몰 질량 of C6H12N2O4 (DMDNB) is 176.1705 g/mol
C6H12N2O4 중량과 몰 사이의 변환
다음 물질의 원소 조성 C6H12N2O4
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 6 | 40.9059 | 수소 | H | 1.00794 | 12 | 6.8657 | 질소 | N | 14.0067 | 2 | 15.9013 | 산소 | O | 15.9994 | 4 | 36.3271 |
몰질량을 단계별로 계산하기 |
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먼저 C6H12N2O4에 있는 각 원자의 수를 계산합니다.
C: 6, H: 12, 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 (C6H12N2O4) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) =
6 * 12.0107 + 12 * 1.00794 + 2 * 14.0067 + 4 * 15.9994 =
176.1705 g/mol
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화학 구조 |
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![C6H12N2O4 - 화학 구조](data:images/png;base64,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) 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모습 |
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에틸렌디아민디아세트산은 흰색의 고체 화합물입니다. |
관련 화합물
힐 시스템의 공식은 C6H12N2O4
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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 |