몰 질량 of Tartrazine (C16H9N4Na3O9S2) is 534.3634 g/mol
C16H9N4Na3O9S2 중량과 몰 사이의 변환
다음 물질의 원소 조성 C16H9N4Na3O9S2
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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탄소 | C | 12.0107 | 16 | 35.9626 | 수소 | H | 1.00794 | 9 | 1.6976 | 질소 | N | 14.0067 | 4 | 10.4848 | 소듐(나트륨) | Na | 22.98976928 | 3 | 12.9068 | 산소 | O | 15.9994 | 9 | 26.9469 | 황 | S | 32.065 | 2 | 12.0012 |
몰질량을 단계별로 계산하기 |
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먼저 C16H9N4Na3O9S2에 있는 각 원자의 수를 계산합니다.
C: 16, H: 9, N: 4, Na: 3, O: 9, S: 2
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
C: 12.0107, H: 1.00794, N: 14.0067, Na: 22.98976928, O: 15.9994, S: 32.065
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (C16H9N4Na3O9S2) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(Na) * Weight(Na) + Count(O) * Weight(O) + Count(S) * Weight(S) =
16 * 12.0107 + 9 * 1.00794 + 4 * 14.0067 + 3 * 22.98976928 + 9 * 15.9994 + 2 * 32.065 =
534.3634 g/mol
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화학 구조 |
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![C16H9N4Na3O9S2 - 화학 구조](data:images/png;base64,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) 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모습 |
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Tartrazine은 합성 레몬 옐로우입니다. |
관련 화합물
힐 시스템의 공식은 C16H9N4Na3O9S2
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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 |