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Bone biology,
healing and
biomechanics
Bone biology
Histology
 Woven bone
 Predominantly in bone healing
 Lamellar bone
 Cortical bone
 Cancellous bone
Bone structure
Bone cells
 Osteoblasts – bone formation
 Mesenchymal precursor
 Osteoclasts – bone resorption
 Monocytic precursor
 Osteocytes – ‘spent’ osteoblasts
 Obscure function - ?mechanosensory
 Maybe facilitate bone resorp and ca+ transport
 Acts as connectors between all bone cells
Bone healing
Basic biomechanics
Mechanical properties of bone
8
 Relatively hard;
 Lightweight;
 Composite material;
 high compressive strength of about
170 MPa (1800 kgf/cm²);
 poor tensile strength of 104–121 MPa;
 very low shear stress strength (51.6 MPa).
Basic Biomechanics
 Material Properties
 Elastic-Plastic
 Yield point
 Brittle-Ductile
 Toughness
 Independent of
Shape!
 Structural Properties
 Bending Stiffness
 Torsional Stiffness
 Axial Stiffness
 Depends on Shape
and Material!
Force
Displacement
Slope Stiffness =
Force/Displacement
Force, Displacement & Stiffness
Basic Biomechanics
Basic Biomechanics
Stress = Force/Area Strain = Change Height (L)
/ Original Height(L0)
Force
Area L
Stress =
Force/Area
Strain =
Change in Length/Original Length (L/ L0)
Elastic Modulus =
Stress/Strain
Stress-Strain & Elastic Modulus
Basic Biomechanics
 Elastic Modulus (GPa) of Common
Materials in Orthopaedics
 Stainless Steel 200
 Titanium 100
 Cortical Bone 7-21
 Bone Cement 2.5-3.5
 Cancellous Bone 0.7-4.9
 UHMW-PE 1.4-4.2
Basic Biomechanics
Basic Biomechanics
 Anisotropic
 Mechanical properties
dependent upon
direction of loading
 Viscoelastic
 Stress-Strain character
dependent upon rate of
applied strain (time
dependent).
 Material properties of bones:
Wolff’s Law
“Each change in the form and function of a
bone or only its function is followed by
certain definitive changes in its internal
architecture, and secondary changes
equally definitive in its external compliance,
in accordance to the mathematics law”
Wolff’s Law (simplified)
The principle that every change in the for
m and the function of a bone or in the fun
ction of the bone alone, leads to changes
in its internal architecture and in its extern
al form
Wolff’s Law (further simplified)
Bone in a healthy person or
animal will adapt to the loads
under which it is placed
Anistropic properties
 the bone tissue can bear higher loads in
the longitudinal direction
 lesser quantity of load when applied over
the bone surface
 The bone is strong to support loads in the
longitudinal direction because it is used to
receive loads in this direction. (Holtrop,
1975)
Bone Biomechanics
 Bone is anisotropic - its modulus is dependent upon the
direction of loading.
 Bone is weakest in shear, then tension, then
compression.
 Ultimate Stress at Failure Cortical Bone
Compression < 212 N/m2
Tension < 146 N/m2
Shear < 82 N/m2
Bone Biomechanics
Bone is viscoelastic: its force-
deformation characteristics are
dependent upon the rate of
loading.
Trabecular bone becomes stiffer
in compression the faster it is
loaded.
Basic biomechanics
 Elastic Deformation
 Plastic Deformation
 Energy
Energy
Absorbed
Force
Displacement
PlasticElastic
Basic Biomechanics
• Stiffness-Flexibility
• Yield Point
• Failure Point
• Brittle-Ductile
• Toughness-Weakness
Force
Displacement
PlasticElastic
Failure
Yield
Stiffness
Basic Biomechanics
Flexible
Ductile
Tough
Strong
Flexible
Brittle, Strong
Flexible
Ductile
Weak
Flexible
Brittle
Weak
Strain
Stress
Basic biomechanics
Bone Mechanics
 Bone Density
 Subtle density
changes greatly
changes strength
and elastic
modulus
 Density changes
 Normal aging
 Disease
 Use
 Disuse
Cortical Bone
Trabecular Bone
Figure from: Browner et al: Skeletal Trauma
2nd Ed. Saunders, 1998.
Forces acting on bone
Basic biomechanics of bone
healing
 In vitro:
 High strain = unstable = non-union (fibrous)
 Low strain = better union
 Static strain = no mobility = non-union
 Dynamic strain = frequent, minimal mobility =
good union
Basic biomechanics of bone
healing
 Clinical setting for good union:
 Small periods of daily axial strain (initial phase
of healing)
 Fracture gap <2mm
 Amplitude of movement = 0.2 – 1mm
 Strain as stated before
 Load distributed evenly across fracture site
(load sharing)
THANK YOU

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Bone biology, healing and biomechanics

  • 3. Histology  Woven bone  Predominantly in bone healing  Lamellar bone  Cortical bone  Cancellous bone
  • 5. Bone cells  Osteoblasts – bone formation  Mesenchymal precursor  Osteoclasts – bone resorption  Monocytic precursor  Osteocytes – ‘spent’ osteoblasts  Obscure function - ?mechanosensory  Maybe facilitate bone resorp and ca+ transport  Acts as connectors between all bone cells
  • 8. Mechanical properties of bone 8  Relatively hard;  Lightweight;  Composite material;  high compressive strength of about 170 MPa (1800 kgf/cm²);  poor tensile strength of 104–121 MPa;  very low shear stress strength (51.6 MPa).
  • 9. Basic Biomechanics  Material Properties  Elastic-Plastic  Yield point  Brittle-Ductile  Toughness  Independent of Shape!  Structural Properties  Bending Stiffness  Torsional Stiffness  Axial Stiffness  Depends on Shape and Material!
  • 10. Force Displacement Slope Stiffness = Force/Displacement Force, Displacement & Stiffness Basic Biomechanics
  • 11. Basic Biomechanics Stress = Force/Area Strain = Change Height (L) / Original Height(L0) Force Area L
  • 12. Stress = Force/Area Strain = Change in Length/Original Length (L/ L0) Elastic Modulus = Stress/Strain Stress-Strain & Elastic Modulus Basic Biomechanics
  • 13.  Elastic Modulus (GPa) of Common Materials in Orthopaedics  Stainless Steel 200  Titanium 100  Cortical Bone 7-21  Bone Cement 2.5-3.5  Cancellous Bone 0.7-4.9  UHMW-PE 1.4-4.2 Basic Biomechanics
  • 14. Basic Biomechanics  Anisotropic  Mechanical properties dependent upon direction of loading  Viscoelastic  Stress-Strain character dependent upon rate of applied strain (time dependent).  Material properties of bones:
  • 15. Wolff’s Law “Each change in the form and function of a bone or only its function is followed by certain definitive changes in its internal architecture, and secondary changes equally definitive in its external compliance, in accordance to the mathematics law”
  • 16. Wolff’s Law (simplified) The principle that every change in the for m and the function of a bone or in the fun ction of the bone alone, leads to changes in its internal architecture and in its extern al form
  • 17. Wolff’s Law (further simplified) Bone in a healthy person or animal will adapt to the loads under which it is placed
  • 18. Anistropic properties  the bone tissue can bear higher loads in the longitudinal direction  lesser quantity of load when applied over the bone surface  The bone is strong to support loads in the longitudinal direction because it is used to receive loads in this direction. (Holtrop, 1975)
  • 19. Bone Biomechanics  Bone is anisotropic - its modulus is dependent upon the direction of loading.  Bone is weakest in shear, then tension, then compression.  Ultimate Stress at Failure Cortical Bone Compression < 212 N/m2 Tension < 146 N/m2 Shear < 82 N/m2
  • 20. Bone Biomechanics Bone is viscoelastic: its force- deformation characteristics are dependent upon the rate of loading. Trabecular bone becomes stiffer in compression the faster it is loaded.
  • 22.  Elastic Deformation  Plastic Deformation  Energy Energy Absorbed Force Displacement PlasticElastic Basic Biomechanics
  • 23. • Stiffness-Flexibility • Yield Point • Failure Point • Brittle-Ductile • Toughness-Weakness Force Displacement PlasticElastic Failure Yield Stiffness Basic Biomechanics
  • 26. Bone Mechanics  Bone Density  Subtle density changes greatly changes strength and elastic modulus  Density changes  Normal aging  Disease  Use  Disuse Cortical Bone Trabecular Bone Figure from: Browner et al: Skeletal Trauma 2nd Ed. Saunders, 1998.
  • 28. Basic biomechanics of bone healing  In vitro:  High strain = unstable = non-union (fibrous)  Low strain = better union  Static strain = no mobility = non-union  Dynamic strain = frequent, minimal mobility = good union
  • 29. Basic biomechanics of bone healing  Clinical setting for good union:  Small periods of daily axial strain (initial phase of healing)  Fracture gap <2mm  Amplitude of movement = 0.2 – 1mm  Strain as stated before  Load distributed evenly across fracture site (load sharing)