American Journal of Polymer Science
p-ISSN: 2163-1344 e-ISSN: 2163-1352
2013; 3(3): 56-62
doi:10.5923/j.ajps.20130303.04
S. Bhavani1, Y. Pavani1, M. Ravi1, K. Kiran Kumar1, 2, V. V. R. Narasimha Rao1
1Sri Venkateswara University, Department of Physics, Tirupati, A.P, India
2GITAM University, Dept. of Engineering Physics, GIT, Visakhapatnam, 530 045, A.P, India
Correspondence to: S. Bhavani, Sri Venkateswara University, Department of Physics, Tirupati, A.P, India.
| Email: |  | 
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Polymer electrolytes of pure polyvinyl alcohol (PVA) and PVA complexed with nickel chloride of different concentrations were prepared by solution cast technique. Structural investigations were carried out by X-ray diffraction (XRD), Fourier transform infrared (FTIR) studies and differential scanning calorimetry (DSC) was used to determine the glass transition and melting temperatures. Electrical properties were studied; using complex impedance spectroscopy. Electrical conductivity was measured in the temperature range 303 K – 373 K and in the frequency range 1Hz - 1MHz, using Cole-Cole plots. The temperature dependence of electrical conductivity followed Arrhenius relation. The variation of total conductivity with frequency showed Jonscher’s power law behavior. The charged species responsible for electric transport in this polymer electrolyte system was estimated from the transference number data using Wagner’s polarization technique.
Keywords: XRD, FTIR, DSC, Ionic Conductivity, Transference Number
Cite this paper: S. Bhavani, Y. Pavani, M. Ravi, K. Kiran Kumar, V. V. R. Narasimha Rao, Structural and Electrical Properties of Pure and NiCl2 Doped PVA Polymer Electrolytes, American Journal of Polymer Science, Vol. 3 No. 3, 2013, pp. 56-62. doi: 10.5923/j.ajps.20130303.04.
|  | Figure 1. XRD patterns of pure PVA and NiCl2 doped PVA polymer electrolytes | 
|  | Figure 2. FTIR patterns of pure PVA and NiCl2 doped PVA polymer electrolytes | 
 melting temperature (Tm) and the degree of crystallinity (χc) of the material can be identified. Fig.3 shows the DSC curves of pure PVA and PVA: NiCl2 complexed films in the temperature range 300 - 550 K.
melting temperature (Tm) and the degree of crystallinity (χc) of the material can be identified. Fig.3 shows the DSC curves of pure PVA and PVA: NiCl2 complexed films in the temperature range 300 - 550 K.|  | Figure 3. DSC spectra of pure and NiCl2 doped PVA polymer electrolytes | 
 ) of the polymer electrolytes.
) of the polymer electrolytes.  decreases with increase in salt concentration. The observed shift in
decreases with increase in salt concentration. The observed shift in  values indicates the interaction between the polymer and the salt[21]. The low glass transition temperature leads the higher segmental motion of the polymer electrolyte[19]. Hence the ions move easily throughout the polymer chain. This enhances the ion transportation which leads higher ionic conductivity[20]. Another endothermic peak was observed around 498 K - 520 K corresponds to the melting point of the polymer electrolytes. Melting temperature is measured at apex of the endothermic peak and melting enthalpy is determined from the area of the peak. The relative percentage of crystallinity (%χc) was estimated using the equation[22].
 values indicates the interaction between the polymer and the salt[21]. The low glass transition temperature leads the higher segmental motion of the polymer electrolyte[19]. Hence the ions move easily throughout the polymer chain. This enhances the ion transportation which leads higher ionic conductivity[20]. Another endothermic peak was observed around 498 K - 520 K corresponds to the melting point of the polymer electrolytes. Melting temperature is measured at apex of the endothermic peak and melting enthalpy is determined from the area of the peak. The relative percentage of crystallinity (%χc) was estimated using the equation[22]. where
where  is the melting enthalpy of pure PVA and
 is the melting enthalpy of pure PVA and  is melting enthalpy of NiCl2 complexed PVA. The measured values of glass transition temperature (
is melting enthalpy of NiCl2 complexed PVA. The measured values of glass transition temperature ( ), melting temperature (
), melting temperature ( ), and relative percentage of crystallinity (%χc) values are listed in Table 1.
), and relative percentage of crystallinity (%χc) values are listed in Table 1.| 
 | 
 values and relative crystallinity (χc) decrease with the increase of salt concentration. In addition, the melting endotherm is found to broaden with increase of salt concentration .The decrease in melting temperature and the broadening of the melting endotherm are clear indications of decrease in the degree of crystallinity and dominant presence of amorphous phase[23]. The glass transition temperature (
values and relative crystallinity (χc) decrease with the increase of salt concentration. In addition, the melting endotherm is found to broaden with increase of salt concentration .The decrease in melting temperature and the broadening of the melting endotherm are clear indications of decrease in the degree of crystallinity and dominant presence of amorphous phase[23]. The glass transition temperature ( ) and χc has been found to be low for 30wt% NiCl2 doped polymer electrolyte system. The lower values of
) and χc has been found to be low for 30wt% NiCl2 doped polymer electrolyte system. The lower values of  and χc represents the high amorphous content of the complexed polymer electrolytes.
and χc represents the high amorphous content of the complexed polymer electrolytes.  where
where  is the thickness of the polymer electrolytes
 is the thickness of the polymer electrolytes ,
,  , the area of the blocking electrodes
, the area of the blocking electrodes and
 and  is the bulk resistance of the polymer electrolytes. The bulk resistance
is the bulk resistance of the polymer electrolytes. The bulk resistance  decreases with increase in salt concentration. This may be due to the increase in the mobile charge carriers by the addition of NiCl2. The ionic conductivity increases with increasing NiCl2 content from 10 wt% to 30 wt%. Hopping mechanism between coordinating sites, local structural relaxations and segmental motions of the polymer chains are the essential to assure high conductivity of the electrolyte[25, 26]. The conductivity values of the polymer electrolytes at room temperature are given in Table 2.
 decreases with increase in salt concentration. This may be due to the increase in the mobile charge carriers by the addition of NiCl2. The ionic conductivity increases with increasing NiCl2 content from 10 wt% to 30 wt%. Hopping mechanism between coordinating sites, local structural relaxations and segmental motions of the polymer chains are the essential to assure high conductivity of the electrolyte[25, 26]. The conductivity values of the polymer electrolytes at room temperature are given in Table 2. vs
 vs  plot suggests an Arrhenius type thermally activated process represented by the relation
 plot suggests an Arrhenius type thermally activated process represented by the relation |  | Figure 4. Cole-Cole plots of PVA: NiCl2 (70:30) at different temperatures. Variation of conductivity with temperature is inserted inside the figure | 
 where
where  is a pre exponential factor,
is a pre exponential factor,  , the activation energy,
, the activation energy,  , the Boltzmann constant and
, the Boltzmann constant and  , the absolute temperature. The conductivity increases with increasing temperature for all complexes. Druger et al[27] attributed the change in conductivity with temperature in solid polymer electrolytes to segmental motion, which results in an increase in free volume of the system. Thus, the segmental motion either permits the ions to hop from one site to another or provides a pathway for ions to move. In other words, the segmental movement of the polymer facilitates the translational ionic motion. From this, it is clear that the ionic motion is due to translation motion or hopping facilitated by the dynamic segmental motion of the polymer. As the amorphous region increases, the polymer chain acquires faster internal modes in which bond rotations produce segmental motion to favor inter and intra chain ion hopping, thus increasing the conductivity.The activation energy is a combination of the energy of defect formation and the energy of migration. The calculated values of activation energies for all polymer electrolyte films have been listed in Table 2. It was found that the highest conductivity was obtained for the polymer electrolyte with 30 wt% of NiCl2 which also had the lowest activation energy. Polymer electrolytes having low activation energies are desirable[28] for electrochemical applications.
, the absolute temperature. The conductivity increases with increasing temperature for all complexes. Druger et al[27] attributed the change in conductivity with temperature in solid polymer electrolytes to segmental motion, which results in an increase in free volume of the system. Thus, the segmental motion either permits the ions to hop from one site to another or provides a pathway for ions to move. In other words, the segmental movement of the polymer facilitates the translational ionic motion. From this, it is clear that the ionic motion is due to translation motion or hopping facilitated by the dynamic segmental motion of the polymer. As the amorphous region increases, the polymer chain acquires faster internal modes in which bond rotations produce segmental motion to favor inter and intra chain ion hopping, thus increasing the conductivity.The activation energy is a combination of the energy of defect formation and the energy of migration. The calculated values of activation energies for all polymer electrolyte films have been listed in Table 2. It was found that the highest conductivity was obtained for the polymer electrolyte with 30 wt% of NiCl2 which also had the lowest activation energy. Polymer electrolytes having low activation energies are desirable[28] for electrochemical applications.|  | Figure 5. Conduction spectra of PVA: NiCl2 (80:20) at different temperatures | 
 , which represents the fact that the total frequency dependent conductivity, is the sum of
, which represents the fact that the total frequency dependent conductivity, is the sum of  components. The typical dc conductivity at low frequency arises from the activated hopping of ions, and at higher frequencies, the ionic conductivity increases with the increasing frequency which may be attributed to the couple of forward and backward ion displacements occurring simultaneously thus facilitating the frequency dependence of ionic motion in accordance with Jonscher's universal power law behavior. In Jonscher's model some of the localised charge may jump over several consecutive sites leading to a d.c. conduction current and some over a shorter distance; hopping to the adjacent site becomes a limiting case.According to jump relaxation model reported by Funke[30], at very low frequencies, an ion can jump from one site to its neighboring vacant site successfully contributing to the dc conductivity. At higher frequencies, however the probability for the ion to go back again to its initial site increases due to the short time periods available. This high probability for the correlated forward-backward hopping at higher frequencies together with the relaxation of the dynamic cage potential are responsible for the high frequency conductivity dispersion. the power law exponent relates the backhop rate to the site relaxation time as
 components. The typical dc conductivity at low frequency arises from the activated hopping of ions, and at higher frequencies, the ionic conductivity increases with the increasing frequency which may be attributed to the couple of forward and backward ion displacements occurring simultaneously thus facilitating the frequency dependence of ionic motion in accordance with Jonscher's universal power law behavior. In Jonscher's model some of the localised charge may jump over several consecutive sites leading to a d.c. conduction current and some over a shorter distance; hopping to the adjacent site becomes a limiting case.According to jump relaxation model reported by Funke[30], at very low frequencies, an ion can jump from one site to its neighboring vacant site successfully contributing to the dc conductivity. At higher frequencies, however the probability for the ion to go back again to its initial site increases due to the short time periods available. This high probability for the correlated forward-backward hopping at higher frequencies together with the relaxation of the dynamic cage potential are responsible for the high frequency conductivity dispersion. the power law exponent relates the backhop rate to the site relaxation time as 
| 
 | 
 is less than one, the backward hopping is slower than the site relaxation time, which results in translational motion of the Ni+2 ions. However, if the ratio exceeds one the backward hopping is faster than the site relaxation time. The values of
 is less than one, the backward hopping is slower than the site relaxation time, which results in translational motion of the Ni+2 ions. However, if the ratio exceeds one the backward hopping is faster than the site relaxation time. The values of  as a function of salt concentration for the present polymer electrolytes are listed in table 2. From the table 2, it is seen that
 as a function of salt concentration for the present polymer electrolytes are listed in table 2. From the table 2, it is seen that  values were less than one and decreased with increase of salt concentration. The low values of
 values were less than one and decreased with increase of salt concentration. The low values of  may be due to the formation of free sites for Ni+2 ion transport[31].
 may be due to the formation of free sites for Ni+2 ion transport[31].|  | Figure 6. Transference plots of PVA: NiCl2 polymer electrolyte films for different Compositions | 
 ,
, ) were calculated using the equations
) were calculated using the equations
 where
where  is the initial current and
is the initial current and  is the final current. The polarization current versus time plots for different polymer electrolytes are shown in Fig 6. The resulting data is given in Table 2. From the table 2, the values of
is the final current. The polarization current versus time plots for different polymer electrolytes are shown in Fig 6. The resulting data is given in Table 2. From the table 2, the values of  are in the range 0.953 - 0.962. This suggests that the charge transport in the investigated polymer electrolytes is predominately due to ions. The contribution of electrons to the current is negligible in all the samples. As suggested by the other workers[15, 33], the transference number (
are in the range 0.953 - 0.962. This suggests that the charge transport in the investigated polymer electrolytes is predominately due to ions. The contribution of electrons to the current is negligible in all the samples. As suggested by the other workers[15, 33], the transference number ( ) of the present polymer electrolyte films is close to unity and hence these electrolytes are suitable for solid-state electrochemical cells applications.
) of the present polymer electrolyte films is close to unity and hence these electrolytes are suitable for solid-state electrochemical cells applications.