モル質量 of Nisin (C143H230N42O37S7) is 3354.0705 g/mol
C143H230N42O37S7 の重量とモルの間で変換します
の元素組成 C143H230N42O37S7
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 | 143 | 51.2073 | 水素 | H | 1.00794 | 230 | 6.9118 | 窒素 | N | 14.0067 | 42 | 17.5393 | 酸素 | O | 15.9994 | 37 | 17.6495 | 硫黄 | S | 32.065 | 7 | 6.6920 |
モル質量を段階的に計算する |
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まず、C143H230N42O37S7 内の各原子の数を計算します。
C: 143, H: 230, N: 42, O: 37, S: 7
次に、周期表の各元素の原子量を調べます。
C: 12.0107, H: 1.00794, N: 14.0067, O: 15.9994, S: 32.065
次に、原子数と原子量の積の合計を計算します。
モル質量 (C143H230N42O37S7) = ∑ Counti * Weighti =
Count(C) * Weight(C) + Count(H) * Weight(H) + Count(N) * Weight(N) + Count(O) * Weight(O) + Count(S) * Weight(S) =
143 * 12.0107 + 230 * 1.00794 + 42 * 14.0067 + 37 * 15.9994 + 7 * 32.065 =
3354.0705 g/mol
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化学構造 |
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![C143H230N42O37S7 - 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 C143H230N42O37S7
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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 |