몰 질량 of C10H23FN3OP (A-242) is 251.2813 g/mol
C10H23FN3OP 중량과 몰 사이의 변환
다음 물질의 원소 조성 C10H23FN3OP
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 10 | 47.7978 | 수소 | H | 1.00794 | 23 | 9.2258 | 플루오린(불소) | F | 18.9984032 | 1 | 7.5606 | 질소 | N | 14.0067 | 3 | 16.7223 | 산소 | O | 15.9994 | 1 | 6.3671 | 인 | P | 30.973762 | 1 | 12.3263 |
몰질량을 단계별로 계산하기 |
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먼저 C10H23FN3OP에 있는 각 원자의 수를 계산합니다.
C: 10, H: 23, F: 1, N: 3, O: 1, P: 1
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, F: 18.9984032, N: 14.0067, O: 15.9994, P: 30.973762
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C10H23FN3OP) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(F) * Weight(F) + Count(N) * Weight(N) + Count(O) * Weight(O) + Count(P) * Weight(P) =
10 * 12.0107 + 23 * 1.00794 + 1 * 18.9984032 + 3 * 14.0067 + 1 * 15.9994 + 1 * 30.973762 =
251.2813 g/mol
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화학 구조 |
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![C10H23FN3OP - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C10H23FN3OP
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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 |