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 Chapter: solid state
presented by: Dr. Akhtar S. Shah
 H. J. Thim College of Arts & Science,
 Jalgaon 425001, India
INTRODUCTION:
1. Crystalline solid:
The solids having atoms arranged in regular and repeating
manner.
Ex: NaCl, ice etc.
2. Amorphous solid:
The substance which are hard and rigid having definite shape but
no definite arrangement of constituents.
Ex: Rubber, plastic, glass etc.
Properties of crystals
1. Polymorphism:
 The phenomenon of existence of same subtance in two or
more crystalline forms.
Eg: AgI(hexagonal) AgI(cubic)
2. Allotrophism/ Allotropy:
 The phenomenon of existence of same element in two or more
crystalline forms.
Eg: C(cubic) C(tetragonal)
3. Isotrophic substances/ Isotropy:
The substances having properties such as
 Coefficient of thermal expansion,
 Electrical conductivity,
 Thermal conductivity,
 Refractive index and
 Solubility are same in all directions.
 Eg: Rubber, plastic, glass.
4. Anisotropic substances:
The substances having properties such as
 Coefficient of thermal expansion,
 Electrical conductivity,
 Thermal conductivity,
 Refractive index and
 Solubility are different in different directions.
 Eg: AgI, K2Cr2O7, ice etc.
Etch figures:
The characteristics pattern formed on the surface of
anistropic crytal due to directional differences in
solubility.
Eg: Ice, K2Cr2O7
Unit cell:
The fundamental building block of a crystal lattice
having shape related to that of crystal lattice.
Eg: 2D unit cell, 3D unit cell.
Crystal lattice/ Space lattice/ Point lattice:
The array of points in space is called.
Weiss indices:
The intercept made on 3- coordinate axes in terms of
unit distances.
Miller indices:
The reciprocal value of intercept in terms of unit
distances.
X-ray diffraction:
 The x rays and interatomic distance in solids are
near about same, 2 x 10-8 to 5 x 10-8 cm.
 Hence x rays are scattered from solid surface which
give constructive interference knwon as diffraction.
Braggs Equation
 Condition of maximum intensity
Path difference= n了
 Equation:
2dsin = n了
Where,
d = interplanar distance,
 = glancing angle
n = order of reflection (1, 2, 3 ..)
了 = wavelength of x- rays
Application of Braggs equation
 To determine interplanar distance.
d= n了/ 2sin
 To determine wavelength of x ray.
了 = 2dsin/n
Braggs x ray spectrometer
 Instrumentation:
X ray tube
Slits
Rotating table with scale
Solid crystal
Ionisation chamber
Electometer
Application: To determine interplanar distance.
Disadvantage: it require big size  undistorted crystal which
difficult to obtained.
 Distance between planes in simple cubic lattice:
 d= . a .
(h2+k2+l2)
Where, a= interplanar spacing
hkl= Miller indices
Number of atoms (n):
n = .N.a3
M
Where,
= density of substance,
N = Avogadro number
a = Edge length/ Side length
M= mol.wt. of substance
Unit cell of nacl
 The NaCl is fcc lattice.
 Each Na+ surrounded by 6Cl-.
 Each Cl- surrounded by 6 Na+.
 Total no. of Cl- =(8x1/8) + (6x1/2)
= 4 Cl-
 Total no. of Na+ =(12x1/4) + 1
= 4 Na+
 Hence unit cell contain 4 NaCl molecules.
Method of indexing
Defn: trial and error method for determination
of values of hkl for each observed values of
dhkl. h2+k2+l2 = (a/dhkl) 2
Sr. no. h2+k2+l2 hkl
1 1 100
2 2 110
3 3 111
4 4 200
5 5 210
Powder method of crystal analysis
 Powder of crystalline substance filled in capillary.
 X-ray is incident on it , forming diffraction pattern
on photographic plates.
 Intensity of x-ray on photographic plate give
information about quantitative analysis.
 Spacing between two neighbouring line of
diffraction pattern give information about
quantitative analysis.
Semiconductor
Defn: The material which is non conductor at room
temperature but conductor at higher temp, and in impure
state.
Ex: Si, Ge etc.
Types:
1. p-type semiconductor:
Si + B p-type semiconductor
2. n-type semiconductor:
Si + As n-type semiconductor
Applications:
Used in TV, calculator, rectifier, solar cells etc.
Solar cell
 p-type semiconductor and n- type
semiconductor are joined together to form p-n
junction.
 This p-n junction is connected to circuit is
become semiconductor.
 When light incident on it photo electron flow from
p-type to n-type.

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Solid state chemistry ppt

  • 1. Chapter: solid state presented by: Dr. Akhtar S. Shah H. J. Thim College of Arts & Science, Jalgaon 425001, India
  • 2. INTRODUCTION: 1. Crystalline solid: The solids having atoms arranged in regular and repeating manner. Ex: NaCl, ice etc. 2. Amorphous solid: The substance which are hard and rigid having definite shape but no definite arrangement of constituents. Ex: Rubber, plastic, glass etc.
  • 3. Properties of crystals 1. Polymorphism: The phenomenon of existence of same subtance in two or more crystalline forms. Eg: AgI(hexagonal) AgI(cubic) 2. Allotrophism/ Allotropy: The phenomenon of existence of same element in two or more crystalline forms. Eg: C(cubic) C(tetragonal)
  • 4. 3. Isotrophic substances/ Isotropy: The substances having properties such as Coefficient of thermal expansion, Electrical conductivity, Thermal conductivity, Refractive index and Solubility are same in all directions. Eg: Rubber, plastic, glass. 4. Anisotropic substances: The substances having properties such as Coefficient of thermal expansion, Electrical conductivity, Thermal conductivity, Refractive index and Solubility are different in different directions. Eg: AgI, K2Cr2O7, ice etc.
  • 5. Etch figures: The characteristics pattern formed on the surface of anistropic crytal due to directional differences in solubility. Eg: Ice, K2Cr2O7 Unit cell: The fundamental building block of a crystal lattice having shape related to that of crystal lattice. Eg: 2D unit cell, 3D unit cell. Crystal lattice/ Space lattice/ Point lattice: The array of points in space is called.
  • 6. Weiss indices: The intercept made on 3- coordinate axes in terms of unit distances. Miller indices: The reciprocal value of intercept in terms of unit distances. X-ray diffraction: The x rays and interatomic distance in solids are near about same, 2 x 10-8 to 5 x 10-8 cm. Hence x rays are scattered from solid surface which give constructive interference knwon as diffraction.
  • 7. Braggs Equation Condition of maximum intensity Path difference= n了 Equation: 2dsin = n了 Where, d = interplanar distance, = glancing angle n = order of reflection (1, 2, 3 ..) 了 = wavelength of x- rays
  • 8. Application of Braggs equation To determine interplanar distance. d= n了/ 2sin To determine wavelength of x ray. 了 = 2dsin/n Braggs x ray spectrometer Instrumentation: X ray tube Slits Rotating table with scale Solid crystal Ionisation chamber Electometer Application: To determine interplanar distance. Disadvantage: it require big size undistorted crystal which difficult to obtained.
  • 9. Distance between planes in simple cubic lattice: d= . a . (h2+k2+l2) Where, a= interplanar spacing hkl= Miller indices Number of atoms (n): n = .N.a3 M Where, = density of substance, N = Avogadro number a = Edge length/ Side length M= mol.wt. of substance
  • 10. Unit cell of nacl The NaCl is fcc lattice. Each Na+ surrounded by 6Cl-. Each Cl- surrounded by 6 Na+. Total no. of Cl- =(8x1/8) + (6x1/2) = 4 Cl- Total no. of Na+ =(12x1/4) + 1 = 4 Na+ Hence unit cell contain 4 NaCl molecules.
  • 11. Method of indexing Defn: trial and error method for determination of values of hkl for each observed values of dhkl. h2+k2+l2 = (a/dhkl) 2 Sr. no. h2+k2+l2 hkl 1 1 100 2 2 110 3 3 111 4 4 200 5 5 210
  • 12. Powder method of crystal analysis Powder of crystalline substance filled in capillary. X-ray is incident on it , forming diffraction pattern on photographic plates. Intensity of x-ray on photographic plate give information about quantitative analysis. Spacing between two neighbouring line of diffraction pattern give information about quantitative analysis.
  • 13. Semiconductor Defn: The material which is non conductor at room temperature but conductor at higher temp, and in impure state. Ex: Si, Ge etc. Types: 1. p-type semiconductor: Si + B p-type semiconductor 2. n-type semiconductor: Si + As n-type semiconductor Applications: Used in TV, calculator, rectifier, solar cells etc.
  • 14. Solar cell p-type semiconductor and n- type semiconductor are joined together to form p-n junction. This p-n junction is connected to circuit is become semiconductor. When light incident on it photo electron flow from p-type to n-type.