몰 질량 of [Co(NH3)5Cl]Cl2 (클로로펜타민코발트 염화물) is 250.4448 g/mol
[Co(NH3)5Cl]Cl2 중량과 몰 사이의 변환
다음 물질의 원소 조성 [Co(NH3)5Cl]Cl2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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염소 | Cl | 35.453 | 3 | 42.4680 | 코발트 | Co | 58.933195 | 1 | 23.5314 | 질소 | N | 14.0067 | 5 | 27.9636 | 수소 | H | 1.00794 | 15 | 6.0369 |
몰질량을 단계별로 계산하기 |
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먼저 [Co(NH3)5Cl]Cl2에 있는 각 원자의 수를 계산합니다.
Cl: 3, Co: 1, N: 5, H: 15
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
Cl: 35.453, Co: 58.933195, N: 14.0067, H: 1.00794
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 ([Co(NH3)5Cl]Cl2) = ∑ Counti * Weighti =
Count(Cl) * Weight(Cl) + Count(Co) * Weight(Co) + Count(N) * Weight(N) + Count(H) * Weight(H) =
3 * 35.453 + 1 * 58.933195 + 5 * 14.0067 + 15 * 1.00794 =
250.4448 g/mol
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화학 구조 |
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![[Co(NH3)5Cl]Cl2 - 화학 구조](data:images/png;base64,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) 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모습 |
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클로로펜탐민코발트 염화물은 적자색의 반자성 수용성 염입니다. |
관련 화합물
힐 시스템의 공식은 Cl3CoH15N5
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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 |