05 - Intervertebral Disks Flashcards

1
Q

Intervertebral disk characteristics

A
  • hyperelasticity = rubber-like
    strain-stress derive from strain energy density fct
    non-linearly elastic, isotropic, incompressible, generally strain rate dpdt
  • main joint of the spinal column = 1/3 of its height
  • role = mechanical: transmit loads
  • flexible, bending, flexion, torsion
  • size = 7-10 mm thick, 4 cm diam
  • anatomy
    — annulus fibrosus = thicker outer ring, concentric lamellae and // collagen fibers at 30° (torsion resistance)
    — nucleus pulposus = gelatinous core, randomly org^d collagen fibers + radially arranged elastin fibers in hydrated gel (high compressive loads)
  • degeneration: gel/px loss => load shift from center to periphery
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2
Q

DDD = Degenerative Disc Disease

A
  • nucleus become more fibrotic, less gel-like

- treatment = spinal fusion / total disc replacement / focal repair & TE in the future?

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3
Q

IVD simulation using FEA

A
  • non linear FEA
  • model
  • – annulus = 8-node elastic hybrid element
  • – nucleus = incompressible fluid
  • – bone = rigid body
  • – ligaments = connectors
  • geometry = based on X-ray CT scan
  • validate: with literature data + qltv compression/tension comparison
  • IVD’s response (4 load cases): window of stress-strain response for candidate repair material
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4
Q

IVD FEM discussion

A
  • good comparison to literature but annulus is assumed homogeneous
  • combined load cases dangerous and not assessed
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5
Q

Modeling DDD treatment

A
  • case scenario: large herniation, radial tear, annulus defect > 6 mm
  • materials = PCL or polyurethan
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6
Q

Newton-Raphson method

A
  • non linear FE solution
  • iterative method by applying the load in small time steps
  • K.d^(t+dt)_n = integr(B.C^tan_n.B^T.dV)
    K tangent stiffness matrix, Ctan Jacobian of constitutive law
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7
Q

3-bar truss system workflow

A
  • guess for d
  • calculate epsilon
  • calc Ctan and sigma
  • forces in element coord system
  • forces in global coord syst
  • assemble global e/ force vector
  • assemble global Ktan vector = Ctan.A/L
  • BCs
  • d_n+1
  • repeat until convergence
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