Question

Calculate the density of Zinc blende (ZnS). (Ionic radii: Zn2+ = 0.060 nm and S2- = 0.174 nm. The relationship between the lattice constant and radius are [ ]. The inside large spheres represent zinc (A=65.41 g/mol) atoms and the smaller ones, the sulfur (A=32.06 g/mol) atoms.

Name: calculate the density of zinc blende zns ionic radii zn2 0060 nm and s2 0174 nm the relationship between the lattice constant and radius are the inside large spheres represent zinc a6541 gmol atoms an
Uploaded: 2024-03-14T00:30:39-08:00
Duration: 1 min 53 s
Channel: Breanna Ollech
Description: calculate the density of zinc blende zns ionic radii zn2 0060 nm and s2 0174 nm the relationship between the lattice constant and radius are the inside large spheres represent zinc a6541 gmol atoms an

          Calculate the density of Zinc blende (ZnS). (Ionic radii: Zn2+ = 0.060 nm and S2- = 0.174 nm. The relationship between the lattice constant and radius are [     ]. The inside large spheres represent zinc (A=65.41 g/mol) atoms and the smaller ones, the sulfur (A=32.06 g/mol) atoms.

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Materials Science and Engineering: An Introduction

William D. Callister Jr., David G.… 8th Edition

Chapter 3

Instant Answer

Solved by Expert Breanna Ollech

03/14/2024

Step 1

Zinc blende has a face-centered cubic (FCC) structure where the Zn2+ ions occupy half the tetrahedral sites, and the S2- ions form the FCC lattice. Each unit cell contains 4 ZnS formula units. Show more…

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Calculate the density of Zinc blende (ZnS). (Ionic radii: Zn2+ = 0.060 nm and S2- = 0.174 nm. The relationship between the lattice constant and radius are [ ]. The inside large spheres represent zinc (A=65.41 g/mol) atoms and the smaller ones, the sulfur (A=32.06 g/mol) atoms.