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Types of load, stresses & strains,(Axial and tangential) Hooke’s law, Young’s modulus, bulk modulus, modulus of rigidity, Poisson’s ratio, derive the relation between three elastic constants . Principle of super position, stresses in composite section, Temperature stress, determine the temperature stress in composite bar (single core),Strain energy and resilience, Stress due to gradually applied, suddenly applied and impact load Simple problems on above.
Definition of hoop and longitudinal stress, strain Derivation of hoop stress, longitudinal stress, hoop strain, longitudinal strain and Volumetric strain Computation of the change in length, diameter and volume Simple problems on above
Types of beam and load Concepts of Shear force and bending moment Shear Force and Bending moment diagram and its salient features illustration in cantilever beam, simply supported beam and over hanging beam under point load and uniformly distributed load
Assumptions in the theory of bending, Bending equation, Moment of resistance, Section modulus& neutral axis. solve simple problems
Assumption of pure torsion, The torsion equation for solid and hollow circular shaft, Comparison between solid and hollow shaft subjected to pure torsion
Practice 1-Tensile Test
Practice 2-compressive test
Practice 3-hardness test
Practice 4-Torsion test
Practice 5-Creep test
Learning Resources: | ||||
Text books | Sl.No | Author | Title of Book | |
1. | O P Khanna | A Textbook of Material Science
and Metallurgy |
||
2. | R K Rajput | Engineering materials and metallurgy | ||
Reference book | 1. | S K Hazrachoudhary | Material science& process |
Types of load, stresses & strains,(Axial and tangential)
Lecturer(These are simple definitions,we can explain using proper example which is happening day to day life)
study material
Young’s modulus, bulk modulus, modulus of rigidity, Poisson’s ratio,
Lecturer(These are simple definitions,we can explain using proper example which is happening day to day life)
study material
applicatio Hooke’s law, Young’s modulus, bulk modulus, modulus of rigidity, Poisson’s ratio
derive the relation between three elastic constants . Principle of super position,
Lecturer(By deriving we will get proper conclusion)
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stresses in composite section, Temperature stress
Lecturer(we can explain it by tasking proper example)
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determine the temperature stress in composite bar (single core)
Lecturer(Taking proper live example get the concept of Temperature stress)
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Strain energy and resilience, Stress due to gradually applied, suddenly applied and impact load.Simple problems on above.
Lecturer(We can explain it take some silly example)
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Definition of hoop and longitudinal stress
Lecturer(These are simple definitions,we can explain it, taking a cylinder as an example )
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Derivation of longitudinal stress
Lecturer(we can derive it taking example)
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solve Simple problems on Hoop stress and longitudinal stress
Lecturer(we can explain it by putting small formula)
problems in hoop stress, longitudinal stress in
Types of beam and load Concepts
Lecturer(These are simple definitions,we can explain using proper example which is happening day to day life)
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Concept of shear force and bending moment
Lecturer(These are simple definitions,we can explain using proper example which is happening day to day life)
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Shear Force and Bending moment diagram and its salient features illustration in cantilever beam
Lecturer(we can explain by showing proper video)
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Shear Force and Bending moment diagram and its salient features illustration in simply supported beam
Lecturer(we can explain it by proper video)
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Shear Force and Bending moment diagram and its salient features illustration in Over hanging beam
Lecturer(we can explain it by video)
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Concept of Theory of simple bending
Lecturer(This is a simple definition,we can explain giving proper example which is happening day to day in our life)
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Assumptions in the theory of bending
Lecturer(we can explain it by giving proper example which is happening by day to day life)
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Derive of bending moment equation
Lecturer(We can explain it by deriving taking proper example)
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Moment of resistance, Section modulus& neutral axis.
Lecturer(these are simple definitions,we can explain it by suitable video)
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Solve numerical s regarding bending moment equation
Lecturer(we can explain it by taking small formula which is based on bending moment equation)
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Concept of pure torsion
Lecturer(These are simple definitions,we can explain using proper example which is happening day to day life)
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Derive Torsion equation
Lecturer(we can derive then get torsion equation)
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Assumption of pure torsion
The torsion equation for solid and hollow circular shaft
Lecturer(Taking Real example we can explain it)
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Comparison between solid and hollow shaft subjected to pure torsion
Lecturer(We can explain it by taking one hollow shaft and solid shaft)
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Comparison between solid and hollow shaft subjected to pure torsion