まず、H120U4Pu4Ra4Np4Md4Am4Rn4Es4Fm4Xe8Cm4Po4Hs4Bh4Sg4Db4 内の各原子の数を計算します。
H: 120, U: 4, Pu: 4, Ra: 4, Np: 4, Md: 4, Am: 4, Rn: 4, Es: 4, Fm: 4, Xe: 8, Cm: 4, Po: 4, Hs: 4, Bh: 4, Sg: 4, Db: 4
次に、周期表の各元素の原子量を調べます。
H: 1.00794, U: 238.02891, Pu: 238.0495599, Ra: 226.0254098, Np: 236.04657, Md: 258.098431, Am: 241.0568291, Rn: 210.990601, Es: 252.08298, Fm: 257.095105, Xe: 131.293, Cm: 243.0613891, Po: 208.9824304, Hs: 270.13465, Bh: 272.13803, Sg: 271.13347, Db: 268.12545
次に、原子数と原子量の積の合計を計算します。
モル質量 (H120U4Pu4Ra4Np4Md4Am4Rn4Es4Fm4Xe8Cm4Po4Hs4Bh4Sg4Db4) = ∑ Counti * Weighti =
Count(H) * Weight(H) + Count(U) * Weight(U) + Count(Pu) * Weight(Pu) + Count(Ra) * Weight(Ra) + Count(Np) * Weight(Np) + Count(Md) * Weight(Md) + Count(Am) * Weight(Am) + Count(Rn) * Weight(Rn) + Count(Es) * Weight(Es) + Count(Fm) * Weight(Fm) + Count(Xe) * Weight(Xe) + Count(Cm) * Weight(Cm) + Count(Po) * Weight(Po) + Count(Hs) * Weight(Hs) + Count(Bh) * Weight(Bh) + Count(Sg) * Weight(Sg) + Count(Db) * Weight(Db) =
120 * 1.00794 + 4 * 238.02891 + 4 * 238.0495599 + 4 * 226.0254098 + 4 * 236.04657 + 4 * 258.098431 + 4 * 241.0568291 + 4 * 210.990601 + 4 * 252.08298 + 4 * 257.095105 + 8 * 131.293 + 4 * 243.0613891 + 4 * 208.9824304 + 4 * 270.13465 + 4 * 272.13803 + 4 * 271.13347 + 4 * 268.12545 =
15935.4961 g/mol
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