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ZONE
MELTING
INTRODUCTION
• Zone melting is a technique for
purification by melt
crystallization.
• developed in the early 1950s at
Bell Telephone Laboratories in
response to the need for
extremely pure germanium by
William Pfann. It was an essential
step for the development of the
transistor and thus for the entire
electronics revolution.
• Before that time, purification was
carried out by normal freezing,
also called progressive freezing.
INTRODUCTION
• Zone melting also known as Zone refining can be applied to the
purification of almost every type of substance that can be melted and
solidified, eg, elements, organic compounds, and inorganic compounds.
Because the solid–liquid phase equilibria are not favorable for all
impurities, zone refining often is combined with other techniques to
achieve ultrahigh purity.
• The high cost of zone refining has thus far limited its application to
laboratory reagents and valuable chemicals such as electronic materials.
The cost arises primarily from the low processing rates, handling, and high
energy consumption owing to the large temperature gradients needed.
ZONE MELTING
• Zone of mass mz moves a short distance in such a manner that the mass dm of solid is frozen
out and an identical mass melts into the zone. For the first zone pass, it is assumed that the rod
is initially at uniform composition wo to obtain the following:
• For constant k = ws/wl , this may be integrated to yield:
• m/mz is approximately the number of zone lengths down the rod.
ZONE MELTING
• With subsequent zone passes, back-mixing becomes increasingly
significant.
• The number of zone passes required to approach the ultimate distribution is
about twice the number of zone masses in the rod for small effective
distribution coefficients. Thus, longer zones permit the attainment of the
ultimate distribution sooner. On the other hand, the attainable separation
increases as the zone size becomes smaller (permitting less back-mixing).
• The equations in the previous slide is based on the assumption that there is
no varying distribution coefficient k, eutectic-forming phase behavior,
varying mass mz of zone, and solid-state diffusion.
• Now for nonideal separations a steady-state fictitious stagnant-film
treatment may be employed to arrive at an effective distribution
coefficient,
where k is the equilibrium distribution coefficient,
δ is the film thickness,
V the linear freezing rate,
ρs the density of the solid,
D the binary diffusion coefficient in the melt, and
ρl the density of the liquid.
The film thickness δ is related to the mass-transfer coefficient kc and the
Sherwood number Sh by
ZONE MELTING
• As the zone-travel rate is increased, a
breakdown of the freezing interface from
smooth to dendritic is eventually observed.
Dendrites are treelike structures that trap
melt and dramatically reduce separation.
The onset of interface breakdown is
predicted by the elementary theory of
constitutional supercooling.
• k< 1 causes impurity to accumulate in the
melt at the freezing interface, thereby
lowering the freezing point. Thus, the
actual temperature may be below the
melting point for some distance into the
melt, even though the two are identical at
the freezing interface. This is known as
constitutional supercooling because it is
brought about by a change in constitution
or composition Constitutional supercooling. (a) impurity concentration
profile during solidification; (b) actual temperature T and
equilibrium freezing temperature Te during solidification.
• At the onset of constitutional supercooling, the melting-point gradient exceeds the
temperature gradient. Equating these gradients leads to the criterion for
constitutional supercooling:
• where G is the imposed interfacial-temperature gradient and ∂Te/∂wi is the slope of
the liquidus on the phase diagram
• the tendency toward constitutional supercooling increases as the freezing rate V
increases, the temperate gradient G decreases, the impurity content w increases, the
separation (ws − wi) between liquidus and solidus in the phase diagram increases,
and the stirring decreases (δ increases).
FLOAT ZONE MELTING
• Zone refining with electrical heating coils
did not work for substance like silicon
which melts at high temperature (1415°C).
• Beginning in 1952, Bell Labs chemist
Henry Theurer developed a variation on
this technique called float-zone refining in
which a rod of silicon clamped at both ends
passes vertically through a heating coil.
The small molten segment remains fixed in
place between the solid portions of the rod
due to surface tension. Using steam refining
to remove the most stubborn impurities,
such as boron, he produced silicon with
impurity levels below one part per billion
in early 1955. The process was developed
independently at two other laboratories; by
P. H. Keck and M. J. E. Golay, at the U. S.
Army Signal Corps, Fort Monmouth, NJ
and by R. Emeis working under the
direction of Eberhard Spenke at Siemens in
Pretzfeld, West Germany.
STIRRING
• For maximum purification, the zone should move as slowly as possible, the sample
should be many zone lengths long, the melt should be stirred, and more zone passes
should be made than several times the number.
• Stirring is essential to maximize the rate of purification, and the travel rate V should
be adjusted in such a way that δV/D ≈ 1
• Stirring increases optimal zone travel rate by lowering film thickness and aids
significantly in removal of foreign particles.
• Stirring can be done by rotating the tube along its axis. Vigorous stirring can be
provided when the crucible is spun rapidly, suddenly stopped, spun rapidly, etc
• Induction heating also causes vigorous convection because of the spatially varying
average force field imposed along the melt surface.
• transverse rotating magnetic field or passage of electric current axially with a
transverse magnetic field, oscillators, ultrasonic vibrators etc can also be used for
stirring
CONTAINERS
• Ideal containers for zone melting should not contaminate the melt nor be damaged by the melt.
• Containers for different substances:-
• For organic materials: borosilicate glasses, metals, fluorocarbon, and other polymers.
• For metals and semiconductors: fused silica is ideal.
• sometimes the substance sticks to glass and causes break. This is prevented by coating the
inside of vessel with film of carbon, deposited by passing acetone vapor through glass tube at
700 C. but at high temperature such coating may result in contamination with carbon or
silicon.
• For metals like Al with high free energy oxidation: it reacts with silica glass, so use oxide
container of higher free energy of formation like alumina, zirconia and boron nitride.
• high melting inorganic salts: treated in noble metal containers like platinum, rhodium, and
irridium. Also refractory containers like graphite, molybdenum, tungsten have been used.
• Low melting salts: fused silica.
• Container shape: tube, horizontal boat, horizontal boat with a tilt.
• horizontal boat with tilt reduces back mixing in subsequent passes and is not feasible if
substance is volatile.

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Zone melting

  • 2. INTRODUCTION • Zone melting is a technique for purification by melt crystallization. • developed in the early 1950s at Bell Telephone Laboratories in response to the need for extremely pure germanium by William Pfann. It was an essential step for the development of the transistor and thus for the entire electronics revolution. • Before that time, purification was carried out by normal freezing, also called progressive freezing.
  • 3. INTRODUCTION • Zone melting also known as Zone refining can be applied to the purification of almost every type of substance that can be melted and solidified, eg, elements, organic compounds, and inorganic compounds. Because the solid–liquid phase equilibria are not favorable for all impurities, zone refining often is combined with other techniques to achieve ultrahigh purity. • The high cost of zone refining has thus far limited its application to laboratory reagents and valuable chemicals such as electronic materials. The cost arises primarily from the low processing rates, handling, and high energy consumption owing to the large temperature gradients needed.
  • 4. ZONE MELTING • Zone of mass mz moves a short distance in such a manner that the mass dm of solid is frozen out and an identical mass melts into the zone. For the first zone pass, it is assumed that the rod is initially at uniform composition wo to obtain the following: • For constant k = ws/wl , this may be integrated to yield: • m/mz is approximately the number of zone lengths down the rod.
  • 5. ZONE MELTING • With subsequent zone passes, back-mixing becomes increasingly significant. • The number of zone passes required to approach the ultimate distribution is about twice the number of zone masses in the rod for small effective distribution coefficients. Thus, longer zones permit the attainment of the ultimate distribution sooner. On the other hand, the attainable separation increases as the zone size becomes smaller (permitting less back-mixing). • The equations in the previous slide is based on the assumption that there is no varying distribution coefficient k, eutectic-forming phase behavior, varying mass mz of zone, and solid-state diffusion. • Now for nonideal separations a steady-state fictitious stagnant-film treatment may be employed to arrive at an effective distribution coefficient,
  • 6. where k is the equilibrium distribution coefficient, δ is the film thickness, V the linear freezing rate, ρs the density of the solid, D the binary diffusion coefficient in the melt, and ρl the density of the liquid. The film thickness δ is related to the mass-transfer coefficient kc and the Sherwood number Sh by
  • 7. ZONE MELTING • As the zone-travel rate is increased, a breakdown of the freezing interface from smooth to dendritic is eventually observed. Dendrites are treelike structures that trap melt and dramatically reduce separation. The onset of interface breakdown is predicted by the elementary theory of constitutional supercooling. • k< 1 causes impurity to accumulate in the melt at the freezing interface, thereby lowering the freezing point. Thus, the actual temperature may be below the melting point for some distance into the melt, even though the two are identical at the freezing interface. This is known as constitutional supercooling because it is brought about by a change in constitution or composition Constitutional supercooling. (a) impurity concentration profile during solidification; (b) actual temperature T and equilibrium freezing temperature Te during solidification.
  • 8. • At the onset of constitutional supercooling, the melting-point gradient exceeds the temperature gradient. Equating these gradients leads to the criterion for constitutional supercooling: • where G is the imposed interfacial-temperature gradient and ∂Te/∂wi is the slope of the liquidus on the phase diagram • the tendency toward constitutional supercooling increases as the freezing rate V increases, the temperate gradient G decreases, the impurity content w increases, the separation (ws − wi) between liquidus and solidus in the phase diagram increases, and the stirring decreases (δ increases).
  • 9. FLOAT ZONE MELTING • Zone refining with electrical heating coils did not work for substance like silicon which melts at high temperature (1415°C). • Beginning in 1952, Bell Labs chemist Henry Theurer developed a variation on this technique called float-zone refining in which a rod of silicon clamped at both ends passes vertically through a heating coil. The small molten segment remains fixed in place between the solid portions of the rod due to surface tension. Using steam refining to remove the most stubborn impurities, such as boron, he produced silicon with impurity levels below one part per billion in early 1955. The process was developed independently at two other laboratories; by P. H. Keck and M. J. E. Golay, at the U. S. Army Signal Corps, Fort Monmouth, NJ and by R. Emeis working under the direction of Eberhard Spenke at Siemens in Pretzfeld, West Germany.
  • 10. STIRRING • For maximum purification, the zone should move as slowly as possible, the sample should be many zone lengths long, the melt should be stirred, and more zone passes should be made than several times the number. • Stirring is essential to maximize the rate of purification, and the travel rate V should be adjusted in such a way that δV/D ≈ 1 • Stirring increases optimal zone travel rate by lowering film thickness and aids significantly in removal of foreign particles. • Stirring can be done by rotating the tube along its axis. Vigorous stirring can be provided when the crucible is spun rapidly, suddenly stopped, spun rapidly, etc • Induction heating also causes vigorous convection because of the spatially varying average force field imposed along the melt surface. • transverse rotating magnetic field or passage of electric current axially with a transverse magnetic field, oscillators, ultrasonic vibrators etc can also be used for stirring
  • 11. CONTAINERS • Ideal containers for zone melting should not contaminate the melt nor be damaged by the melt. • Containers for different substances:- • For organic materials: borosilicate glasses, metals, fluorocarbon, and other polymers. • For metals and semiconductors: fused silica is ideal. • sometimes the substance sticks to glass and causes break. This is prevented by coating the inside of vessel with film of carbon, deposited by passing acetone vapor through glass tube at 700 C. but at high temperature such coating may result in contamination with carbon or silicon. • For metals like Al with high free energy oxidation: it reacts with silica glass, so use oxide container of higher free energy of formation like alumina, zirconia and boron nitride. • high melting inorganic salts: treated in noble metal containers like platinum, rhodium, and irridium. Also refractory containers like graphite, molybdenum, tungsten have been used. • Low melting salts: fused silica. • Container shape: tube, horizontal boat, horizontal boat with a tilt. • horizontal boat with tilt reduces back mixing in subsequent passes and is not feasible if substance is volatile.