몰 질량 of Aganirsen (C242H307N91O127P24S24) is 8035.4908 g/mol
C242H307N91O127P24S24 중량과 몰 사이의 변환
다음 물질의 원소 조성 C242H307N91O127P24S24
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 242 | 36.1719 | 수소 | H | 1.00794 | 307 | 3.8509 | 질소 | N | 14.0067 | 91 | 15.8623 | 산소 | O | 15.9994 | 127 | 25.2869 | 인 | P | 30.973762 | 24 | 9.2511 | 황 | S | 32.065 | 24 | 9.5770 |
몰질량을 단계별로 계산하기 |
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먼저 C242H307N91O127P24S24에 있는 각 원자의 수를 계산합니다.
C: 242, H: 307, N: 91, O: 127, P: 24, S: 24
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994, P: 30.973762, S: 32.065
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C242H307N91O127P24S24) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) + Count(P) * Weight(P) + Count(S) * Weight(S) =
242 * 12.0107 + 307 * 1.00794 + 91 * 14.0067 + 127 * 15.9994 + 24 * 30.973762 + 24 * 32.065 =
8035.4908 g/mol
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화학 구조 |
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![C242H307N91O127P24S24 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C242H307N91O127P24S24
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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 |