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Properties of Materials

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Properties of Materials

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Material science basics, elasticity

Created by

PeeTshok PeeTshok
PeeTshok PeeTshok
Bhutan

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Properties of Materials
 

Properties of MaterialsOnline version

Material science basics, elasticity

by PeeTshok PeeTshok
1

What does Young's modulus measure in a material?

2

What is the unit of Young's modulus?

3

In a stress–strain graph, what does the slope of the linear region represent?

4

Which equation expresses Hooke's law for a spring?

5

What is elastic deformation?

6

What is the limit of proportionality?

7

What does tensile force do to a material?

8

How is density defined?

9

If a wire extends by x when pulled with force F, what is strain?

10

Which statement is true about materials’ stiffness?

Feedback

Young's modulus is a measure of stiffness, defined as stress over strain in the linear region.

E is in Pa (N/m^2) as given in the chapter on Young's modulus.

The linear region's slope equals the Young's modulus, reflecting Hooke's law for small deformations.

Hooke's law for springs is F = kx, with k as the spring constant.

Elastic deformation means the object returns to its original dimensions after removing the force.

Beyond the limit of proportionality, Hooke's law no longer holds.

Tensile forces act to stretch and pull materials apart.

Density is mass divided by volume, a constant for a given material under specific conditions.

Strain is defined as the extension divided by the original length.

Materials differ in stiffness; steel is notably stiffer than rubber, as noted in the material properties table.

 
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