Question: Figure 34.21 shows diffracted (mathrm{x})-ray intensity as a function of the Bragg angle (alpha), obtained using (mathrm{x}) rays having a wavelength of (0.11 mathrm{~nm}). (a)

Figure 34.21 shows diffracted \(\mathrm{x}\)-ray intensity as a function of the Bragg angle \(\alpha\), obtained using \(\mathrm{x}\) rays having a wavelength of \(0.11 \mathrm{~nm}\).

(a) Without calculating values for the lattice spacing \(d\), identify which of the two peaks corresponds to a greater distance between adjacent planes in the sample being studied.

(b) Calculate the distance between adjacent planes corresponding to each peak.

Data from Figure 34.21

scattering intensity (arbitrary units) 0 5 10 15 20

scattering intensity (arbitrary units) 0 5 10 15 20

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Braggs Law n 2 d sin Where n order of diffraction usually 1 xray wavelength 011 nm d interplanar spa... View full answer

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