Course Objectives:
This course will enable the students to –
Course outcomes (COs):
Course |
Learning outcomes (at course level) |
Learning and teaching strategies |
Assessment Strategies |
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Course Code |
Course Title |
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CNST 202
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Solid State Physics-I (Theory)
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The students will be able to – CO:1. Elucidate the concept of lattice and crystals
CO:2. Acquire the ability to identify defects in crystals
CO:3. Understand representation of the space groups and surface interfaces
CO:4. Appreciate the concepts of Building a structure from a space groups
CO:5. Apply the knowledge of crystal structure of the material with the help of X-ray diffraction for solving the problems.
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Approach in teaching: Interactive Lectures, Discussion, Tutorials, , Demonstration, Problem Solving in tutorials
Learning activities for the students: Self learning assignments, Effective questions, Seminar presentation, Solving numericals. Additional learning through online videos. |
Class test, Semester end examinations, Quiz, Solving problems, Assignments, Presentations |
Crystalline and amorphous solid; Crystal lattice, Unit Cell and Bravais lattice; Plane lattice and their symmetries; Miller Indices and Interplanar distance; Crystal Structures (SC, FCC, BCC) and their example; Concept of reciprocal lattice.
Point defects, Equilibrium concentration of vacancies, Interstitial impurities in solids, Substitutional impurities in solids, Line defects: edge dislocations, Screw dislocations, Surface and volume imperfections, Interfacial defects, stacking faults.
Symmetry of three-dimensional patterns: space groups, Crystallographic space groups, space group symmetry symbols, graphical representation of the space groups, Building a structure from a space groups example Diopside, CaMgSi2O6
The structure of surfaces & surface free energy, Structure and energy of grain boundaries, Interface Junctions, Shapes of crystal and grains, boundaries between different phases, Strained layer epitaxy of semiconductors.
X-ray diffraction by crystals; Laue theory, Interpretation of Laue equation; Bragg’s law and Bragg’s Diffraction condition in direct and reciprocal lattice; Ewald’s construction, Debye Schrrerer method; Atomic scattering factor and Structural scattering factor.