몰 질량 of Calcium lactate (C6H10CaO6) is 218.2180 g/mol
C6H10CaO6 중량과 몰 사이의 변환
다음 물질의 원소 조성 C6H10CaO6
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 6 | 33.0239 | 수소 | H | 1.00794 | 10 | 4.6190 | 칼슘 | Ca | 40.078 | 1 | 18.3660 | 산소 | O | 15.9994 | 6 | 43.9911 |
몰질량을 단계별로 계산하기 |
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먼저 C6H10CaO6에 있는 각 원자의 수를 계산합니다.
C: 6, H: 10, Ca: 1, O: 6
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, Ca: 40.078, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C6H10CaO6) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(Ca) * Weight(Ca) + Count(O) * Weight(O) =
6 * 12.0107 + 10 * 1.00794 + 1 * 40.078 + 6 * 15.9994 =
218.2180 g/mol
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화학 구조 |
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![C6H10CaO6 - 화학 구조](data:images/png;base64,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) 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관련 화합물
힐 시스템의 공식은 C6H10CaO6
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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'> 관련 : 아미노산의 분자량 |