Ch.7 Part 2 Hooke's Law and Young Modulus

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15 Terms

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Hooke's Law

Extension is directly proportional to applied force until the spring reaches its elastic limit.

F = kx

<p>Extension is directly proportional to applied force until the spring reaches its elastic limit.</p><p>F = kx</p>
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Compressive

Describes a force that squeezes an object

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Tensile

capable of being stretched

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Stress

Force per unit cross-sectional area that acts perpendicular to the surface. (in Pascals)

<p>Force per unit cross-sectional area that acts perpendicular to the surface. (in Pascals)</p>
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Strain

Extension per unit length (no units but usually measured as a percent)

<p>Extension per unit length (no units but usually measured as a percent)</p>
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Young modulus

stress/strain

assuming limit of proportionality has not been exceeded

<p>stress/strain</p><p>assuming limit of proportionality has not been exceeded</p>
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Strain energy

Stored energy in an object due to elastic deformation

<p>Stored energy in an object due to elastic deformation</p>
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Gradient of a stress strain graph

Young modulus

<p>Young modulus</p>
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Gradient of a force-extension graph

spring constant k

<p>spring constant k</p>
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Area under a force-extension graph

Elastic strain energy

<p>Elastic strain energy</p>
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Elastic Limit

The value of stress beyond which an object will not return to its original dimensions.

<p>The value of stress beyond which an object will not return to its original dimensions.</p>
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Elastic Deformation

An object that returns to its original length when the force is removed has deformed elastically.

<p>An object that returns to its original length when the force is removed has deformed elastically.</p>
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Plastic Deformation

An object that does NOT return to its original length when the force is removed.

<p>An object that does NOT return to its original length when the force is removed.</p>
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Limit of Proportionality

The point beyond which extension is no longer proportional to the force.

<p>The point beyond which extension is no longer proportional to the force.</p>
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Springs in Series and Parallel.

Opposite of resistors (which is on formula sheet)

<p>Opposite of resistors (which is on formula sheet)</p>