From the given data, we have Number of
atoms in a unit cell
Number of
atoms in a unit cell
From the above we get the formula of the compound as
or
From the given data, we have Number of
atoms in a unit cell
Number of
atoms in a unit cell
From the above we get the formula of the compound as
or
a = 2(R + r)
......(1) For bcc,
= 4R Using (i) and (ii)
r =
r = 0.067 a
To answer this question, let's analyze each statement separately.
Statement I: Frenkel defects are vacancy as well as interstitial defects.
This statement is true.
A Frenkel defect, also known as a dislocation defect, occurs in a crystalline solid when an atom or ion leaves its normal site and moves to an interstitial site, creating a vacancy defect at its original position and an interstitial defect at the new position.
However, it's crucial to note that the vacancy and interstitial are created by the same atom or ion moving from one site to another within the crystal.
So, the Frenkel defect involves both a vacancy and an interstitial defect, but they are correlated because they involve the displacement of the same atom or ion.
Statement II: Frenkel defect leads to color in ionic solids due to presence of F-centres.
This statement is false.
The color in ionic solids is usually caused by F-centers (color centers), which are defects formed when an anion vacancy is occupied by one or more electrons.
These electrons can absorb visible light, giving the crystal a characteristic color.
However, the Frenkel defect, involving an atom or ion moving from its lattice site to an interstitial site, does not directly lead to the creation of F-centers.
Instead, the coloration associated with F-centers is most commonly linked with Schottky defects (which involve paired vacancies of cations and anions but do not include displaced atoms to interstitial sites) or directly with anion vacancies that are not necessarily related to Frenkel defects.
Conclusion: Given the explanations above, the correct answer is Option C: Statement I is true but Statement II is false.
We know, for cubic unit cell, only FCC has octahedral and tetrahedral voids.
B forms ccp structure means B forms FCC structure.
For FCC, z = 4 We know for octahedral voids z = 4.
In this lattice, A present in half of octahedral voids.
For A, z = 2 For tetrahedral voids, 2z = 8.
In this lattice, oxygen present in all the tetrahedral voids.
Simplest formula :
=
=
On heating the glass, it melts and takes up rounded shape at the edges, which has minimum surface area.
This is due to the property of surface tension of liquids and not due to decrease in viscosity.
Viscosity generally decreases as the temperature increases.
Hence, both A and R are true but R is not the correct explanation of A.
Number of A ions in the unit cell.
Number of
ions in the unit cell
Hence empirical formula of the compound
a b c and = = 90
are parameters of monoclinic unit cell.
In Triclinic unit cell a b c & 90o
Covalent or network solid are insulator (except graphite) and have very high melting point.
For an Fcc crystal