Properties of Materials

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Material science basics, elasticity

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PeeTshok PeeTshok

Bhutan

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Properties of Materials


Properties of MaterialsVersion en ligne Material science basics, elasticity par PeeTshok PeeTshok 1 What does Young's modulus measure in a material? a Ultimate tensile strength b Stiffness of the material c Density of the material d Hardness of the material 2 What is the unit of Young's modulus? a Joules (J) b Pascals (Pa) c Meters (m) d Newtons (N) 3 In a stress–strain graph, what does the slope of the linear region represent? a Elastic limit b Yield strength c Young's modulus d Hooke's constant 4 Which equation expresses Hooke's law for a spring? a F = ma b F = x/k c F = k/x d F = kx 5 What is elastic deformation? a Permanent deformation b Deformation that increases density c Deformation that returns to original shape when load is removed d Deformation beyond yield point 6 What is the limit of proportionality? a The point of material fracture b The point of maximum density c The point beyond which extension is no longer proportional to the force d The point where strain becomes zero 7 What does tensile force do to a material? a Increases its density without deformation b Turns it into a liquid c Compresses it only d Pulls and stretches it 8 How is density defined? a Volume per mass b Energy per unit volume c Mass per unit volume d Mass per surface area 9 If a wire extends by x when pulled with force F, what is strain? a Stress divided by force (σ/F) b Extension divided by original length (x/L) c Force divided by area (F/A) d Original length divided by extension (L/x) 10 Which statement is true about materials’ stiffness? a All metals have the same stiffness b Rubber is stiffer than steel c Stiffness does not depend on material type d Steel generally has a higher stiffness than rubber Feedback 1 Young's modulus is a measure of stiffness, defined as stress over strain in the linear region. 2 E is in Pa (N/m^2) as given in the chapter on Young's modulus. 3 The linear region's slope equals the Young's modulus, reflecting Hooke's law for small deformations. 4 Hooke's law for springs is F = kx, with k as the spring constant. 5 Elastic deformation means the object returns to its original dimensions after removing the force. 6 Beyond the limit of proportionality, Hooke's law no longer holds. 7 Tensile forces act to stretch and pull materials apart. 8 Density is mass divided by volume, a constant for a given material under specific conditions. 9 Strain is defined as the extension divided by the original length. 10 Materials differ in stiffness; steel is notably stiffer than rubber, as noted in the material properties table.

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Properties of Materials

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À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Properties of MaterialsVersion en ligne

par PeeTshok PeeTshok

What does Young's modulus measure in a material?

What is the unit of Young's modulus?

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

Which equation expresses Hooke's law for a spring?

What is elastic deformation?

What is the limit of proportionality?

What does tensile force do to a material?

How is density defined?

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

Which statement is true about materials’ stiffness?

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