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The atomic fraction `(d)` of tin in bronze (fcc) with a density of `7717 kg m^(-3)` and a lattice parameter of `3.903 Å` is `(Aw Cu = 63.54, Sn = 118.7, 1 amu = 1.66 xx 10^(-27 kg))`A. `0.01`B. `0.05`C. `0.10`D. `3.8` |
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Answer» Correct Answer - B (Refer Section `1.13` alternative method) `rho=[{:[(sum("Number of atom of each kind")),(xx("Mw of each kind") xx 1.66 xx 10^(-27)kg)]:}]/a^(3)` `7717kgm^(-3) = [[{:(("Number of Sn atoms")xx),((118.7xx1.66xx10^(-27))+),(("Number of Cu atoms")xx),((63.54 xx 1.66 xx 10^(-27))):}]]/((3.903 xx 10^(-10))^(2)m^(3))` `276.4 = n_(Sn)(118.7) + n_(Cu)(63.54)` `4.35 = 1.86n_(Sn) + n_(Cu)` `n_(Cu) = 4 rArr n_(Sn) = 0.188` Atomic fraction `= (n_(Sn))/(n_(Sn) + n_(Cu)) = 0.05` |
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