몰 질량 of Argadin (C29H42N10O9) is 674.7054 g/mol
C29H42N10O9 중량과 몰 사이의 변환
다음 물질의 원소 조성 C29H42N10O9
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 29 | 51.6241 | 수소 | H | 1.00794 | 42 | 6.2744 | 질소 | N | 14.0067 | 10 | 20.7597 | 산소 | O | 15.9994 | 9 | 21.3418 |
몰질량을 단계별로 계산하기 |
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먼저 C29H42N10O9에 있는 각 원자의 수를 계산합니다.
C: 29, H: 42, N: 10, O: 9
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 (C29H42N10O9) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
29 * 12.0107 + 42 * 1.00794 + 10 * 14.0067 + 9 * 15.9994 =
674.7054 g/mol
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화학 구조 |
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![C29H42N10O9 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C29H42N10O9
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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 |