Materials Engineering Concepts

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Flashcards to assist with the understanding of key concepts in Materials Engineering, focusing on definitions of important material properties and behaviors.

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16 Terms

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Mechanical Properties

Response of material to external loads, including how materials deform under various conditions.

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Static Loads

Long-term loads applied and removed slowly, usually due to gravity, causing no vibrations.

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Dynamic Loads

Short-term loads that involve shock or vibration, including periodic, transient, and random types.

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Stress

Force per unit area acting on a material, calculated as stress = force / area.

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Strain

Deformation of a material relative to its original length, calculated as strain = deformation / original length.

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Elastic Limit

The maximum stress a material can withstand and still return to its original shape.

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Yielding

The phenomenon where strain continues with little or no increase in stress after exceeding the elastic limit.

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Brittle Material

Material that exhibits little plastic deformation before failure, e.g., glass or concrete.

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Ductile Material

Material that can undergo significant plastic deformation before failure, e.g., structural steel or rubber.

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Elastic Behavior

Instantaneous response to load, with the material returning to its original shape upon unloading.

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Viscoelastic Behavior

Behavior of materials that exhibit both viscous and elastic responses, such as asphalt and plastics.

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Creep

Long-term deformation of materials under constant load, significantly affecting materials like concrete over decades.

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Factor of Safety

A design criterion to ensure structures can support loads greater than expected while remaining below failure stress.

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Thermal Expansion

The tendency of materials to expand or contract with changes in temperature, which affects mechanical behavior.

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Density

The mass per unit volume of a material, influencing various design and structural considerations.

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Modulus of Elasticity

A measure of a material's stiffness, calculated as the ratio of stress over strain in the elastic region of the stress-strain curve.