Which property is defined as the elastic modulus divided by density?

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Multiple Choice

Which property is defined as the elastic modulus divided by density?

Explanation:
The property being tested is stiffness per unit weight. Dividing the elastic modulus by density yields the specific modulus, also called the specific tensile modulus, which measures how stiff a material is for a given mass. This is particularly important in lightweight design, where you want high stiffness without adding much weight. The units come out to roughly J/kg, reflecting energy per unit mass associated with elastic deformation and providing a direct way to compare materials for weight-constrained applications. Hardness and toughness describe different aspects: hardness relates to resistance to indentation, and toughness is the total energy needed to fracture a material; neither is simply the elastic response per unit mass. A ratio like σ/ρ would be a form of specific strength, not the specific modulus.

The property being tested is stiffness per unit weight. Dividing the elastic modulus by density yields the specific modulus, also called the specific tensile modulus, which measures how stiff a material is for a given mass. This is particularly important in lightweight design, where you want high stiffness without adding much weight. The units come out to roughly J/kg, reflecting energy per unit mass associated with elastic deformation and providing a direct way to compare materials for weight-constrained applications.

Hardness and toughness describe different aspects: hardness relates to resistance to indentation, and toughness is the total energy needed to fracture a material; neither is simply the elastic response per unit mass. A ratio like σ/ρ would be a form of specific strength, not the specific modulus.

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