モル質量 of Alnusiin (C41H26O26) is 934.6295 g/mol
C41H26O26 の重量とモルの間で変換します
の元素組成 C41H26O26
元素 | 記号 | 原子量 | 原子 | 重量パーセント |
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炭素 | C | 12.0107 | 41 | 52.6881 | 水素 | H | 1.00794 | 26 | 2.8039 | 酸素 | O | 15.9994 | 26 | 44.5079 |
モル質量を段階的に計算する |
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まず、C41H26O26 内の各原子の数を計算します。
C: 41, H: 26, O: 26
次に、周期表の各元素の原子量を調べます。
C: 12.0107, H: 1.00794, O: 15.9994
次に、原子数と原子量の積の合計を計算します。
モル質量 (C41H26O26) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(O) * Weight(O) =
41 * 12.0107 + 26 * 1.00794 + 26 * 15.9994 =
934.6295 g/mol
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化学構造 |
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![C41H26O26 - 化学構造](data:images/png;base64,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) 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関連化合物
ヒル方式による化学式 C41H26O26
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モル質量(molar mass)とモル重量(molar weight)の計算化合物のモル質量を計算するには、化合物の式を入力し、「計算」をクリックします。 入力には以下のものを使用できます:
- 任意の化学元素. 化学記号の最初の文字を大文字にし、残りの文字は小文字にます。 Ca, Fe, Mg, Mn, S, O, H, C, N, Na, K, Cl, Al.
- 官能基:D, Ph, Me, Et, Bu, AcAc, For, Tos, Bz, TMS, tBu, Bzl, Bn, Dmg
- 括弧 () または括弧 []。
- 化合物の慣用名.
モル質量の計算の例: NaCl, Ca(OH)2, K4[Fe(CN)6], CuSO4*5H2O, 硝酸, 過マンガン酸カリウム, エタノール, フルクトース, カフェイン, 水.
.モルマス計算機は、一般的な化合物名、ヒル式、元素組成、質量パーセント組成、原子パーセント組成を表示し、重量からモル数への変換とその逆が可能です。
分子量(molecular weight)と分子質量(molecular mass)の計算
化合物の分子量を計算するには、化合物の式を入力し、各元素の後に同位体の質量数を角括弧で囲んで指定します。
分子量計算の例:
C[14]O[16]2,
S[34]O[16]2.
定義
- 分子質量 (分子量) は、物質1分子の質量であり、統一原子質量単位(u)で表現されます。 (1 uは炭素12の1原子の質量の12分の1に等しい)
- モル質量は、物質の1モルの質量であり、g/molの単位で表されます。
- モルは、原子や分子などの非常に小さな実体を大量に測定するための標準的な科学単位です。 1 モルには正確に 6.022 × 10 23 個の粒子 (アボガドロ数) が含まれています。
モル質量を計算する手順
- 化合物を特定する:化合物の化学式を書き留めます。たとえば、水は H 2 O であり、2 つの水素原子と 1 つの酸素原子が含まれていることを意味します。
- 原子量を調べる:化合物に存在する各元素の原子量を調べます。原子質量は通常周期表に記載されており、原子質量単位 (amu) で表されます。
- 各元素のモル質量を計算します。各元素の原子質量に、化合物内のその元素の原子の数を掛けます。
- それらを加算します。ステップ 3 の結果を加算して、化合物の総モル質量を取得します。
例: モル質量の計算
二酸化炭素 (CO 2 ) のモル質量を計算してみましょう。
- 炭素 (C) の原子質量は約 12.01 amu です。
- 酸素 (O) の原子質量は約 16.00 amu です。
- CO 2には 1 つの炭素原子と 2 つの酸素原子があります。
- 二酸化炭素のモル質量は、12.01 + (2 × 16.00) = 44.01 g/mol です。
各原子量は NISTの記事を参照しています。 関連:アミノ酸の分子量 |