Introduction

advertisement
THERMAL PROPERTIES OF Cu-Ga-In-Sn DIFFUSIVEHARDENING ALLOYS
V. Bykov, T. Kulikova, A. Shubin, K. Shunyaev
Institute of Metallurgy, Ural Branch of RAS, Ekaterinburg
Abstract
Diffusion-hardening solders (DHS) based on gallium not contain
lead. These alloys have specific rheological properties. The main kind of
DHS synthesis is a mechanical mixing of the starting components such
as metal powders (fillers) and liquid gallium alloys. The obtained metal
pastes are undergoing irreversible phase transformations as a result is
formed a hard alloy (composite) with a special structure. In this work,
microstructure and thermal properties of diffusion-hardening solders CuGa-In-Sn by scanning electron microscopy, X-ray microanalysis, laser
flash method and dilatometry were investigated.
Introduction
Rare earth alloys and trace elements with special properties are of
particular interest of researchers for many years [1]. Previously [2-4], we
have studied a series of mechanical, thermal and rheological
characteristics of gallium pastes and cured samples.
These alloys demonstrate unique properties (e.g., solidification at
room temperature) which makes them extremely promising for use as
solders, dental filling materials and etc.
The purpose of this work is to investigate the microstructure and
thermal properties of copper-gallium-indium-tin alloys prepared by
mechanochemical mixing solid (copper and its alloys) and liquid (melt
Ga-In) components followed by curing.
The structure of such materials based on gallium was studied in
[5, 6] by scanning electron microscopy (SEM), electron probe
microanalysis (EPMA) and X-ray diffraction. Thermal effects taking
place before and after solidification of metal pastes by the differential
scanning calorimetry (DSC) were studied, in particular, the authors of
work [7].
For copper-tin alloys, the main process which leads to curing of
composite pastes is due the reaction of the following type:
Cu-Sn + Ga → CuGa2 + Sn
(1)
62
Complicated phase composition of received material is related to
the presence of tin or indium in liquid gallium. Factors as the ratio of a
solid-liquid paste, the geometric shape, size of the particles of the filler
alloy and the soaking temperature have a great influence on the diffusion
rate of solidification.
If the average diameter of the copper-tin spherical particles (one
of the most common fillers) is approximately 40 microns, the semi-solid
alloy Cu-Ga-In-Sn is solidified at room temperature for several minutes.
The further phase transformations becomes relatively slow and can be
take place during 24 hours or more at normal temperature. The obtained
alloy will have a stable mechanical strength and thermal properties after
2-3 days of excerpt at 25 oC. Exposure time at 37 oC speeds up of
solidification and sample reaches constant physicochemical
characteristics after 1 day aging.
The alloy obtained by a «cold» hardening Cu-Ga-In-Sn paste is a
metastable and includes more than two phases. Nevertheless, the
technological properties of these alloys is relatively high, they can be
used, in particular, to create an enough strong and vacuum-tight
connection of metallic and nonmetallic materials.
Thermal properties of the solidified alloys are largely due to their
relatively difficult structure. Usually, the samples consist of the
remainder of the precursor particles of filler alloy (e.g., copper, and tin),
the crystalline phase (such as CuGa2) and low melting phase (for
example, a solid solution gallium in tin or indium). Interaction of the
components in non-equilibrium system with difficult composition is
restarted at heating to temperatures about 100 oC and above.
Experimental
The samples have a gross composition (% by weight.): Cu-63.7,
Ga-25.9; In-7.1; Sn-rest 3.3). The ratio of components in this case is due
to the optimal rheological properties of obtained pastes.
The composite was synthesized using the powder (spherical
particles Cu-5 % wt. Sn alloy) (fraction – 40 microns). Furthermore, the
starting mixture had included of gallium-indium eutectic alloy (21.4 %
wt. In, Ga - rest).
The paste was prepared by intense mechanical mixing of these
components. The mechanical activation leads to intensification of
interaction between the components. The material was then placed in a
63
special form. The cured samples are cylinders with a diameter of 10 mm
and a height of 3-4 mm. The unpolished surface of the sample is shown
in Fig. 1a. The treated surface of microsection is demonstrated in Fig.
1b.
As can be seen in Fig. 1, composites have a rather complex
structure comprising various phases.
a
b
Fig. 1 a – SEM micrograph of the cured sample;
b – SEM micrograph of the polished surface of sample.
Detector back-scattered electrons.
64
The microstructure of gallium solidified paste usually is
composed of residual particles of the filler-powder (clearly visible in
Fig. 1) and the phases are formed by diffusion of eutectic Ga-In in
particles of the solid alloy. In work [2] was shown that the compressive
strength of such metal composite can exceed 400 MPa.
According to the EPMA, the cured samples are consisting from
the residual particles of the starting powder (darkest areas of phase
contrast in Fig. 1) containing up to 2 wt %. gallium, Cu-Ga alloy (gray
areas) and phases containing indium (white local area of microsection in
Fig. 1b).
The alloy of copper and gallium, apparently, is the two phase
region consisting of the intermetallics CuGa2 and Cu0.875Ga0.115.
According to the stoichiometric calculations, such two phase regions are
contained in mole fractions approximately 0.75 of CuGa2 and 0.25 of
Cu0.875Ga0.115. Areas rich in indium have an average composition close to
the Cu - 30; gallium - 50, Indium-15, tin - the rest (at.%).
The structural phase formation of the cured samples Cu-Ga-In-Sn
was studied by SEM (electron microscope Carl Zeiss EVO 40), EPMA
(prefix Oxford Instruments INCA X-Act). Thermal expansion was
investigated on the NETZSCH DIL 402C dilatometer using highsensitive detector (linear variable displacement transformer - LVDT).
The experiment was carried out in the high-purity helium atmosphere.
The heating speed was constant and equal to 2 K/min. The thermal
conductivity was calculated from thermal diffusivity and specific heat
which are measured using LFA (Laser Flash Analysis) technique with
instrument Netzsch LFA 457 over a temperature range from room
temperature to 100 °C using (1):
(T) = a(T)・d(T)・Cp (T)
(1)
where  - thermal conductivity; a - thermal diffusivity; Cp - specific
heat; d - density of the sample; T – temperature
Results and discussion
Applied for soldering metals and alloys should possess a number
of specific properties, without which is impossible to obtain a reliable
connection. One of the main characteristics of the solder defining as a
65
destination and the method of its application is the coefficient of thermal
expansion.
Firstly, the coefficient of thermal expansion of the solder must not
significantly differ from the coefficient of expansion of the metal base.
If all the components inside the devices have a same coefficient of linear
thermal expansion (CLTE) and heat transfer is instantaneous, they will
expand and contract at the same rate and thermal EMF will not arise.
Otherwise, there is an uneven distribution of heat in the soldered seam,
which leads to an increase of the thermal resistance and the decrease of
the strength of soldered connections. Most of the solder alloys have
CLTE in the low 20∙10-6·K-1 range with the exception of Bi-42Sn, which
has a CLTE of 15∙10-6·K-1. Cu (used as lead frames) and FR-4 (the most
common printed circuit board material) have CLTE 16-18·10-6·K-1 and
11.0-15.0·10-6·K-1. Therefore, if CLTE of soldiers and components of
printed circuit boards are essentially different, such as solder materials
used does not seem possible.
The study of the thermal expansion of three fully hardened
samples Cu-Ga-In-Sn in the temperature range from 25 to 100oC was
performed. The samples have a cylindrical shape with plane parallel end
faces. The results obtained values of thermal expansion are shown in
Fig. 2. The differential thermal expansion coefficient was calculated by
the equation (2):

1 L
L0 T
(2)
where  - thermal expansion; Lo - initial length of the sample; T –
temperature; L - length of the sample.
The calculation results of linear expansion coefficient α(T) in the
temperature range from 35 to 100 oC are shown in Fig. 3.
66
Fig. 2. Thermal expansion over temperature of three Cu-Ga-In-Sn samples
Fig. 3. CLTE over temperature of three Cu-Ga-In-Sn samples
The curves α(T) are the result of polynomial interpolation of the
discrete data set received from equation 2. On the curve L/Lo(T) when
heated is observed mainly monotonic change of length samples,
indicating the absence of phase transitions in the investigated
67
temperature range. At the same time, it should be noted that for alloys
are observed decrease values of CLTE since 90 oC.
The average CTLE taken from three measurements of each
sample is calculated in the temperature range from 25 to 100 oC and
equaled to 19.8·10-6/K.
The coefficient of thermal conductivity for the two alloys T67
calculated by the equation 1, taking into account obtained data by
thermal diffusivity (Fig. 4), heat capacity (Fig. 5) and thermal expansion
is shown in Fig. 7.
As can be seen in Fig. 6, the calculated values of thermal
conductivity in the range from 25 to 100°C decrease linearly with
increasing temperature.
The one of the criteria for the technological capability of
application solder is comparison of the experimental values of the
thermal conductivity Cu-Ga-In-Sn alloys with a thermal conductivity of
pure tin and its alloys. The thermal conductivity of Cu-Ga-In-Sn alloys
is different by 8-10 percent from the thermal conductivity of pure tin,
which is an excellent indicator for the this class of solders.
Fig. 4. Thermal diffusivity over temperature of three Cu-Ga-In-Sn samples
68
Fig. 5. Heat capacity over temperature of three Cu-Ga-In-Sn samples
Fig. 6. Thermal diffusivity over temperature of three Cu-Ga-In-Sn samples
Conclusion
In this present work, Cu63.7-Ga25.9-In7.1-Sn3.3 have been
prepared using mechanochemical mixing solid (copper and its alloys)
and liquid (melt Ga-In) components at a temperature of 25 °C.
Microstructure and thermal properties of diffusion-hardening solders
69
Cu-Ga-In-Sn by scanning electron microscopy, X-ray microanalysis,
laser flash method and dilatometry were investigated. The thermal
conductivity of Cu-Ga-In-Sn alloys is different by 8-10 percent from the
thermal conductivity of pure tin.
Acknowledgment
Authors are grateful for support to the Presidium of RAS
(research program 12-Р-3-1032)
References
1. A .I. Ancharov, T. F. Grigorieva, A .P. Barinova, N. Z. Lyakhov,
“Investigation of the interaction of liquid metals with
nanocomposites by means of diffraction of the synchrotron
radiation,” Nuclear Instruments and Methods in Physics Research
Section A: Accelerators, Spectrometers, Detectors and Associated
Equipment, vol. 575, no 1–2, pp. 130-133, 2007.
2. А. В. Shubin, K. Yu. Shunyaev, L. F. Yamshchikov, “The diffusion of
gallium into copper-tin alloy particles,” Defect and Diffusion
Forum, vol. 283-286, pp. 238-242, 2009.
3. А. В. Shubin, K. Yu. Shunyaev, V. A. Bykov, S. I. Noritsin, “Physical
properties of diffusive-hardening alloys of copper with gallium and
tin,” Defect and Diffusion Forum, vol. 312-315, pp. 301-305, 2011.
4. T. V. Kulikova, V. A. Bykov, K. Yu. Shunyaev, A. B. Shubin,
“Thermal properties of CuGa2 phase in inert atmosphere,” Defect
and Diffusion Forum, vol. 326-328, pp. 227-232, 2012.
5. H. Hero, C .J. Simensen, R. B. Jorgensen, “Structure of dental
gallium alloys,” Biomaterials, vol.17, pp. 1321-1326, 1996.
6. M. R. Pinasco, E. Angelini, E. Cordano, F. Rosalbino, “Structural
characterisation and corrosion resistance of Ga – precious metal
alloys formed by liquid-solid reaction at room temperature,” J.
Alloys and Compounds, vol. 317-318, p.411-418, 2001.
7. R.E. Shaker, W.A. Brantley, Q. Wu, B.M. Culbertson, “Use of DSC
for study of the complex setting reaction and microstructural
stability of a gallium-based dental alloy,” Thermochimica Acta, vol.
367-368, pp. 393-400, 2001.
70
Download