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The preparation and study of the optical absorption edge of thin films of gallium arsenide

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HAL Id: jpa-00205740

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Submitted on 1 Jan 1964

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The preparation and study of the optical absorption edge of thin films of gallium arsenide

R.P. Howson

To cite this version:

R.P. Howson. The preparation and study of the optical absorption edge of thin films of gallium arsenide. Journal de Physique, 1964, 25 (1-2), pp.212-217. �10.1051/jphys:01964002501-2021200�.

�jpa-00205740�

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THE PREPARATION AND STUDY OF THE OPTICAL ABSORPTION EDGE OF THIN FILMS OF GALLIUM ARSENIDE

Par R. P. HOWSON,

The Plessey Co. (U. K.) Limited.

Résumé.

-

On a préparé des films d’arséniure de gallium par évaporation sur des supports amorphes. On décrit une méthode simple et efficace pour évaporer l’arséniure de gallium, méthode qui pourrait être applicable à d’autres composes III-V. On a trouvé que la décroissance de l’absorp-

tion au voisinage de la bande était moins rapide pour les couches minces que celle à laquelle on pourrait s’attendre à partir des données concernant un seul cristal, l’absorption s’étendant dans

l’infrarouge ; elle dépend de la température du support.

Abstract.

-

Films of gallium arsenide have been prepared by evaporation on to amorphous

substrates. A simple and effective method of evaporating gallium arsenide, which would also be

applicable to other III-V compounds, is described. The optical absorption edge has proved to

be less steep in the films than expected from single crystal data, the absorption extending into

the infrared, and is a function of substrate temperature.

Introduction.

-

III-V semiconductor com-

pounds have many interesting and useful pro-

perties but in many cases they are difficult to pre- pare in single or polycrystalline form. The main difficulty is the high vapour pressure of the volatile

component over the molten compound which

makes high pressure apparatus necessary if stoi-

chiometry is to be maintained when material is grown from a melt. These difficulties become

greater if advantage is to be taken of the properties

of mixed crystals which offer, with various mix- tures of III-V compounds, a continuous variation of energy gap from GaP to InSb with the approxi-

mate range of 2 to 0.15 eV, optical absorption edges

of from 0.6 to 8 microns. Evaporation offers a

means of producing a large range of compounds and

mixed compounds without undue complication

where the advantages of films are required, i.e.

large areas of thin material and the disadvantages

of uncertain structure can be tolerated.

The optical properties exhibited by metal films

especially in the infra red have been known for a

long time to be different from those of the material in bulk ; this is associated with the difference in carrier transport processes. Semiconductors whose electrical properties are dominated by either

structural or impurity imperfections would be expected to show very marked differences when

evaporated. These properties may be expected to

indicate the progress in technique for producing

semiconductor films with good carrier transport properties. The optical absorption edge and addi-

tional optical absorption would indicate deviations from perfection in the lattice and the progress made in producing structurally good films.

Films of the element semiconductors Ge and Si

have been produced by evaporation and poly- crystalline growth reported for films grown on

amorphous substrates at elevated temperatures,

the micro-crystal size and orientation increasing

with substrate temperature [1, 2]. III-V com- pound semiconductors have been evaporated from

element [3] and compound [4] sources with some difficulty and complication and optical properties

of films of InSb [5] and GaAs [6] grown in this fas- hion have been measured. Electrical measurements have shown that properties close to those given by single crystal material can be achieved with such films [3]. GaAs films have also been produced by sputtering [7].

Preparation.

-

The " three temperature " me-

thod of Günther has been used and modified to give greater control. The " three temperature " me- thod, as applied to producing films of III-V com-

pounds, can be summarised briefly as the conti-

nuous evaporation of each element separately and

their reaction on the substrate surface. The

precise control that would soem to be indicated is lessened by the fact that one of the constituent elements is more volatile and at the substrate

temperature used is not condensed in element form upon the substrate and hence an excess of this vapour can be allowed to impinge upon the sub- strate. Molecules of this more volatile element

are incident upon the substrate and are mobile on

it for a certain time, depending upon the substrate material and its temperature, before re-evaporating.

If during this time they combine with a mole- cule of the non-volatile constituent to form the

compound they remain on the substrate, as the compound is stable at that temperature. Stoi-

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphys:01964002501-2021200

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213

chiometric material may be expected under a

range of conditions because of the re-evaporation

of the excess volatile component.

The mass of material arriving at unit area in

unit time is given by :

where p is the partial pressure of the material of molecular weight M at a temperature T and of

area A. No is Avogadro’s number and R is the

gas constant. r is the distance of the substrate from the source inclined at an angle 0. This is a

maximum rate of evaporation, the actual material condensed depends upon the condensation coeffi-

cient, a function of many variables. This equa- tion provides a way of estimating source tempera-

tures required for a given evaporation rate using partial pressure curves given by Honig (1962) [9].

Gallium was evaporated from a graphite boat

at 1200 oC and arsenic through quartz wool in a

fused silica crucible held at a temperature between

320 OC and 350 oC. These sources were close

together to give good mixture to the vapour streams. The gallium source temperature was

held constant and for any given substrate tempe-

rature the temperature of the arsenic source was

adjusted to give satisfactory films. Smooth hard coherent films were obtained which with X-ray powder diffraction proved to be gallium arsenide.

Films were successfully prepared on substrates

up to 700 OC. At higher temperatures and thick-

nesses an uneven loose surface to the film became

apparent. Indium phosphide films were also prepared using an indium source at 850 °C and red

phosphorus at 330 0C. An excessive amount of

phosphorus vapour had to be produced in this case

due to the exceptionally low condensation coeffi- cient for this material and hence molecules would be only a short time mobile on the substrate [10].

Successful films were only obtained on substrates

at ambient temperature.

The three temperature method described al-

though leading to the production of gallium arse-

nide films required careful control, the evaporation

rate of the element sources being very sensitive to

temperature, and was cumbersome to operate.

Study of the principles involved has led to a

much simpler and more controllable system. The

vapour pressure of arsenic over gallium arsenide

as As4 is much closer to that of gallium over gallium than that of arsenic vapour over the ele- ment. The vapour pressures as a function of

temperature are given in figure 1. It is possible

to envisage operating both sources at the same temperature but of different effective areas and in this case one source of a mixture of the source

materials may be used. It can be seen from fi- gure 1 that the ratio of vapour pressures is subs-

FIG. 1. - Vapour pressure of arsenic over gallium arsenide

and gallium over gallium.

tantially independent of temperature over the

range that is likely to be used.’ The proportion of

the mixture will then determine the correct ratio of element molecules in the vapour and the tempe-

rature will determine the rate of evaporation, giving a system as controllable as a single element evaporation. The mixture to give satisfactory

films was found to be about 15 % gallium arsenide by weight in gallium but was not critical and could,

with practice, be judged by eye. The volume of

.source material was such as to maintain the mixture approximately constant during the evapo- ration despite unequal losses. The mixture was

contained in an alumina crucible at 1 000 °C.

Another method of preparation of films of gal-

lium arsenide used was by direct evaporation of

the compound. On examination of vapour pres-

sure curves available it would appear that disso- ciation of the compound takes place liberating predominantly arsenic vapour, leaving residual gallium. Experimental evidence however was

obtained in an open and in a closed system that compound material transfer could occur at tempe-

ratures as low as 300°C. This may be due to a reversible reaction of gallium or gallium arsenide

with the residual oxygen in the system to give the gallium sub-oxide, which is volatile, or by non-

dissociation of the vapour. Films were formed from compound source at a comparatively low temperature in open or semi-closed system but evaporation rates were found to be low, of the

order of 3 A per second, and arsenic was lost at too

great a rate, giving large usage of gallium arsenide

source material. The rate of transfer of material

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was found to be independent of oxygen pressure from about 10-5 torr to 1 torr, except that non-

volatile Ga2o3 formed on the source at the highest

pressure obscuring it.

Conditions could presumably be balanced such that with temperature control and evaporation

rates satisfactory films could be formed with

optimum usage of source material but this would lead to cumbersome conditions. This method

seems essentially that of the " three temperature

method ", arsenic rich films being prevented by re-evaporation from the hot substrate. This will of course provide a method of forming films in

closed systems.

Measurement techniques.

-

The measurements

made on the films have been of the transmission in the region of the optical absorption edge at

0.9 microns. The transmission of the film on the substrate was measured with a single pass grating

monochromator with a grating of 7 500 lines per inch using either a S1 photomultiplier or Golay

cell as a detector. A resolution of between 4 and 8 millimicrons was achieved.

On favourable films exhibiting ideal inter-

ference fringes it was possible to obtain tabulated data of thickness, refractive index and absorption

coefficient. The expression for the transmission of a film giving interference attached to a large

substrate can be written :

where R4 is the total energy reflection coefficient at the substrate film interface and is

r and t are the amplitude coefficients and the

subscripts refer to the surfaces met in the order of

transversing the system in the direction of film to substrate. R3 is the energy reflection coefficient at the substrate air interface. no, nl and n2 are

the refraction indices of air, gallium arsenide and substrate material respectively. 8 and p represent

the real and imaginary parts of the phase change

in the beam passing through the gallium arsenide

film.

and

where k is the extinction coefficient and x the

absorption coefficient.

Minimum transmission occurs when and

and maximum transmission when cos 28 = + 1,

i.e. mx

=

2n, d

and

It will be ssen that the maximum transmission

’is substantially independent of the refractive index of the gallium arsenide film and the minimum is

a function of the square of it.

The refractive index of a film of gallium arsenide showing theoretical interference fringes can be

estimated by the transmission of the system at

minimum in a region where there is no absorption.

Theoretical interference fringes can be verified by

the peak transmission which is a function of the refractive index of the substrate only. Assuming

a linear variation of refractive index with wave-

length the order of fringe observed and the refrac- tive index at other fringe positions can be found

and hence also the film thickness. Where the film is absorbing to a reasonable extent the

absorption coefficient can then easily be obtained at positions mid way between maximum and mi- nimum fringes.

Results.

-

The transmission of GaAs and InP films grown on to glass substrates at ambient

temperature are shown for the region of the optical absorption edge in figures 2 and 3. These and

FIG. 2.

-

Transmission of a GaAs film grown on glass

at ambient temperature.

similar films could be analysed and the results for

absorption coefficient and refractive index are

presented in figures 4, 5, 6. Comparison of these

results with single crystal data which was avai- lable [11, 12], indicated that the absorption edge

extended to longer wavelengths in the film and was considerably less steep. Investigation ot the

films by X-ray powder diffraction revealed almost

amorphous structure. Examination of films of

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215

FIG. 3.

-

Transmission of a InP film grown on glass

at ambient temperature.

FIG. 4.

-

Refractive index versus wavelength

for GaAs films.

FIG. 5.

-

Refractive index versus wavelength

for InP films.

gallium arsenide grown on glass and quartz sub-

strates at higher temperatures gave steeper absorp-

tion edges but there was still considerable excess

FIG. 6.- Absorption coefficient versus wavelength

for GaAs and InP films.

absorption at higher wavelengths than shown by single crystals. This is illustrated in figure 7.

Absorption is however strong at lower wave- lengths as shown in figure 8. An examination of

FIG. 7.

-

Comparison of film and single crystal GaAs.

the properties of the films as a function of film thickness and of substrate temperature was under-

taken and the results are displayed in figures 9

and 10. The properties of films were found to be independent of evaporation rates between 30 and

2Å/s and vacuum pressure from 10-5 torr upwards.

It can be seen that the steepness of the absorption., edge improves with increased substrate tempera-

ture but the maximum transmission falls after a

substrate temperature of 550 °C. The films were

all of approximately the same thickness which was

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FIG. 8.

-

Logarithmic transmission of GaAs film.

FIG. 9.

-

Percentage transmission versus wavelength

for GaAs films deposited at various temperatures.

one micron. Investigation of the properties of

the system with film thickness for films grown on

glass substrates at 500°C indicated the peak

transmission fell rapidly above a thickness of about 2 microns, this was associated with the appearance of a cloudy surface on the film. In-

fluence of substrate temperature varies the film thickness at which this cloudy surface appears.

X-ray powder diffraction measurements indicated

FIG. 10.

-

Percentage transmission versus wavelength for

GaAs films of varying thickness grown at a substrate

temperature of 500 OC.

micro-crystal sizes of 100 to 1000 A for films grown above 300 °C. The cloudy surface would seem to be due to scattering by larger crystallites growing

out of the films.

Conclusions.

-

Films of gallium arsenide have been grown using evaporation trom a single source

to give reproducible easily produced films. These films are very adherent to glass substrates and hard and difficult to scratch. They have exhibited

optical absorption edges less steep than expected

from single crystal data and extending to longer wavelengths. Films grown at ambient substrate

temperatures are almost amorphous and difference in optical properties can be attributed to this, but

films grown at higher temperatures have sufficient

crystal size to make this structure unlikely to

affect the optical absorption edge. The differences between films grown at higher substrate tempe-

ratures and single crystal material is thought at

the moment to be due to strain. There is some

evidence that strain affects the optical absorption

of thin single crystals [12]. It is known that

impurity effects would push the absorption edge

towards low wavelengths [13], the reverse of what

is observed. Investigations of the effect of strain

are now in progress.

I would like to acknowledge the help of J. Brit- ten, W. Morton and A. Porteous in the preparation

and measurement of evaporated films and to the

Ministry of Aviation who supported this work.

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217

Discussion

M. PAPARODITIS.

-

Pouvez vous donner plus

de details sur les conditions d’évaporation de

l’arsenic ?

Riponse : Arsenic was evaporated through quartz wool, the temperature of the element being higher than that of the wool to ensure good trans- port. The temperature of the quartz wool was

measured.

M. PERNY. -1) N’y a-t-il pas des niveaux dis-

crets localises au voisinage de la bande d’absorp-

tion fondamentale et qui pourraient etre dus a des

excitons? .

2) comment avez-vous trace les courbes de

dispersion ? Comment a ete determine l’ordre d’in- terférence dans la relation 2ni e

=

mi Ài.

Reponse : No evidence of absorption due to

localised states was observed but this could be confused with imperfect interference fringes.

Optical constants were obtained for films pre-

pared on substrates at ambient temperatures by measuring the transmittance at a minimum where the value was a function of approximately the

square of the film refractive index. Good inter- ference could be verified by the peak transmittance.

Quantitative measurements were used for absorp-

tion coefficient. Interference order gave the varia- tion of refractive index.

En réponse à une question posee : Published

evidence indicates that the optical absorption edge is pushed to lower wavelengths when the impurity concentration is increased in GaAs.

This is the reverse of what is observed.

REFERENCES [1] COLLINS (F. M.), Trans. Eight National Vacuum Sym-

posium, Pergamon, 1961, 2, 899.

[2] DAVEY (J. E.), J. Applied Physics, 1961, 32, 877.

[3] GÜNTHER (K. G.), Compound Semiconductors Part 1, Edited by R. K. Willardson and H. L. Goering (Reinhold Pub. Corp.), 1962, pp. 313-325.

[4] PAPARODITIS (C.), As above, pp. 326-336.

[5] POTTER (R. F.) and KRETSCHMAR (G. C.), J. O. S. A., 1961, 51, 693.

[6] MARTINUZZI (S.), C. R. Acad. Sc., 1961, 253, 1157 and 1962, 255, 110.

[7] MOULTON (C.), Nature, 1962, 195, 793.

[8] GÜNTHER (K. G.), Naturwiss., 1958, 45, 415.

[9] HÖNIG (R. E.), R. C. A., Review, 196-2, 23, 567.

[10] MELVILLE (H. N.) and GRAY (S. C.), Trans. Faraday Soc., 1936, 32, 271 and 1026.

[11] NEWMAN (R.), Phys. Rev., 1958, 111, 1518.

[12] STURGE (M. D.), Phys. Rev., 1962, 127, 768.

[13] KUDMAN (I.) and SEIDEL (T.), J. Appl. Physics, 1962,

33, 771.

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