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Electrical properties of poly(meta/para)phenylene
S. Besbes a,*, A. Bouazizi a, H. Ben Ouada a, H. Maaref b, A. Haj Said c, F. Matoussi c
aUR Physico-Chimie des Interfaces et Ingenierie Textile, Departement de Physique, Faculte des Sciences de Monastir, 5000 Monastir, TunisiabLaboratoire de Physique des Semi-conducteurs, Departement de Physique, Faculte des Sciences de Monastir, 5000 Monastir, Tunisia
cUR Electrochimie des Materiaux Organiques et Membranes, Departement de Chimie, Faculte des Sciences de Monastir, 5000 Monastir, Tunisia
Abstract
In this study, we investigate the ac electrical response of the ITO/PMPP/Al devices for medium- and short-chain lengths. From the
conducting mechanisms and the dielectric behavior of ITO/PMPP/Al structures using current–voltage measurements, the transport
characteristics of electrons and holes have been analyzed. It was found that the electron and hole currents are space-charge limited with traps.
Moreover, carrier transport in PPMT has been studied as a function of frequency and dc bias and the devices are modeled with the equivalent
circuits for short- and medium-length chains. Based on the results of the impedance analysis, conducting mechanism and dielectric behaviors
are discussed.
D 2002 Published by Elsevier Science B.V.
Keywords: Conjugated polymer; SCLC; Electrochemical synthesis
1. Introduction
Conjugated polymers like polythiophene (PT), poly[ p-
phenylene vinylene] (PPV) and derivatives, attract consid-
erable attention nowadays for their potential use in thin-film,
microelectronic andoptoelectronic devices. The synthesis and
electroluminescent properties of these materials have been
extensively studied [1,2]. The aim of this paper is to study the
transport properties of electrons and holes in poly(meta/
para)phenylene. For this purpose, current–voltage (I–V)
measurements were carried out on ITO/polymer/Al sand-
wiched structures. The analysis of experimental data provides
further information to better understand the electrical behav-
ior of devices based on this polymer system.Moreover, carrier
transport in PPMThas been studied as a function of frequency
and dc bias and the devices are modeled with the equivalent
circuits for short- and medium-length chains. Based on the
results of the impedance analysis, conducting mechanism and
dielectric behaviors are discussed.
2. Experiment
The devices studied here consist of ITO/PMPP (po-
ly(meta/para) substituted phenylene)/Al structures prepared
on a glass substrate. PMPP was synthesized by anodic
oxidation of p-methoxytoluene with an ultrasonic stirring
as described in more detail elsewhere [3].
The FTIR, 1H and 13C NMR indicate that the polymer
under investigation is a substituted polyphenylene which
has a random structure containing both meta- and para-
phenylene motives (Fig. 1).
The deposition of the films was carried out by heating the
evaporation cell into which the powder of PMPP was
loaded, under a pressure of 10� 6 Torr. The growth rate of
about 15 A/s, monitored by a quartz oscillator, was con-
trolled by the heater temperature (t = 300 jC). The thicknessof polymeric layers was fixed at 1000 A.
Polymer films were deposited onto the substrates with an
indium tin oxide (ITO) electrode, which were precleaned by
successive ultrasonic treatment for 1 h in acetone and
isopropyl alcohol and followed by drying with nitrogen
gas and then drying in a vacuum oven for several hours.
Indium tin oxide (ITO) thin films have been studied exten-
sively for good efficiency for hole injection into organic
materials. They have also been widely utilized as the anode
contact for organic light-emitting diode (OLED) [4]. Alumi-
num was vapor deposited as the cathode at a working
pressure below 10� 6 Torr, yielding an active size of 5 mm
diameter [5]. The current–voltage characteristics of the ITO/
PMPP/Al devices were measured from an applied bias of
� 20 to 20 V for medium chain and from an applied bias of
0928-4931/02/$ - see front matter D 2002 Published by Elsevier Science B.V.
PII: S0928 -4931 (02 )00079 -6
* Corresponding author.
www.elsevier.com/locate/msec
Materials Science and Engineering C 21 (2002) 273–276
� 10 to 10 V for short chain using a Keithley 236 source
measure unit.
3. Current–voltage measurements
The transport of charges have been investigated using
current–voltage measurements in indium tin oxide (ITO)/
poly(meta/para)phenylene (PMPP)/Al structures for me-
dium- and short-chain lengths. Fig. 2 shows the current–
voltage characteristics for medium- and short-chain lengths.
The I–V curve for medium chain show a typical diode
behavior with a low threshold bias (Vs = 6.5 V), and the
current is only observed in the forward bias. For a short
chain, the same diode behaviour was shown with a low
threshold bias (Vs = 4.2 V) but the current was observed in
both forward and backward bias voltage.
Fig. 3 shows that in the increasing voltage portion of the
I–V curve three segments for ITO/PMPP (medium chain)/
Al and two segments for ITO/PMPP (short chain)/Al can be
identified. The voltage dependence of current appears to
follow the power law J~Vm. At low voltage, corresponding
to an ohmic region ( J~V) (m = 1), [a], which then becomes
space-charge limited with a single discrete set of shallow
traps ( J~V2) (m = 2), [b], and a final trap-filled region, [c],
with a further increase of the voltage ( J~V 4) (m = 4 > 2).
These regions can be well explained using standard space-
charge limited current (SCLC) theory [6]. Charge transport
through a thin polymer film may be an electrode limited
Fig. 1. Motives of PMPP.
Fig. 2. Current –voltage characteristics of 1000-A thick ITO/PMPP
(medium chain)/Al (M) and ITO/PMPP (short chain)/Al (C) in linear plots.
Fig. 3. Current–voltage characteristics of 1000-A thick ITO/PMPP (medium
chain)/Al (M) and ITO/PMPP (short chain)/Al (C) in log– log plots.
Fig. 4. (a) The variation of the conductivity versus frequency at different
applied bias for ITO/PPMT (medium chain)/Al device (d= 1000 A) (5: 0 V,
o: 3 V, D: 5 V). (b) The variation of the conductivity versus frequency at
different applied bias for ITO/PPMT (short chain)/Al device (d= 1000 A)
(5: 0 V, o: 1 V, D: 2 V).
S. Besbes et al. / Materials Science and Engineering C 21 (2002) 273–276274
process or a bulk limited process. In the second case, a
SCLC process, in the absence of traps in the polymer, the
current density can be written as [7].
J ¼ 9
8
V 2
d3ðelÞ ð1Þ
where e is the permittivity of the polymer (PMPP) (e= 3.2), dis the polymer film thickness (1000 A), l is the charge carrier
mobility andV is the applied voltage. If traps are present in the
polymer, the SCLC may be decreased by several orders of
magnitude. Rose [8] argued that neither the space-charge
density nor the field distribution should be altered by trap-
ping, but the equation relating current to voltage should be
modified by a trap-limiting parameter h relating the propor-
tion of trapped charges (Pt) to free charges (P) and J is now
written [9]:
J ¼ 9
8
V 2
d3ðelhÞ ð2Þ
where h is given by
h ¼ p
pþ ptð3Þ
Thus, for the trap-free case, Pt = 0, therefore h= 1; withtraps present h is always less than unity.
We believe that the asymmetry of the I–V characteristics
observed in the case of the ITO/PMPP (medium chain)/Al
arises from the two following essential causes: (i) the
presence of traps in the used organic materials; (ii) chemical
reaction between aluminum and oxygen in the interface
PMPP (medium chain)/Al [10]. This latter chain has a high
density of traps compared to that of the short chain. The
traps are probably due to the pendant oxygen in the metal
organic interface. The decomposition of the I–V character-
istics in three regions for medium chain and two regions for
short chain is also justified.
4. Impedance measurements
The measured conductivity, r of ITO/PPMT (medium
chain)/Al and ITO/PPMT (short chain)/Al devices versus
frequency at different applied bias V is depicted in Fig. 4a
and b. The plots show that the conductivity initially is
almost frequency independent with a slight increase on the
higher frequency side for the different bias voltages. In
Fig. 5. (a) The impedance Cole–Cole plot of the ITO/PPMT (medium
chain)/Al device (d= 1000 A) for V= 0 V (D), 3 V (o), 5 V (5). (b) The
impedance Cole–Cole plot of the ITO/PPMT (short chain)/Al device at
several bias voltage (d= 1000 A) (5: 0 V, o: 2 V).
Fig. 6. (a) The impedance Cole–Cole plot of the ITO/PPMT (medium
chain)/Al device at several bias voltage in log– log plot (d= 1000 A). (b) The
impedance Cole–Cole plot of the ITO/PPMT (short chain)/Al device at
several bias voltage in log– log plot (d= 1000 A).
S. Besbes et al. / Materials Science and Engineering C 21 (2002) 273–276 275
general, the trend of the conductivity for such compounds is
found to be possible understood from the law [11]:
rðwÞ ¼ r0 þ ws
where w is the angular frequency, r(w) and r0 are the ‘‘ac’’and ‘‘dc’’ conductivities, respectively, and s is the critical
exponent (0 < s < 1). Values of s for ITO/PPMT (medium
chain)/Al are found to be 0.33, 0.17 and 0.06 for V= 0, 3
and 5 V, respectively. For ITO/PPMT (short chain)/Al, this
parameter is, however, equal to 0.02 and 0.003 for V= 0 and
2 V. As can be seen, the critical exponent s tends to decrease
as the applied bias increases. The frequency-dependent
conductivity shows unambiguously that the transport of
charge carriers is induced by hopping conduction mecha-
nism [12].
Fig. 5a shows the impedance Cole–Cole plots of the ITO/
PPMT (medium chain)/Al device for different dc bias V= 0,
3 and 5 V. This plot shows a single semicircle, which means
that the equivalent circuits for these applied voltages are
designed as a single parallel resistor Rp and capacitor Cp
network with a series resistance Rs [13].
Fig. 5b shows the impedance Cole–Cole plots of ITO/
PPMT (short chain)/Al device for different dc bias voltages.
These measurement show the same behavior like ITO/PPMT
(medium chain)/Al and the same equivalent circuit.
Fig. 6a and b show the Cole–Cole plot of the ITO/PPMT
(medium chain)/Al and ITO/PPMT (short chain)/Al devices
at several dc bias voltages. We plot the data in log–log scale
because the size of the curvature decreased abruptly with
increasing bias voltage. The slopes are in the order of 0.44
and 0.37 for medium- and short-chain lengths, respectively,
which means that the curvature is semicircle [13]. The
minimum of Re Z value (Re Z at the highest frequency)
shows that there is a parallel resistance to the capacitor, and
it is about 167 and 138 V for medium- and short-chain,
respectively, for 0 V. The maximum of Re Z value (Re Z at
the lowest frequency) represents the addition of a series
resistance and a parallel resistance to the capacitance, which
is 96 and 112 V for medium- and short-chain, respectively,
when the bias voltage was zero [13]. Therefore, the equiv-
alent circuit for the device can be designed as a single
parallel resistor Rp and capacitor Cp network with a series
resistance Rs. Rs is probably due to the ohmic contact at the
hole injecting ITO/PPMT interface [10].
5. Conclusion
In this work, we have investigated the transport proper-
ties of charges using current–voltage measurements in thin
layers of poly(para/meta)phenylene (PMPP) sandwiched
between ITO and aluminum electrodes. The current–volt-
age characteristics in linear plots show a typical diode
behavior with a low threshold bias voltages (Vs) of 6.5
and 4.2 V for medium- and short-chain lengths, respectively.
On the other hand, the current–voltage characteristics in
log– log plots have demonstrated that the transport of
charges is well described by space-charged limited current.
The conductance on frequency is investigated and modeled
the devices with the equivalent circuit can be designed as a
single parallel resistor RP and capacitor CP network with a
series resistance RS and our experimental results are in good
agreement with existing theoretical models.
References
[1] Z. Yang, I. Sokolik, F.E. Karasz, Macromolecule 26 (1993) 1188.
[2] T. Zyung, D. Hwang, I. Kang, H. Shim, Y. Hwang, J. Kim, Chem.
Mater. 7 (1995) 1499.
[3] A. Haj Said, C. Dridi, S. Roudesli, F. Matoussi, Eur. Polym. J. 36
(2000) 909–914.
[4] C.W. Tang, S.A. Van Slyke, Appl. Phys. Lett. 51 (1987) 913.
[5] C. Dridi, A. Haj Said, O. Ouerghi, M. Chikhi, A.P. Legrand, M.
Gamoudi, J. Davenas, H. Maaref, Synth. Met. 115 (2000) 97.
[6] M.A. Lampert, P. Mark, Current Injection in Solids, Academic, New
York, 1970.
[7] K.C. Kao, W. Hwang, Electrical Transport in Solids, Pergamon, Ox-
ford, 1981.
[8] A. Rose, Phys. Rev. 97 (1955) 1938.
[9] M.A. Lampert, Phys. Rev. 103 (1956) 1648.
[10] J.J. Pireaux, C. Gregure, M. Vermeerch, P.A. Thiry, R. Caudano, Surf.
Sci. 189 (1987) 903.
[11] H. Bottger, V.V. Bryksin, Hopping Conduction in Solids, VCH, 1985.
[12] S.H. Kim, K.-H. Choi, H.-M. Lee, D.-H. Hwang, L.-M. Do, H.Y. Chu,
T.Z. Young, J. Appl. Phys. 87 (2000) 2.
[13] A.K. Jonscher, Dielectric Relaxation in Solids, Chelsea Dielectrics,
London, 1983, p. 85.
S. Besbes et al. / Materials Science and Engineering C 21 (2002) 273–276276