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  1. Elasticity is the ability of materials to return to their original shape after a deforming (stretching, compressing, shearing, bending) force has been removed.

  2. 30 Οκτ 2024 · Elasticity, ability of a deformed material body to return to its original shape and size when the forces causing the deformation are removed. A body with this ability is said to behave (or respond) elastically. Most solid materials exhibit elastic behavior.

  3. 25 Φεβ 2019 · Elasticity is a term used a lot in economics to describe the way one thing changes in a given environment in response to another variable that has a changed value. For example, the quantity of a specific product sold each month changes in response to the manufacturer alters the product's price.

  4. 22 Σεπ 2019 · Elasticity is a physical property of a material whereby the material returns to its original shape after having been stretched out or altered by force. Substances that display a high degree of elasticity are termed "elastic." The SI unit applied to elasticity is the pascal (Pa), which is used to measure the modulus of deformation and elastic limit.

  5. www.physicstutorials.org › properties-of-matter › elasticityElasticity - Physics Tutorials

    Elasticity can be explained by the Hooke’s Law. In other words, amount of compression or stretching is directly proportional to the applied force. However, until certain point under applied force materials regain their original shapes. This certain point is called elastic limit of that material.

  6. Elasticity: Elasticity is an inherent property by virtue of which a body undergoing a change in length, volume, or shape due to the application of external forces, tends to regain its original length, volume, or shape as soon as the external forces are withdrawn.

  7. Explain the limit where a deformation of material is elastic. Describe the range where materials show plastic behavior. Analyze elasticity and plasticity on a stress-strain diagram. We referred to the proportionality constant between stress and strain as the elastic modulus.

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