몰 질량 of Ammonium dihydrogen phosphate (NH6PO4) is 115.0257 g/mol
NH6PO4 중량과 몰 사이의 변환
다음 물질의 원소 조성 NH6PO4
요소 | 상징 | 원자량 | 원자 | 질량 비율 |
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질소 | N | 14.0067 | 1 | 12.1770 | 수소 | H | 1.00794 | 6 | 5.2576 | 인 | P | 30.973762 | 1 | 26.9277 | 산소 | O | 15.9994 | 4 | 55.6377 |
몰질량을 단계별로 계산하기 |
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먼저 NH6PO4에 있는 각 원자의 수를 계산합니다.
N: 1, H: 6, P: 1, O: 4
그런 다음 주기율표 의 각 원소에 대한 원자량을 검색합니다.
N: 14.0067, H: 1.00794, P: 30.973762, O: 15.9994
이제 원자 수와 원자량의 곱의 합을 계산합니다.
몰 질량 (NH6PO4) = ∑ Counti * Weighti =
Count(N) * Weight(N) + Count(H) * Weight(H) + Count(P) * Weight(P) + Count(O) * Weight(O) =
1 * 14.0067 + 6 * 1.00794 + 1 * 30.973762 + 4 * 15.9994 =
115.0257 g/mol
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화학 구조 |
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![NH6PO4 - 화학 구조](data:images/png;base64,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) 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모습 |
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인산이수소암모늄은 무색 결정 또는 백색 분말의 형태로 존재한다. |
관련 화합물
힐 시스템의 공식은 H6NO4P
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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 |