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Submitted on 1 Jan 1987

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Heat treatment effect on p type Zn doped InP substrates

A. Dhouib, B. Maloumbi, C. Martinez, L. Gouskov, D. Bayaa, T. Bretagnon, R. Coquille

To cite this version:

A. Dhouib, B. Maloumbi, C. Martinez, L. Gouskov, D. Bayaa, et al.. Heat treatment effect on p type

Zn doped InP substrates. Revue de Physique Appliquée, Société française de physique / EDP, 1987,

22 (10), pp.1159-1168. �10.1051/rphysap:0198700220100115900�. �jpa-00245664�

(2)

1159

Heat treatment effect

on

p type Zn doped InP substrates

A.

Dhouib,

B.

Maloumbi,

C. Martinez

(*),

L.

Gouskov,

D.

Bayaa (1),

T.

Bretagnon (1)

and R.

Coquillé (2)

Centre

d’Electronique

de Montpellier

(CEM)

associé au CNRS

(USA 391),

Université des Sciences et

Techniques

du Languedoc, place E. Bataillon, 34060

Montpellier

Cedex, France

(1) Groupe

d’Etudes des Semi-conducteurs

(GES)

associé au CNRS, Université des Sciences et

Techniques

du

Languedoc, p1.

E. Bataillon, 34060

Montpellier

Cedex, France

(2)

Centre National d’Etudes des Télécommunications

(CNET),

route de Trégastel, BP 40, 22301 Lannion

Cedex,

France

(Reçu

le 15

septembre

1986, révisé le 2 mars 1987, accepté le 5 juin

1987)

Résumé. 2014 Au cours du processus d’élaboration de

photodiodes

InP n+

/p

pour la conversion d’énergie solaire

par diffusion de soufre à 700 C dans des substrats d’InP

dopés

Zn, les

propriétés électriques

et

photoélectriques

des substrats sont fortement modifiées. Les mêmes effets sont observés après un

simple

recuit

des substrats à la même température. La modification la plus notable est une forte augmentation de la densité de trous

(plus

d’un ordre de

grandeur)

uniforme en

profondeur.

Une

dégradation superficielle

des paramètres

photoélectriques, longueur

de diffusion L et durée de vie 03C4 des porteurs a aussi été observée. Les

pièges profonds

détectés dans les substrats après traitement

thermique

ne sont pas

typiques

de ce traitement.

Abstract. 2014

During

the process of elaboration of n+

/p

InP

photodiodes

for solar energy conversion, we have

observed that the 700 C sulfur diffusion into Zn

doped

InP substrates

strongly

modifies the electrical and

photoelectrical properties

of these substrates. A

simple annealing

at the same temperature produces nearly

equivalent

effects. The most relevant modification is a strong,

depth independent

hole

density

increase

(more

than one order of

magnitude).

A

degradation

of the

photoelectrical

parameters : diffusion

length

L and carrier lifetime 03C4 has also been detected near the surface of the heat treated substrates. The

deep

traps measured from

deep

level transient spectroscopy

(DLTS)

are not

typical

of the heat treatment.

Revue Phys.

Appl.

22

(1987)

1159-1168 OCTOBRE 1987, PAGE

Classification

Physics

Abstracts

8140G - 8140R

1. Introduction.

InP has received

increasing

attention in the past few years because it is an attractive material for

high speed circuits,

infrared

(IR) photodetection

and

solar cells.

Very

efficient devices have

already

been

realized in these

investigation

fields

[1-3]. Among

the various steps involved in device

processing,

heat

treatments are

required

for contact

formation,

im-

purity diffusion, implantation annealing.

The III-V

compounds

are very sensitive to these heat treat- ments which may

strongly modify

not

only

the

surface

properties

but also the characteristics of the bulk

starting

material. An

investigation

of the heat

treatment effects is therefore necessary in order to obtain a better control of the process parameters.

During

the elaboration of n+

/p

InP

photodiodes

for solar energy conversion

by

sulfur diffusion at

700 C into Zn

doped

p type substrates we have observed a strong modification of the

doping

level

into the substrate. This paper describes this effect.

In order to check the influence of sulfur on this

modification,

the substrates have also been submit- ted to

simple

700 C

annealing

processes.

In

InP,

Zn is a

commonly

used p type

dopant

and

some

investigators

have

already

noticed that such substrates were affected

by

heat treatments

[4-5]

giving

rise to

doping

level modification and traps

introduction ;

the models

they

have

proposed

to

explain

these modifications will be

compared

to our

results.

Besides the main effect of hole

density

increase,

we have also measured the

photoelectrical

par-

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/rphysap:0198700220100115900

(3)

ameters

(diffusion length

and carrier

lifetime)

and

the traps into the heat treated substrates.

2.

Experimental.

The

investigated samples

were p type Zn

doped

LEC grown InP

crystals.

The

crystals

50 and 158

come from CNET

(*),

the

crystal

148 was

provided by Crystacom.

2.1 HEAT TREATMENTS. - Heat treatments were

performed

at 700 C in a sealed

quartz ampoule. A phosphorus

overpressure was insured

by,

a red P

charge

or InP

powder.

This

type

of treatment is very similar to thermal

implantation annealing

condition.

As

explained

in the introduction two

types

of heat treated

samples

have been

investigated :

- annealed

samples (only

P

charge

in the am-

poule)

- sulfur diffused

n+ /p samples ;

in this case,

In2S3

was added to the P

charge (In2S3 -

1 mg ; P : 1.5 mg is the 5

cm3 ampoule).

The time of heat treatment : t was varied between 1/2 h and 90 h.

2.2 INVESTIGATION METHODS. - In order to inves-

tigate

the substrate

modifications,

various characteri-

zations have been made :

- Hall effect measurements

(Van

der Pauw

method)

before and after the heat

treatment

with

and without sulfur diffusion.. .

-

Electrical

and

photoelectrical

measurements

on

n+ /p

sulfur diffused

junctions

and on semi-

transparent

Au/InP

Schottky

diodes.

-

Deep

level transient spectroscopy

(DLTS)

measurements.

The annealed

samples

will be identified

by

the

reference number of the substrate followed

by

the

letter T in the case of

simple

heat treatment and S in

the case of sulfur diffusion. The as-grown substrate will be denoted A. The

Schottky

diodes have been made at various

depths

into the heat treated sub- strate,

they

are noted Sch 0

(on

the

surface)

Sch 1

(1 >m deep),

Sch 3

(3 >m deep),

Sch 10

(10 03BCm deep).

3. Results and discussion.

3.1 FREE HOLE DENSITY VARIATION. - The com-

parison

of the hole carrier

density

and

mobility

values before and after treatments is

given

in table I.

Figure

1 presents the variations of the hole

density (p =1/RH q, RH :

Hall

constant)

versus

103/T

measured on

samples

50

A,

50

T,

148

A,

148 T.

Table I. - Electrical characterized

of

various Zn

doped

InP substrates submitted to 700 C heat treatments - p :

(cm-3)-Jlp : (cm2fV.s).

CNET : Centre National d’Etude des Télécommunications, France.

(4)

1161

Fig.

1.

- - 1

as a function of

103 T

for the

samples

50 A, 50 T, 148 A, 148 T. Heat treatment time t = 12 h.

- The most relevant effect observed on heat treated

samples

for any heat treatment time is the

strong

p increase

(greater

than one order of mag-

nitude).

Hole densities deduced from Hall measure- ments on the as-heat-treated substrates and after a

controled

etching

of some tenths of microns of the

same substrates are

identical, showing

that the hole

density

is uniform into the substrate.

The hole

density

increase varies between some

1014

and

1016 cm- 3

for the less

doped crystal ;

3 to

9 x

1016 cm- 3

for the

crystal

50

(original density :

1.1 x

1015 cm- 3) ;

3 x

1016 cm- 3

for the

crystal

158

(original density :

1.8 x

10 17 cm- 3).

- C-V measurements on

Schottky

diodes or S

diffused

junctions

confirm the hole

increase ;

the C-

V densities exhibit some weaker values than

1/RH q ,

J

values, they

are similar on

Schottky

diodes Sch

0,

3

and 10.

- Before heat treatment, Hall effect measure-

ments on various

samples

of the

crystal

148 have

demonstrated a

good homogeneity

of this

strongly compensated crystal.

After heat treatment, hole densities at 300 K vary from

1014 cm- 3

to 1.6 x

1016 cm- 3.

The C-V measurements of

Schottky

diodes made on this resistive substrate have been made at low

frequency (103-104 Hz).

A discussion of these electrical results can be made

taking

into account two

complementary

infor-

mations.

a)

SIMS

profiles

of Zn have been made

by

H.

Gauneau on the substrate 50

[6]

and on the substrate 148.

They

are ffat and identical before and after heat treatment :

Nzn

= 7 x

1016 cm- 3 (crystal 50), Nzn =1016 cm-’ (crystal 148).

b)

The Zn acceptor activation energy has been deduced from

photoluminescence

measurements.

Ea

= 47 meV in

agreement

with the determination of E. Kubota

[7]

and E. W. Williams

[8].

No

deeper

level appears after heat treatment.

- Model

of

Zn out

di f fu,sion.

- A Zn out-

diffusion model has been

proposed by

CCD

Wong [5]

to describe the heat treatment effect on Zn

doped

InP

crystals

on the as grown substrate : Zn atoms are

present

in the lattice as substitional

acceptor Zns

and interstitial

compensating

donor

Zni ; during

heat treatment, the

Zn.,

atoms remain

unchanged

whereas the

Zni

suffer an out-diffusion and evapo-

rate at the surface

leading

to a decrease of compen- sation. CCD

Wong

based his model on the exper- imental observations of a Zn loss into the heat treated substrates

(SIMS measurements)

and on the

existence of a carrier concentration

profile (deduced

from electrical

measurements).

This model

desagrees

with our results because :

1)

The

predicted

decrease of Zn atoms has not

been observed in our SIMS measurements.

2)

The

predicted inhomogeneous ,

hole densities

into the

substrate,

for moderate treatment times at

700 C,

have not been observed in electrical

measurements.

- Model

of

Zn activation. - The

density

of Zn

atoms

being unchanged

after heat treatment, it can be

thought

that the increase of carriers

might

be due

to an electrical activation of Zn : interstitial Zn

(Zni) turning

substitutional Zn

(Zn,,).

In order to check this

hypothesis,

the Hall effect

measurements have been

compared

to the hole

density

deduced from the relation :

(5)

valid in the case of a

compensated

p type semicon- ductor :

Na is

the acceptor

density : Na

=

NZns

if Zn

is the

only

acceptor.

Na

is the donor

density : Nd

=

Nzi

+

Ndr ;

the residual donors

Ndr

into InP

are

generally

sulfur and silicon. SIMS

profiles

meas-

urements have been made on the

crystal

50 before

and after heat treatment, the sulfur

density (5

x

1015

cm-

3)

was

flat, independent

of the heat treat-

ment

(the

sulfur out diffusion described

by

B.V.

Dutt et al.

[9]

was not

apparent),

therefore we have

taken

Ndr

= Cst. = 5 x

1015 cm- 3

for the three

samples. Ny

is the

equivalent

state

density

of the

valence band

(for my*

= 0.85 mo,

N y (300 K) =

1.93 x

1019 CM- 3, Nv (77 K)

= 2.56 x

1018 cm- 3 ) ; g

represents the

degeneracy

factor of a shallow accep- tor

level,

in the valence band structure of InP

With the

preceeding hypothesis, NZni

and

NZns obey

the two relations

Table II presents the values of

NZn, p

and

NZns

and

Nz.,

for the

crystals

50 and 148 before and after heat treatment.

2022 For the

sample

50 T the relations 2 and 3 cannot be valid because

they

lead to

which is

impossible.

2022 For the other

samples

the

calculated p = f (T )

variations

(relation (1)) completely desagree

with

the

experimental results, especially

the saturation of carrier

density

near 300 K

expected

from the shallow

Zn level is not observed. This fact indicates also that the model of electrical activation of Zn is not valid.

- In conclusion neither the Zn out diffusion model nor the Zn activation model can account for

our

experimental

observations. It seems that the

presence of other

deeper

acceptors would be neces- sary to

explain

both results before and after heat treatment. Such levels would not

participate

to

radiative recombinations as indicated

by

luminesc-

ence measurements so an

arbitrary

choice of their

energy level and

density

to account for

the p

=

f (T)

measurements would be unrealistic.

3.2 CARRIER LIFETIME PROFILE. - This parameter has been deduced from the forward I V character- istics of S diffused

n+ /p

mesa

diodes,

in the

polarization

range of

generation-recombination

con-

duction.

Figure

2 presents the room

temperature

forward

1 V characteristics for diffused

junctions

realized on

CNET-50 substrate : diodes

S3

and

S32

are shallow

junctions (xj

1

03BCm) ;

diodes

S31

and

S36

are

deeper

(xj

> 1

03BCm).

The

ideality

coefficient n is constant

n = 2 in the whole bias

voltage

range for shallow diodes whereas it is

equal

to

unity (diffusion

conduc-

tion)

at

high injection

for

deeper

diodes

showing

the

better

quality

of these last ones.

The forward current

density

can then be written :

in which

J0 GR

and

Jo D

are

respectively

the preexpo- nial terms of G-R and diffusion currents. In the

voltage

range in which n =

2, generation-recombi-

nation

(G-R)

was confirmed

by

a temperature

study : figure 3(a)

shows the forward I-V character-

istics of the shallow diode

S32

between 300 and

353 K.

Figure

3b shows the variation Ôf

I0 G-R

vs.

103/ T ;

the deduced activation energy value is about 0.7 eV

(half

energy gap

(Eg ) value).

Therefore the G-R lifetime TG_R can be deduced from these I-V measurements

[10]

and are

reported

on table III and

figure

4. The TG_R values are

strongly dependent

on

junction depth, they

increase with

xj.

The

good quality

of

deep junction

is confirmed

by

the domin-

ant diffusion current observed at

high injection (J >

1

mAlcm2).

On our best diodes this

quality

was

associated to a low dark reverse current :

jo.9 V. _ 10 - 7 AIcm2, VB :

breakdown

voltage equal

Table II. - Substitutional and interstitial Zn densities

Zns, Zni

deduced

from

SIMS and 300 K Hall

effect

measurements in the case

of

a Zn electrical activation model.

(6)

1163

Fig.

2. - Room temperature forward I-V characteristics for mesa sulfur diffused

n+ /p

InP diodes with various

junction depths.

Substrate 50

to 14 V in

agreement

with the

empirical

relation

given by

Sze

[10].

Similar results have been obtained

by comparing

the diodes

S47 (xj

= 0.8

03BCm)

and

S49 (xj

= 2.15

03BCm)

made

by diffusing

S into the substrate 148.

Figure

5

presents

their room temperature forward character-

istics,

the

ideality

coefficients observed on various

mesa diodes

S47

vary from 1.66 to 2 whereas

n = 1 is

only present

on the diode

S49

in the

high voltage

range. The TG.R values in this substrate 148

are very similar to those determined on the substrate 50

(see

Tabl.

III)

for

equivalent junction depth ; they

decrease

by

one order of

magnitude

when the

junction depth

increases from 0.8 to 2.15 F£m. The increase of

JoD in

this substrate with respect to the

Fig.

3. -

a)

Forward I-V characteristics at various tem-

peratures Diode S32.

b)

IOG.R versus

103 / T

for diode 532.

substrate 50 can be related to the

higher doping

level

of this last one.

The forward characteristics of these 700 C sulfur diffused

junctions

can be

compared

to those of A.

Yamamoto

[11]

fabricated at 625 C on a p type substrate

(p =1016 cm- 3 ).

On mesa diodes

xj =

0.3 03BCm, thèse authors have observed n =

1.29,

J0 = 1.23 10-13 a/cm2.

3.3 DIFFUSION LENGTH PROFILE. - The detailed

photoelectrical study

of substrate 50 has been made

(7)

Table III. - Electrical parameters

of

some

n+/p sulfur diffuse

InP

junctions.

Fig.

4. - Generation-recombination lifetime bG-R as a

function of

junction depth

in sulfur diffused

n+ /p

InP

diodes

(substrate

50 : e, substrate 148 :

1 ).

and allows to deduce the

Ln profile

in this heat treated substrate.

- Schottky

diodes. - The

Ln profile

has been

deduced from the

analysis

of the

efficiency

of semi-

transparent

Au/heat treated p InP

Schottky

diodes

Fig.

5. - 300 K forward 1 V characteristics of sulfur diffused n+

/p

InP 148 diodes

(8)

1165

realized at various

depths

into the

substrate,

ob-

tained

by

controlled

etching using

0.5 % Br-

methanol

(etching

rate - 0.7

>m/min).

The evapo- rated

gold

dots were 80 A thick with a diameter of 360 tjbm. In a

Schottky diode,

the internal collection

efficiency

TJ can be written :

the first term of the sum

represents

the contribution of the neutral

substrate,

the second the contribution of the space

charge region ; a

is the

absorption

coefficient. This relation shows that for a

given

a

value, Ln

can be deduced from the variation of 77 versus w

(that

is to say versus the reverse

voltage).

The modulated

light (À

= 0.85 lim, a =

1.85 x

104 cm-1,

P = 5

>W)

is delivered

by

a GaAs

light emitting

diode

(LED).

The modulated

(1000 Hz)

induced

photocurrent

is measured

through

a load with a lock-in

amplifier. Figure 6

. presents the

experimental

relative values

n 1 (- V)/ï?i(0)

as a function of w and the calculated

curves

giving

the best agreement with

experiment.

The

Ln

values as a function of

depth

are

reported

on

figure

7a. On the same

figure

the TG-R

profile

is also

presented.

Two remarks can be made :

1)

The Tn values deduced from

Ln

and

Jo D

values

for

equivalent junction depths (see

Tab.

III)

for the

substrate 50 agree with TG_R values. This result can be related to the fact that S diffusion does not

degrade

the substrate material.

2)

The variations of

Ln

and T versus

Xj

are

similar, indicating

that the

mobility

of

minority

carrier is

homogeneous

into the heat treated substrate.

Fig.

6. -

Expérimental

and calculated variations of

~i(-v) ~i(0) = f(w)

for the four

Schottky

diodes

= 0.85

03BCm).

Fig.

7a. - Ln and

J UO-R proûles

in the substrate 50 for a

depth

5 >m.

Fig. 7b. - Ln values deduced from EBIC measurements

on diode

S».

,

EBIC measurements have allowed to deduce the

Ln

values

deeper

into the substrate. The determi- nation are

reported

in

figure

7b. The heat treatment seems to

degrade

the

photoelectrical

parameter

Ln

more than 10 J.1.m far from the surface. The bulk value

(Ln

= 12

J.1.m)

is normal for untreated p InP of

equivalent doping

level

[12].

- S

diffused

n+

/p

diodes. - The

efficiency

of an

homojunction

is due to the

photoresponse

of three

regions :

the front diffused n+

region,

the space

charge region

localized in the less

doped

p

region (the doping

level in the n diffused

layer

is as

high

as

2 x

1018 cm- 3),

and the base. In the

photon

energy range 1.27-1.35

eV,

in which a is

weak,

the contri- bution of the base is dominant and il is

equivalent

to :

Figure

8

presents

the variation

of ni i 1 (V

=

0 )

as a

function

a -1

for the shallow

junction S32 . a -1 being

deduced from the data

given by Seraphin [13].

The

(9)

Fig.

8. -

11 i 1= f (« -’)

for the

homojunction S32.

. :

expérimental points

°

: linear variations for Ln = Cst

---- : calculated variation for the Ln

profile

of

figure

7.

experimental points

do not follow the linear

expected

variation in the case of a constant

Ln

value

(full line).

An agreement between

experiment

and calcu-

lation has been obtained

by taking

into account the

Ln profile

in

figure 7 ;

a numerical resolution of

continuity equation

for electrons was in this case

necessary and the calculated

rl î 1

variation is re-

ported

in

figure

8

(broken line).

This

spectral

re-

sponse allowed to

investigate

the diffusion

length profile

15 f.Lm far from the

junction.

The

study

of the relative

variation q i (- V) / "., i (0)

as a function of w for À = 0.85 >m has allowed to

precise

the

Ln profile

in a restricted range near the space

charge edge. Figure

9

presents

the exper- imental determinations and the calculated variation

(broken line) taking

into account the

Ln profile

in

figure

7. The

good agreement

between

experiment

and calculation confirms the

validity

of the diffusion

length profile : Ln

= 0.3 )JLm near the surface and

Ln

> 4 >m at a

depth

of 3 03BCm.

3.4 DEEP LEVEL TRANSIENT SPECTROSCOPY

(DLTS)

MEASUREMENT. - The

traps

will be de- noted

HTI.

The

type

of measurement have been

performed

in order to find a

possible

correlation between the carrier

density

and the presence of

deep

Fig. 9. 2013 7?i(- V)

=

W

for

homojunction 32’

. :

expérimental points

: constant diffusion length Ln model

---- : calculated variation with the Ln profile of

figure

7.

_

traps. The behaviour of

crystals

50 and 158 and that

of

crystal

148 are

strongly

different.

- Substrates 50 and 158. - DLTS measurements

on heat treated substrate 158 reveal two hole traps

HTT1

and

HTT2

with

respective energies : E,

+ 250 meV and

E,

+ 475 meV and

capture

cross sections : 1.5 x

10-17 CM2

and 2 x

1O-12 cm2.

On heat treated substrate

50, HTT1

is

only

present.

These

traps

are not detected into as grown

crystals

so we can conclude that

they

have been introduced

by

heat treatment. We have

investigated

in more

detail the

profile

of the

HTT1 trap using

double DLTS

(DDLTS)

measurements.

Figure

10 shows that this

trap desappears

at a

depth

of 0.2 ktm.

Analog

behaviour was observed on

HTT2 trap.

Measurements

on

deep Schottky

diodes

confirm,

that no

trap

is

present

in the bulk of the heat treated substrates. In S diffused

diodes,

in which the traps are observed

deeper

into the

crystals (xj

> 0.2

p,m ),

no additional

trap

has been detected. This observation shows

that,

S diffusion does not introduce

trap.

The energy level of

HTT2

is similar to that of the

trap

observed

by

C.C.D.

Wong [5] : (Et

= 434

meV,

(10)

1167

Fig. 10. - Deep level

Hrr, profile

into heat treated

crystal 50.

Ut = 3.2 x

10-14 cm2) :

but its capture cross section is very much

higher: uHm

= 2 x

10-12 cm2.

HTT2

is also different from the

deep

hole

trap (522 meV) [14, 15]

observed on Si

implanted

and

annealed n+

/p

InP 158

junctions.

The DLTS results

on

simply

annealed p InP confirms that the 522 meV

trap

was introduced

by implantation.

- Substrate 148. - DLTS measurements have not been

possible

on the

highly

resistant

crystal

148 A.

On the heat treat

crystals

four traps are detected.

Figure

11

presents

the

typical

DLTS scan, and the

parameters of the observed traps.

The difference between the

magnitudes

of the

HTT4

traps on

samples

Sch10 and S49 does not

correspond

to a net difference in traps

densities,

it is due to the greater hole

density

into the S49

sample (see

Tabl.

I)

as

AC/C

oc

Nt/2 (Na - Nd ).

The four traps are

present

both at the surface and

in the bulk of all the

samples indicating

that

they

are

probably

native defects. The traps

HTT4

could be

compared

to the hole trap

(Et

= 480

meV,

U 00

=10-13 CM2)

observed

by

G. Bremond

[16]

in p type InP and the

trap HTT5

to the trap detected

by

SS

Li et al.

[17]

into Zn

doped

InP Some authors

[18]

have

reported

that substitutional Zn could be as-

sociated to native

defect,

the lack of DLTS measure-

ment on as grown 148 substrate does not allow to attribute the hole increase to a dissociation of such a

complex.

The absence of

deep

traps in the bulk of as grown and heat treated

crystals

50 and 158 does not allow to attribute the hole increase to this

phenomenon.

Fig.

11. - DLTS scan of heat treated 148

crystals

as

observed on various devices, table of the traps parameters.

4. Conclusion.

Electrical and

photoelectrical parameters (hole

den-

sity

p, lifetime T, diffusion

length Ln)

in Zn

doped

InP substrates are

strongly

modified

by

a 700 C heat

treatment

during

time of half an hour or several hours. The hole

density

increase

(more

than one

order of

magnitude)

is

homogeneous

into the sub- strate. The Zn

exodiffusion,

Zn electrical activation and the dissociation of a Zn

complex

failed to

account for this increase. The variations of T and L

as a function of

depth

into the heat treated

samples

indicate a strong

degradation

of the material near

the surface. Such a behâviour

impedes

the realization of efficient shallow diodes for solar energy conver- sion

involving

heat treatment

(T

=

700 °C )

on this

type of InP substrate.

(11)

References

[1]

KAWAKAMI, T., OKAMURA, M., Electron. Lett. 15

(1979)

502.

[2]

KIM, O. K., FORREST, S. R., BONNIER, W. A., SMITH, R. G.,

Appl. Phys.

Lett. 39

(1981)

402.

[3]

YAMAGUCHI, M., UEMURA, C., YAMAMOTO, A., SHIBUKA, A., Jpn. J.

Appl. Phys.

23

(1984)

302.

[4]

TSUBAKI, K., SUGIYAMA, K., Jpn. J.

Appl. Phys.

19

(1980)

1789.

[5]

WONG, C. C. D., BUBE, R. H., J.

Appl. Phys.

55

(1984)

3804.

[6]

GAUNEAU, M., CHAPLAIN, R., RUPERT, A., RAO, E. V. K., DUHAMEL, N., J.

Appl. Phys.

57

(1985)

1029.

[7]

KUBOTA, E., OHMORI, Y., SUGII, K., J.

Appl. Phys.

55

(1984)

3779.

[8]

WILLIAMS, E. W., ELDER, W., ASHES, M. G., WEBB, M., MULLIN, J. B., TRAUGHAN, B. S., TUFTON, P. J., J. Electrochem. Soc. 120

(1973)

1741.

[9]

DUTT, B. V., CHIN, A. K., CAMLIBEL, I., BONNER, W. A., J.

Appl. Phys.

56

(1984)

1630.

[10]

SZE, S. M.,

Physics of

Semiconductor Devices, 2nd Ed.

(John

Wiley and Sons, New

York)

1981, p. 104.

[11]

YAMAMOTO, A., YAMAGUCHI, M., UEMURA, C.,

Appl. Phys.

Lett. 47

(1985)

975.

[12]

GOUSKOV, L., LUQUET, H., SOONCKINDT, L., OEMRY, A., BOUSTANI, M., NGUYEN, P. M., J.

Appl. Phys.

53

(1982)

7014.

[13]

SERAPHIN, B. O., BENNETT, H. E., Semiconductors and Semimetals V3, ed. R. C. Williard Sons and A. C. Beer

(Ac.

Press

London)

1967, p. 530.

[14] CONJEAUD,

A. L., ORSAL, B., DHOUIB, A., ALABEDRA, R., GOUSKOV, L., J.

Appl. Phys.

59

(1986)

1707.

[15] GOUSKOV,

L., CONJEAUD, A. L., DHOUIB, A., FAVENNEC, P. N., SALVI, M., L’HARIDON, H., BASTIDE, G., BAYAA, D., Solar Cells 11

(1984)

343.

[16]

BREMOND, G., Thèse de

Docteur-Ingénieur,

INSA Lyon

(1981).

[17]

LI, S. S., WANG, W. L., SHABAN, E. H., Solid State

Commun. 51

(1984)

15.

[18]

RAO, E. V. K., DJAMEI, M., DUHAMEL, N., Proc.

of

13th Int.

Conf. Defect in

Semiconductors, ed.

L. C.

Kimeling

J. M. Parsey

(Bell

Lab. Murray Hill, New

Jersey)

1984,

p. 1123.

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