몰 질량 of Chartreusin (C32H32O14) is 640.5881 g/mol
C32H32O14 중량과 몰 사이의 변환
다음 물질의 원소 조성 C32H32O14
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 32 | 59.9984 | 수소 | H | 1.00794 | 32 | 5.0351 | 산소 | O | 15.9994 | 14 | 34.9666 |
몰질량을 단계별로 계산하기 |
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먼저 C32H32O14에 있는 각 원자의 수를 계산합니다.
C: 32, H: 32, O: 14
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C32H32O14) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
32 * 12.0107 + 32 * 1.00794 + 14 * 15.9994 =
640.5881 g/mol
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화학 구조 |
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![C32H32O14 - 화학 구조](data:images/png;base64,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) 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모습 |
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샤르트뢰신은 황록색을 띠고 실온에서 몇 시간 동안 안정합니다. |
관련 화합물
힐 시스템의 공식은 C32H32O14
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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 |