3 - Failure Of Dental Materials 2 Flashcards
Dental biomaterials
Describe what each of the lines of the graph tell us
Comment on the labels on x and y axis
What are each of these materials
A brittle ceramic
B strong ceramic
C metal
D metal
E strong polymer
F weak polymer
Define resilience
the capacity of a material to absorb energy when it is deformed elastically. The area under the curve up to the elastic limit.
Amount of energy material can absorb without undergoing any permanent deformation
Define toughness
the amount of energy that a material can absorb before rupturing. The total area under the stress - strain curve.
Toughness vs resilience on stress strain curve
Describe the features of the materials on these graphs 1-6
Define Poissons ratio
What does poissons ratio indicate?
What does a tensile force result in?
What does a compressive force result in?
What do brittle materials show?
Measure of poisson effect where a material expanses in directions perpendicular to direction of compression
If these reactions occur in the elastic limit, the ratio between lateral and axial strain is called the Poisson’s ratio.
Possions ratio represented by what letter?
Which region is poissons ratio applicable in?
Equation for poissons ratio?
Typical ranges ?
Typical range for ceramics, metals, polymers, elastomers?
Represented by v
Applicable only in Elastic Deformation Region
• Axial
• Lateral
ν = lateral/axial strain
• Defined in elastic deformation region
Elastic Modulus and Poisson’s Ratio Effects
What value of stress in comparison to breaking stress leads to failure not occurring?
Define fracture toughness
Fracture toughness - quantitative way of expressing a materials resistance to crack propagation
There are standard values for a given material for fracture toughness
Fracture toughness is NOT the same as toughness
To assess the effect of small cracks/defects that appear when you process / manufacture a specimen, we have to understand concept of fracture toughness
Brittle materials often fracture suddenly , well below ideal fracture stress
• Local stress σ
• If σ ≥ σ c then failure will occur
• The fracture toughness Kc is the critical value of K
• When K = Kc there is catastrophic crack propagation
• Kc is a material property – independent of testing conditions
How do we determine fracture toughness?
To determine fracture toughness, a specimen is taken of a known dimension and a crack is created with a known dimension - eg crack length and shape and then is subjected to loading and stress
When stress exceeds critical stress, then crack propagates there’s fracture and the specimen breaks
Crack growth-Stress intensity factor
The resistance of a material towards crack propagation
The stress intensity factor at the tip of the crack is given by k= Yσ √πa
Y: is the shape factor
σ: the controlling stress
a: the crack length
Fracture toughness is determined using notched specimens and it effectively gives a value of the work in creating two new surfaces when cracking occurs
Fracture toughness
What is k ?
Typical fracture toughness values?