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Mechanical 
Properties of 
Solids
Page 2


Mechanical 
Properties of 
Solids
I n t r o d u c t i o n
Solids have definite shape and size but can deform 
when force is applied
Elasticity: property of solids to return to original 
shape after force removal
Plastic deformation: when deformation becomes 
permanent
Understanding solid behavior under forces is 
crucial for engineering applications:
Applications include bridges, skyscrapers, 
machines, and prosthetic limbs
Page 3


Mechanical 
Properties of 
Solids
I n t r o d u c t i o n
Solids have definite shape and size but can deform 
when force is applied
Elasticity: property of solids to return to original 
shape after force removal
Plastic deformation: when deformation becomes 
permanent
Understanding solid behavior under forces is 
crucial for engineering applications:
Applications include bridges, skyscrapers, 
machines, and prosthetic limbs
Stress and Strain
When a solid is deformed, it develops an internal 
restoring force per unit area called stress.
Stress = Force / Area SI unit: Pascal (Pa)
There are different types of stress:
Page 4


Mechanical 
Properties of 
Solids
I n t r o d u c t i o n
Solids have definite shape and size but can deform 
when force is applied
Elasticity: property of solids to return to original 
shape after force removal
Plastic deformation: when deformation becomes 
permanent
Understanding solid behavior under forces is 
crucial for engineering applications:
Applications include bridges, skyscrapers, 
machines, and prosthetic limbs
Stress and Strain
When a solid is deformed, it develops an internal 
restoring force per unit area called stress.
Stress = Force / Area SI unit: Pascal (Pa)
There are different types of stress:
Types of Stress
Tensile/Compressive Stress: Causes a change in 
length.
Shearing Stress: Causes surfaces to slide relative 
to each other.
Hydraulic Stress: Acts equally in all directions (like 
in liquids).
Page 5


Mechanical 
Properties of 
Solids
I n t r o d u c t i o n
Solids have definite shape and size but can deform 
when force is applied
Elasticity: property of solids to return to original 
shape after force removal
Plastic deformation: when deformation becomes 
permanent
Understanding solid behavior under forces is 
crucial for engineering applications:
Applications include bridges, skyscrapers, 
machines, and prosthetic limbs
Stress and Strain
When a solid is deformed, it develops an internal 
restoring force per unit area called stress.
Stress = Force / Area SI unit: Pascal (Pa)
There are different types of stress:
Types of Stress
Tensile/Compressive Stress: Causes a change in 
length.
Shearing Stress: Causes surfaces to slide relative 
to each other.
Hydraulic Stress: Acts equally in all directions (like 
in liquids).
Types of Strain
Strain is the relative deformation produced in a body. It 
is a dimensionless quantity.
Longitudinal Strain: Change in length/original 
length.
· = ?L/L
Shearing Strain: Relative displacement/original 
length.
³ = ?x/y
Volumetric Strain: Change in volume/original 
volume.
» = ?V/V
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FAQs on PPT: Mechanical Properties of Solids - Physics Class 11 - NEET

1. What are the key mechanical properties of solids important for NEET?
Ans. The key mechanical properties of solids that are important for NEET include elasticity, plasticity, tensile strength, compressive strength, hardness, and toughness. Elasticity refers to the ability of a material to return to its original shape after deformation. Plasticity is the ability to undergo permanent deformation without breaking. Tensile strength is the maximum stress a material can withstand while being stretched, while compressive strength is the ability to withstand axial loads. Hardness measures a material's resistance to deformation, and toughness indicates how well a material can absorb energy and plastically deform without fracturing.
2. How does temperature affect the mechanical properties of solids?
Ans. Temperature significantly impacts the mechanical properties of solids. Generally, as temperature increases, materials tend to become more ductile and less brittle, meaning they can deform more easily without breaking. This is because thermal energy allows atoms to move more freely, reducing the material's ability to resist deformation. Conversely, at lower temperatures, materials can become more rigid and brittle, increasing the likelihood of fracture under stress.
3. What is the difference between elastic and plastic deformation in solids?
Ans. Elastic deformation is the temporary change in shape or size of a solid when a stress is applied, and it returns to its original form once the stress is removed. This behavior is described by Hooke's Law. Plastic deformation, on the other hand, occurs when the applied stress exceeds a certain threshold (yield strength), causing the material to undergo a permanent change in shape. In this case, the material does not return to its original shape after the stress is removed.
4. Why is it important to study the mechanical properties of solids for engineering applications?
Ans. Understanding the mechanical properties of solids is crucial for engineering applications because these properties determine how materials will behave under different loads and conditions. Engineers must select materials that can withstand specific stresses, strains, and environmental factors to ensure the safety and functionality of structures, machines, and components. Knowledge of mechanical properties helps in designing reliable products, preventing catastrophic failures, and optimizing materials for specific uses.
5. What are some common tests used to determine the mechanical properties of solids?
Ans. Common tests used to determine the mechanical properties of solids include tensile tests, compressive tests, hardness tests, and impact tests. A tensile test measures the material's strength and ductility by applying a pulling force until it breaks. A compressive test does the same but applies a pushing force. Hardness tests assess a material's resistance to deformation, often using scales like Rockwell or Brinell. Impact tests measure a material's toughness by determining the energy absorbed during fracture when subjected to a high strain rate.
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