3. History
• FGM in Nature
porous
dense
Human tooth Organic bone Plants fiber
4. History
• FGM in Human Use
First human FGM in 1985. challenge : 1000°C temperature gradient over a
thickness of only 10 mm
5. Introduction
• One proper solution for problems associated with the presence of an
interface in a material : stress singularities due to elastic or thermal
property mismatch, poor adhesion, or unwanted reflections at the
interface .
• FGM (Functionally Graded Materials) or Gradient material :
gradual change of material properties
with position caused by position-dependent
chemical composition, micro-structure,
or atomic order .
7. Characteristics
• FGM are materials in which some particular physical
properties are changed with dimensions
• Properties of such materials can be described by the function
f(x).
homogenous materials : constant
junction (two different material) : strain shape
FGMs : continuous or qusi-continuous
8. Characteristics
• Typical ways to categorize FGMs
Based on phases :
Ceramic/Metal, Ceramic/Ceramic, Metal/Metal, Ceramic/Plastic
Based on different density gradient (changing nature
of FGM) :
Composition , Optical , fine , etc
Based on applications :
Heat resisting , Biology , Chemical eng. , Electronic eng.
9. Processing Methods
• Most of the processes are based on a variation of
conventional processing methods which are already well
established
• Categories :
Capable methods for accommodating a gradation step
Forming methods
• Factors for proper method :
Material combination
transition function
geometry
10. Processing Methods
• PROCESSING TECHNIQUES OF THIN FGM
Vapor Deposition techniques(physical vapor deposition (PVD), chemical
vapor deposition)
Plasma Spraying
Self-propagating High temperature synthesis (SHS)
Ion Beam Assisted Deposition
• PROCESSING TECHNIQUES OF BULK FGM
Powder metallurgy technique
Centrifugal casting method
Solid freeform technology
19. Problems & Difficulties
• Proper database of gradient materials
• Physical properties of material model
• Optimizing thermal stress relaxation & heat transfer of the
materials ( for variety of engineering applications )
• Improve continuum theory , quantum (discrete) theory ,
percolation theory and microstructure model with computer
simulation of material properties
• Refining samples size , structure other geometric properties
• Reducing total preparation costs
• Correction of micromechanical & fracture problems