Unit 1: Orthopaedic implant materials Flashcards
What are 6 requirements of an implant?
Biocompatibility Relieve pain and allow adequate movement Adequate strength and lifespan Cost effective manufacture Practicability of insertion Safety for the surgeon and the patient
How does the stiffness of HDP compare to bone?
Similar stiffness to that of cancellous bone
How does the stiffness of metal compare to bone?
Metals are stiffer
What is the main associated problem with the insertion of orthopaedic impants?
Infection
What structural factors are important in implant design? (5)
Strength Stiffness Lubrication Wear Fatigue
What is the structure of the end regions of bone?
Shaped to accomodate the joint (wider at the end)
Contains cancellous bone
Why is is desirable for the end regions of bone to contain cancellous bone?
Shock absorbing properties (more porous and less stiff)
Describe the structure of cancellous bone in the knee joint
Trabeculae are alligned along direction of greatest stress
In femur - horizontal to stop lateral displacement
In tibia - vertical to resist compressive loads
Why is the region directly beneath the articular surfaces more dense than the cancellous bone below it?
To provide a fairly rigid underlying surface for the joint to bear on without causing excessive deformation of the bearing surfaces
What is the structure in the shafts of bones?
Contain dense compact bone (more rigid than cancellous so provides resistance under bending and torsional loads)
How is the stiffness of a material described?
By its Young’s Modulus (stress/strain)
Most biological materials are isotropic. What does this mean?
Their mechanical properties are the same no matter which direction they are loaded
Bone is anisotropic. What does this mean?
It’s Young’s modulus depends on the direction in which it is being loaded
In which direction is cortical bone stiffest and strongest?
When loaded longituidinally
How does the strength of metaphyseal bone compare to that of diaphyseal bone?
Metaphyseal bone (near the ends) is only about half as strong as diaphyseal bone
Describe how bone is viscoelastic
The stiffness of bone changes according to the rate at which it is loaded.
The faster it is loaded the stiffer it becomes.
Quantify the difference in the ultimate stress of cortical bone under different types of loading
Cortical bone is twice as strong under tensile and three times as strong under compressive than shear loading
How does the varying ultimate stress of cortical bone affect implant design?
Need to find ways to load bone under compression and avoid shear stresses especially but also tensile stresses as much as possible
Why might designing a mesh like material to act like cancellous bone not be desirable in an implant?
Increased risk of infection due to large surface area
Also this type of structure might not be firm enough for attaching or bonding an artificial joint
What is stress shielding?
When reduction in loading and stressing of a bone, due to an implant, leads to bone resorption
What is load transfer and when does it occur?
Load transfer where part of the applied load is transferred between bone and implant. It happens at specific regions depending on the implant
What causes interface stresses?
Movement at the interface when two materials are not bonded or if a bond comes loose
What can induce stress concentrations?
Sharp corners
Notches
Holes
What affects how loads are shared in the load sharing region?
Relative stiffness of the two components
How is material stiffness defined under axial and bending loads?
Young’s Modulus
How is the material stiffness of a material defined under shear loading (including torsion)?
Shear Modulus (G = shear stress/shear strain)
How is stiffness defined mathematically?
Force required to produce a unit deflection
How do Young’s modulus and cross-sec area affect the stiffness of a structure?
As E and A increase the material becomes stiffer
How does length affect the stiffness of a structure?
As length increases stiffness decreases
How is the stiffness of two implants with the same length compared?
By their rigidity
How is axial rigidity calculated?
R = EA
How is bending rigidity calculated?
R = EI
How is the second moment of area calculated for a rectangular structure?
I = bd3 / 12
How is the second moment of area fro a circular structure calculated?
I = πd4 / 64
How is torsional rigidity calculated?
R - GJ
G = shear modulus, J = polar second moment of area
For circular sections how is J related to I?
J = 2I