In crystal structures, the coordination number refers to the number of nearest neighbors surrounding a central atom or ion. For pure copper, which adopts a face-centered cubic (FCC) crystal structure, the coordination number for an octahedral site is 6. This is because, in the FCC structure, each atom is surrounded by six atoms at an equal distance in an octahedral arrangement.
Step 1: Understanding the options
- Option (A): 4 — This is the coordination number for a tetrahedral site, not an octahedral site.
- Option (B): 6 — Correct. In the FCC structure, the coordination number for an octahedral site is 6.
- Option (C): 8 — This corresponds to the coordination number for a cubic site, which is not correct for the octahedral site in FCC copper.
- Option (D): 12 — This is the coordination number for an atom in a close-packed structure, but not for an octahedral site.
Step 2: Conclusion The correct coordination number for an octahedral site in pure copper is 6, making Option B the correct answer.
Two randomly oriented polycrystalline copper samples with average grain sizes of 10 $\mu$m (Sample A) and 100 $\mu$m (Sample B) were tested at room temperature.
Given: $E_A$ = Young's modulus of Sample A $E_B$ = Young's modulus of Sample B $Y_{SA}$ = Yield strength of Sample A $Y_{SB}$ = Yield strength of Sample B
Which one of the following statements is CORRECT?
Two randomly oriented polycrystalline copper samples with average grain sizes of 10 $\mu$m (Sample A) and 100 $\mu$m (Sample B) were tested at room temperature.
Given: $E_A$ = Young's modulus of Sample A $E_B$ = Young's modulus of Sample B $Y_{SA}$ = Yield strength of Sample A $Y_{SB}$ = Yield strength of Sample B
Which one of the following statements is CORRECT?
Despite his initial hesitation, Rehman’s ____________ to contribute to the success of the project never wavered.
Select the most appropriate option to complete the above sentence.
Bird : Nest :: Bee : __________
Select the correct option to complete the analogy.
The paper as shown in the figure is folded to make a cube where each square corresponds to a particular face of the cube. Which one of the following options correctly represents the cube? Note: The figures shown are representative.
