2
14
P. ARUN and A.G. VEDESHWAR
Vol. 34, No. 2
where
5
.784
1
⌬
ϭ
ϩ
(4)
2
2
ro
d
However, it is more accurate for films of low thermal conductivity. Eq. 3 shows temperature
rise T is directly proportional to p and A, while it is inversely proportional to .
The crystalline grains develop at T , which is film thickness dependent, as shown in Figure
c
5
6
. From this figure, T ϭ 60°C for a film of 6700 Å thickness and, hence, we assume T ϭ
0°C at the edge of the spot in Figures 9a and b. Therefore, no crystalline grains are seen
c
beyond the edge. A Gaussian profile of temperature rise gives a temperature at the center
T(0,z,t) ϭ 70°C. A temperature rise directly proportional to P would mean a temperature of
1
40 and 210°C at the center of spots irradiated at 220 mW (Fig. 9c) and 330 mW (Fig. 9d),
respectively. However, the temperature would be quite lower than that estimated above due
to a large . Temperature rise will increase with laser power and therefore the temperature
outside the spot will also increase, due to large , because of which crystalline grains develop
up to the region where T ϭ 60°C, as can be seen in Figures 9d and 9e. Large thermal
conductivity leads to melt-quenching when the laser is switched off [16] and might have led
to a crystalline-to-microcrystalline transition within an area of 150 m radius. Figure 9e shows
the enlarged boundary of this region and the grains present outside the boundary. These
grains have a morphology similar to that of those at the center of the spot irradiated with p ϭ
2
20 mW (Fig. 9c).
We varied the irradiation time for various laser output powers. For powers below p ϭ 280
mW, there was no irradiation time dependence and the results were similar to those shown
in Figure 9. Well-developed grains similar to those shown in Figure 7c or d were seen in films
irradiated for 15 s at laser power ranging from 280 to 415 mW, as shown in Figure 10a. When
we increased the irradiation time to greater than 15 s, the crystalline phase was transformed
to microcrystalline phase irrespective of laser power in the range 280–415 mW. This
indicates the possible photo-induced transformation of a certain photosensitive phase devel-
oped during the initial stages of irradiation (t Յ15 s). The similarity between the grain
structure shown in Figures 7c, 7d, and 10a leads us to believe that the phase developed
initially and transformed to that shown in Figures 6b and 9b–d is Sb Te . The observed
6
0
40
transformation of the as-grown microcrystalline phase to a crystalline phase of bigger grains
and back to microcrystalline phase suggests the possibility of reversibility. However, a film
of Sb Te composition has to be examined to resolve such a possibility and prove it to be
6
0
40
a useful erasable storage medium. Such new phases (i.e., Sb Se1Ϫx) suitable for reversible
x
storage have been reported for the Sb–Se system [17]. However, Sb Se has been found [18]
2
to be the most suitable composition, because of its short crystallization time [18].
The essential requirements of reversible phase change optical storage is that over a large
temperature range there is no chemical compositional change, as represented by a plateau
region in a graph such as that shown in Figure 2. The phase transition, which should bring
about an appreciable optical contrast, should lie on this plateau. Of the investigated and
reported Sb–C systems (C ϭ S, Se, and Te), only Se and Te fulfill these requirements.
However, the Sb–Te system allows for more control, since the transition temperature is
thickness dependent. In actual practice, for optical storage, a laser diameter of a few
micrometers and a time of irradiation of a few nanoseconds pulse are used. Although in our
experiment, we maintained a laser diameter and irradiation time far greater than those used