Mechanics of Biologic Materials Flashcards

1
Q

Internal Loading

A

External (mechanical) loads (forces) deform internal structures in addition to producing movement
Ligament
Tendon
Cartilage
Bone
Muscle
Material properties describe the responses of these internal structures to the mechanical loads

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2
Q

Mechanical Loading Types

A
Uniaxial
Compression
Tension
Shear
Combined
Bending
Torsion
Mechanical loads create mechanical stress
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3
Q

Stress

A

Force (internal) per unit area over which the force acts (σ)
σ = force / surface area

Units: N/m2 or Pascal
Force (N)
Surface area (m2)

Similar to pressure, but multidirectional
Able to compare elements of different shapes and sizes

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4
Q

Three Principal Types of Mechanical Stress

A

Tension
Compression
Shear

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5
Q

Tension

A

Pulling or stretching force directed axially through a body
Acts ⊥ to analysis plane (axial or normal stress)
Analysis plane: cuts structure ⊥ through longest dimension

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6
Q

Compression

A

Pressing or squeezing force directed axially through a body

Acts ⊥ to analysis plane (axial or normal stress)

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7
Q

Shear

A

Force directed parallel to a surface
Causes a sliding of surfaces in opposite directions
Acts // to analysis plane (transverse stress)

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8
Q

Combined Loads

A

More common during functional activities

Cause:
Multiple stresses at analysis plane
Different magnitudes of stress at analysis plane

Types:
Bending
Torsion

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9
Q

What is Bending?

A

Loads applied to structure causing it to bend about a neutral axis
Compression & Tension develop on opposite sides of axis
Shear developed along axis

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10
Q

What is Torsion?

A

Load producing twisting of a body around its longitudinal axis
Shear stress occurs parallel to axis (greatest magnitude)
Compression & tension occur diagonal to axis

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11
Q

Strain

A
Mechanical stresses causes strain (ε)
Quantification of the deformation of a material
Excessive deformation (strain) causes injury

Deformation of a material with external forces
Linear strain due to compressive or tensile loads
Standardized as % total length

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12
Q

Assessing Biomechanical Properties of Tissue

A

Apply a known load and measure the resulting deformation

Load – Deformation Curve

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13
Q

Load-Deformation Curve

A
Strength (resistance to deformation / failure)
Yield strength
Ultimate strength
Failure strength
Total deformation before failure point
Energy stored before failure point
Area under the curve

Stiffness (k = F / x) or (k = load / deformation)
Slope of the elastic region
↑ slope = ↑ stiffness

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14
Q

Load-Deformation Curve: Limitation

A

Can’t compare materials of different size & shape

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15
Q

Load-Deformation Curve: Fix

A

Stress – Strain Curve
Load per unit area (stress) vs. Amount of deformation as a % of change in length (strain)
Stress = force / surface area
Strain = ∆ length / original length
Standardizes for size & shape of different materials

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