Size Factor compounds : (i) Laves phases
D(i) Laves Phases
qThese phases have a
formula: AB2
qLaves phases can be
regarded as Tetrahedrally Close Packed (TCP)* structures
with an ideal ratio of the radii (rA/rB) = (3/2)1/2 ~1.225 [or
usually rA/rB ÃŽ (1.1,
1.6)]
qIf rA/rB = 1.225 then a high packing density is achieved with the
chemical formula AB2 with a average coordination number of 13.3
qCrystal
structures:
Ø Hexagonal → MgZn2 (C15), MgNi2 (C36)
Ø FCC → MgCu2 (C14)
Ø Hexagonal → MgZn2 (C15), MgNi2 (C36)
Ø FCC → MgCu2 (C14)
qThere are
more than 1400 members
belonging to the ‘Laves family’
qMany
ternary and multinary
representatives of the Laves phases have been reported with excess of A or B
elements. Some ternary Laves phases are known in systems with no corresponding
binary Laves phases.
qThe range
of existence of the three phases (C15, C36, C14) in ternary Laves phases is
influenced by the e/a ratio
qLaves
phases containing transition metals as components have interesting Physical and
mechanical properties. Engineering materials based on Laves phases are being
developed for:
Ø High
temperature applications
(for use
in turbine blade fine precipitates of Laves phases is shown to improve fatigue
strength)
Reference: https://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&uact=8&ved=0ahUKEwiSo4yV4vXYAhUG1hQKHZt8DjgQFggrMAA&url=http%3A%2F%2Fhome.iitk.ac.in%2F~anandh%2FE-book%2Fsize_factor_compounds.ppt&usg=AOvVaw33qed1pFn0kVFI0yN3kR2c
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