Biomechanics (tissues) Flashcards
What are the types of forces on the musculoskeletal system?
- Tension
- Compression
- Bending
- Shear
- Torsion
- Combined loading
What is tension?
Forces are from opposite directions
(Pulling two ends apart)
What can overload with ‘tension’ cause?
Sprains, strains, (sometimes) peripheral nerve injury
E.g. hamstring tear
What is compression?
Forces moving in an approximating (similar) direction
(pushing two ends towards e/o)
What can overload with ‘compression’ cause?
fractures
(sometimes) disc damage/nerve compression
E.g. stress fracture of vertebrae, disc herniation
What is bending?
Force that produces tension on one side of the body’s longitudinal axis and compression on the other side
legit just bending
What is shear?
Combination of tension and compression
forces NOT moving in opposite or approximating (similar) directions exclusively
tbh, the forces look like they from opp sides (like upper part has force from side A, lower part has force from side B)
E.g. ACL ruptures
What is torsion?
Force applied in twisting
What is combined loading?
When loading results in more than one type of stress (force)
What is stress?
A physical quantity
An external force
Force per unit area applied to the material
What is strain?
Stresses lead to strain (deformation)
E.g. putting pressure on an object causes it to stretch
Strain is a measure of how much an object is being stretched
How to calculate stress?
Force/cross-sectional area
How to calculate strain?
Elongation/original length
Basically: new length - original length/original length
What is elastic modulus?
calculate = Stress/Strain
indicator of an object’s likelihood to deform when a force is applied
Look at slide 8 of mechanics biological tissues notes (stress-strain curves)
HAVE YOU LOOKED AT IT?
What are the three regions in the stress-strain curve?
- Initial linearly elastic region
- Intermediate region
- Final region
What is initial linearly elastic region?
Where the
slope = elastic modulus
What is the intermediate region?
Exhibit yielding & nonlinear elasto-plastic material behaviour
Strain hardening; entering plastic phase
Basically, being stretched & deformation can become permanent
What is the final region?
Exhibits linear plasticity where slope = strain hardening modulus
Necking
Until failure
What is plastic behaviour?
An object or material has plastic behavior when stress is larger than the elastic limit
Basically, when stress is removed, the object doesn’t return to original (deformation is permanent)
What is uncrimping?
Taking up slack
From slack to straight
E.g. flabby resistance band; you pull it straight BUT not stretched yet
`Look at slide 10 of mechanics biological tissues notes
HAVE YOU LOOKED AT IT?
What happens at the toe phase (0-2%)?
Uncrimping: takiing up the slack (from slack to straight with NO stretch at all)
Macroscopic slack (bc not homogenous)
Needs more force to bring about deformation
What happens during the linear stretch (~2-5%)?
Elasticity (tissues will be stretched according to force applied)
Start of plasticity halfway through (abit)
Therapeutic range (around 4-6%)
Viscoelasticity
Force
Relaxation
Creep
Hysteresis
What happens during the primary failure phase (5-8%)
Part of the therapeutic range (until ~6%)
Viscoelasticity
Plasticity
Force
Creep
Relaxation
1-2 degree injury (aft the end of therapeutic range = injuries!)
What happens during total failure phase (after 8%)?
Influenced to failure
basically, total failure (e.g. ligament tear)
What is viscoelasticity?
Materials that show viscous & elastic characteristics when undergoing deformation (time-dependent)
All connective tissues are viscoelastic materials (basically - fluid-like component in their behaviour)
What is viscosity (viscoelasticity)?
Material’s resistance to flow (a fluid property - there’s fluid phase & solid phase)
High viscosity fluids: flow slowly (e.g. honey)
Lower-viscosity fluids: flow quickly (e.g. water)
↓es w temperature (easier to flow; e.g. use of heat before stretching)
↓es w slowly applied loads
What is elasticity (viscoelasticity)?
Material’s ability to return to its original length/shape aft removal of deforming load
Length changes/deformations proportional to applied forces/loads
When stretched, work is done (force x dist) = energy in stretched material inc.
What does elasticity depend on?
Depends on collagen & elastin amounts
If more elastin = stretch better
if more collagen = more difficult to stretch
What are the time- and rate-dependent properties?
- creep
- stress-relaxation
- strain-rate sensitivity
- hysteresis
What is creep?
Progressive strain (deformation) of a material when under a constant load over time
Basically, deformation increases as (fixed/constant) force increases. When force removed, tissue recovers to original length in nonlinear manner
E.g. gravitational force on body. Stand whole day, gravitational force on vertebral column = intervertebral discs squashed; but sleep (supine) = force is removed (?) = taller
Example of creep
Gravitational force on body.
Stand whole day, gravitational force on vertebral column = intervertebral discs squashed; but sleep (supine) = force is removed (?) = intervertebral discs return to normal position = talller
What is stress relaxation?
Reduction of stress within a material over time as the material is subjected to a constant deformation
Stress generally ↓ w time (therefore relaxation)
BASICALLY, stretch in same position for long period = becomes easier = then can stretch further
Examples of stress relaxation
Stretch until the force drops then stretch some more = achieves the overlap b/w elastic & plastic phase = permanent change
Serial casting = stretch the tissue to max & cast it (at max range) = next day, push more & cast again & so on
What is hysteresis?
When force is applied (loaded) and removed (unloaded) to a structure, the resulting load-deformation curves do not follow the same path
NOT all energy gained due to lengthening work (force x dist) is recovered during exchange from energy to shortening work (some energy lost, as heat)
BASICALLY, deformation does not return to original (still stretched) bc energy recovered is less