15.9994 =
542.7083 g/mol
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화학 구조 |
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![C34H42N2O4 - 화학 구조](data:images/png;base64,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) 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모습 |
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벨라도닌은 흰색 결정성 분말로 나타납니다. |
관련 화합물
힐 시스템의 공식은 C34H42N2O4
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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 |