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        JAHRESTAGUNG DER DTTG 1998   3. - 5. September 1998, Greifswald  Berichte der DTTG e.V. - Band 6

 

Application of clays and clay minerals in chemical sensor technique

E. Fokkens1; O. Schäf1; J. Kasbohm 3 & U. Guth1,2
1 Sensor Research Center Greifswald (in Technology Center Vorpommern), Brandteichstraße 19, 17489 Greifswald

2 Department of Physical Chemistry, Greifswald University, Soldtmannstraße 23, 17489 Greifswald

3 Department of Geological Sciences, Greifswald University, Jahn-Straße 17a, 17487 Greifswald



STRUCTURE
     Abstract      4. Conclusions
     2. Introduction      Acknowledgements
     2. Experimental      References
     3. Results and discussion  

 
FIGURES & TABLES
Fig. 1Fig. 1. Experimental setup and measuring head Fig. 2Fig. 2. Conductivity data for clay samples in synthetic air at different water partial pressures and 30 °C Fig. 3Fig. 3. Conductivity data for clay samples in synthetic air at different water partial pressures and 30 °C
Fig. 4aFig. 4. Nyquist diagrams of Glauconite and Kaolin BZ, equilibrated in synthetic air containing a constant water partial pressure and different methanol partial pressures Fig. 4bFig. 4. Nyquist diagrams of Glauconite and Kaolin BZ, equilibrated in synthetic air containing a constant water partial pressure and different methanol partial pressures
Tab. 1Tab. 1. Mineral compositions of the clay samples under investigation* Tab. 2Tab. 2.  Particle size distributions of the clay samples under investigation* Tab. 3Tab. 3. Estimated Ea and F0 for the clay samples

 

Abstract

Natural clays were pressed to pellets using a pressure of 20 bar, sputtered with gold and then subjected to impedance measurements in a temperature range from 30 °C to 300 °C under defined gas conditions. The effect of moisturizing on conductivity of the clay minerals was determined. At 30 °C Montmorillonite based clays (Bentonites), Glauconite and Friedland Clay (mainly consisting of mixed layer clay-minerals) showed linear dependence of log(s) on water partial pressure. Increasing the measuring temperature led to a decrease in conductivity for all systems. At elevated temperatures however an increase of conductivity with increasing temperature was observed. These results suggest a change in conductivity mechanism at elevated temperatures. Experiments with methanol at 30 °C confirm the active role that water plays in the conductivity mechanism found in the examined clays.

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1. Introduction

In recent work the possibility of using clay minerals for sensor applications was discussed (Guth, Brosda & Schomburg 1996). Typical qualities of clay minerals like the ability of cation exchange, the ability to incorporate inorganic or organic substances between the interlayers and the affinity of charged interlayers/interlayer cations for polar substances might lead to characteristic changes in electrochemical properties of the clays, which could be used for the development of solid state sensors.

Some papers discussing the application of electrochemical properties of clay minerals have already been published. Boutehala & Tedjar (1993) discuss the use of ionexchanged montmorillonite as electrolyte for all solid batteries and all solid pH-sensors. Fitch (1990), Wielgos & Fitch (1993) and Stein & Fitch (1995) have done extensive research on the field of clay modified electrodes.

Some publications are found dealing with the conductivity of clay minerals at lower temperatures. An increase of log (s) with water contents of the clay or with relative humidity is often reported (Fripiat et al. 1965; Calvet & Mamy 1971; García & Bazán 1996; Fan & Wu 1997). García & Bazán (1996) found linear dependence of log(F) with water partial pressure for Na+- and Li+- montmorillonite at 25 °C, divided into two linear regions with different slopes. Linear behaviour was also reported by Fan & Wu (1997) for Na+- and Li+-montmorillonite, they did however not report two separate linear regions. Only little information is found discussing the conductivity behaviour of clay minerals at higher temperatures. Zhu, Wang & Yu (1989) reported a decrease in conductivity with temperature from 90°C up to about 200°C, then an increase up to 610°C.

As to the mechanism of conductivity observed in clay minerals, usually protons are considered the active charge carrying species (Calvet & Mamy 1971; Boutehala & Tedjar 1993). On the other hand, Fan & Wu (1997) emphasize the determining role that interlayer cations play in the conduction process and doubt the main role of protons. Zhu, Wang & Yu (1989) expect a combined conductivity of protons and interlayer cations.

In this article the results of electrochemical research on several natural clay samples will be presented and discussed. In our work we focussed on impedance spectroscopy measurements (IS) as an instrument to investigate the change of electrochemical properties of clays and clay minerals with temerature and gas phase composition. For our experiments we used Kaolin BZ, mainly consisting of kaolinite (a 1:1 double layer clay mineral with uncharged sheets), Bentonite S 80 and Montigel F mainly consisting of Na+-montmorillonite (a 2:1 triple layer clay mineral, with charged sheets and the ability to swell in water or other polar liquids), Glauconite (a 2:1 triple layer mica, with even higher sheet charges and only slight swelling ability in water) and Friedland Tonmehl, mainly consisting of Montmorillonite/Muscovite mixed layer clay mineral.

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2. Experimental

2.1 XRD-characterization and particle size distribution
Samples of Friedland Tonmehl (Germany), Montigel F (Germany), Bentonite S 80 (Germany), Kaolin BZ (Germany) and Glauconite (Slovakia) were provided by the company DURTEC GmbH Neubrandenburg, Germany. XRD-investigations were carried out to determine the composition of the samples, using a Siemens D 5000 X-ray diffractometer with CuKa-radiation of 1,5406 Å. A quantitative analysis of the mineralphases was done using the inner standard method. The results of these analyses are given in table 1.The particle size distribution of the clay samples was determined using ”Microscan II” from Quantachrome, which uses the sedimentation principle combined with X-ray detection. The particle size distributions of the clay samples are given in table 2.
 


 
Tab. 1 Table 1: Mineral compositions of the clay samples under investigation*
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Tab. 2 Table 2: Particle size distributions of the clay samples under investigation*
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2.2 Pellet Preparation, experimental setup and impedance measurements
Powders of the samples were prepared using pestle and morter. Pellets of 0.5 to 2 mm thickness and 6 mm diameter were made by pressing the powders for 1 up to 2 minutes under 19,6 bar (20 kp/cm2), using a mould. The pellets were sputtered under vacuum with gold, to ensure a good contact with the measuring electrodes. They were then placed into a measuring head, designed for measuring 3 pellets one after another. Measuring and working electrodes were made of gold. The electrodes were pressed against the pellets by a spring feather. The measuring head was placed inside a quartz tube, shielded with Nickel foil, which was put into a temperature controlled furnace, controlled by a Eurotherm 2416 temperature controller, with Ni/Ni-Cr thermocouple (K-type).

A defined gas atmosphere was created by leading synthetic gas (20.5% O2 in N2) through a temperature controlled bottle filled with distilled water. For the methanol experiments the main gas stream was split and led through two separate temperature controlled bottles, one filled with methanol and one with distilled water. (For the temperature control two cryostates were used). The gas stream was then led through the quartz tube at a flow rate of 50 ml/min.

The impedance measurements were made by either an EG&G Instruments Potentiostat/Galvanostat Model 283 together with a Solartron Instruments SI 1260 Impedance/Gain-Phase Analyzer or an EG&G Princeton Applied Research Potentiostat/Galvanostat Model 263 together with an EG&G Princeton Applied Research Model 5210 Lock-In Amplifier.

For the measurements a current with an amplitude of maximum 20 mV was used. The frequency ranges lay between 5 MHz and 100 mHz.

For all clay samples the conductivity at 30 °C in dependence of water partial pressure was determined. For Montigel F, Bentonite S 80 and Friedland Tonmehl the conductivity as a function of temperature in the ranges 30 °C up to 70 °C and 150 °C up to 300 °C was determined isothermally. For Glauconite and Kaolin BZ the influence of changing methanol partial pressure at constant water partial pressure was studied at 30 °C.

Equilibrium conductivity values were calculated from the intercept with the Z’-axis of the Nyquist plot and the geometry factor of the clay pellet. The system was considered to be in equilibrium if no noticeable change in impedance behaviour occured during a period of 24 hours.
 


 
Fig. 1 Figure 1: Experimental setup and measuring headTop        Menü

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3. Results and discussion

3.1 Dependence of conductivity on water concentration
In fig. 2 the conductivity data of the clay samples in dependence on water concentration in synthetic air at 30 °C are given. The data for Montigel F, Bentonite S80 and Friedland Tonmehl show a linear dependence of log(F) with water concentration in synthetic air, the conductivity increasing with increasing water concentration.

Bentonite S 80 and Montigel F show very high conductivity values of over 10-4 S·cm-1 in the entire measured range. Using the classification as given by Colomban & Novak (1992) proton conductors showing such high conductivities are sometimes qualified as super ionic conductors (SIC). Friedland Tonmehl also shows very high conductivity values.

Conductivity data for Glauconite are considerably lower than those for Montigel F, Bentonite S 80 and Friedland Tonmehl. Two linear regions can be identified, the turning point lying by a relative humidity (R.H.) of approximately 0.5. A simular behaviour was reported by García & Bazán (1996) for Na+- and Li+-montmorillonite.

Due to the basic electroneutrality of the sheets the conductivity data for Kaolin BZ are significantly lower than those for the other samples. Lattice imperfections, especially on grain edges, are the most probable explanation for the fact that Kaolin BZ establishes some conductivity at 30 °C. Without such imperfections strongly isolating behaviour would be expected. Lattice imperfections are also responsible for the fact that some cation exchange capacity is found in kaolinites
 


 
Fig. 2 Figure 2: Conductivity data for clay samples in synthetic air at different water partial pressures and 30 °C. [f (H2O) = F
(H2O)] 
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3.2 Temperature dependent measurements
The results of the isothermal temperature dependent measurements of clay conductivity are shown in fig. 3 A similar dependence of conductivity on temperature is found for all three examined samples.

In the range of low temperatures (30 °C - 70 °C), log(F) decreases with temperature. A non-linear behaviour was observed in this range. Around 50 °C the slopes of the curves change strongly. The decrease in conductivity is most likely caused by desorption of surface bound and interlayer water, thereby decreasing the mobility of the charge carriers within the clay structure. At low temperatures water seems to play a very important role in the conductivity mechanism. From fig. 3 can be concluded that in the low temperature region all of the investigated clay minerals have a temperature-dependent negative activation energy.

In the range of high temperatures (150 °C - 300 °C) a further decrease in conductivity was observed, until a turning point is reached. An increase of conductivity with temperature was seen from approximately 210 °C for Montigel F and Bentonite S 80 and 240 °C for Friedland Tonmehl. A simular behaviour has been reported for Mg2+-montmorillonite by Zhu, Wang & Yu (1996).

An estimation of so and Ea was made for the range between the turning point and 300 °C. The results of this estimation are given in table 3.
 


 
Fig. 3 Figure 3: Conductivity data for clay samples in synthetic air at different water partial pressures and 30 °C 
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Tab. 3 Table 3: Estimated Ea and s0   for the clay samples 
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3.3 Experiments with methanol
Pellets of Glauconite and Kaolin BZ were equilibrated in synthetic air containing 2.5 vol.% H2O at 30 °C. Then impedance measurements were carried out with two different methanol concentrations, the water concentration remaining equal. The results of these measurements are given in fig. 4.

From fig. 4 can be seen that the adding of methanol to the measuring gas causes the clays conductivity to decrease.

An explanation for the observed behaviour might be the partial replacement of water molecules from the structure by methanol, causing the framework for proton transfer in the clay structure to break down and the solvation and thereby the mobility of the interlayer cations to decrease. The fact that complete replacement of water vapour by methanol vapour causes the conductivity to break down, shows the important role of water in the conductivity mechanism of clays at lower temperatures. For Glauconite a measurement was made in synthetic air containing 5.8 vol.% methanol and no water (not shown in fig. 4). The intercept with the Z’-axis reached a value of approximately 600 MW for that case.
 


 
Fig. 4

Figure 4: Nyquist diagrams of Glauconite and Kaolin BZ, equilibrated in synthetic air containing a constant water partial pressure and different methanol partial pressures [J = 30 °C; f = 50 ml/min; synthetic air/2.5 vol.% H2O] 
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3.4 Possible sensor applications
The fact that adding methanol to the gasstream leads to a decrease in conductivity could be used for the devolopment of a methanolsensor. It is likely that methanol like behaviour will occur for other (small) polar adsorbants as well (such as CO, ethanol, NH3 etc). In that case a range of sensors for polar substances could be created.

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Conclusions

For all clay samples a strong dependence of conductivity with water vapour concentration in synthetic air was found at 30 °C, with higher conductivities found at higher water vapour concentration. Of the examined clays the Na+-montmorillonite based clays Bentonite S 80 and Montigel F showed the highest conductivities (> 10-4 S·cm-1 for the entire measured range), followed by the mixed layer clay Friedland Tonmehl with only slightly lower values. The worst conductivity behaviour was found for the kaolinite based Kaolin BZ.

For the temperature range of 30 °C up to 70 °C a decrease of conductivity of Bentonite S 80, Montigel F and Friedland Tonmehl was observed, the conductivity decreasing very sharply at temperatures > 50 °C. For the temperature range 150 °C up to 300 °C two regions could be observed:

(1) A decrease with temperature until a turning point is reached (210 °C for Montigel F and Bentonite S 80, 240 °C for Friedland Tonmehl).

(2) An increase of conductivity with temperature between the turning point and 300 °C. In that range the curves showed Arrhenius behaviour and Ea and so could be determined.

The addition of methanol to synthetic air with constant water vapour concentration led to a decrease in conductivity for Glauconite and Kaolin BZ at 30 °C, the conductivity decreasing with increasing methanol concentration.

The results of this work show that impedance spectroscopy can be a valuable tool in characterizing clay minerals and that clay minerals may be interesting sensor materials for the detection of polar substances.

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Acknowledgements

The authors would like to thank Dr. J. Schomburg of DURTEC GmbH for the support of the clay samples and for the analyses. This project was funded by the Kultusministerium Mecklenburg-Vorpommern.

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References

BOUTEHALA, M., TEDJAR, F. (1993): Applications of exchanged montmorillonite as protonic solid electrolyte. Solid State Ionics 61, 257-263.

CALVET, R., MAMY, J. (1971): Sur la nature des charges responsables de la conductivité électrique des argiles.- C.R. Acad. Sc. Paris, t. 273 Série D, 1251-1253.

COLOMBAN, P., NOVAK, A. (1992): P.Colomban (ed) ´Proton Conductors: Solids, membranes and gels-materials and devices’.- Cambridge University Press, 38-60

FAN, Y., WU, H. (1997): A new family of fast ion conductor-montmorillonites.- State Ionics 93, 347-354.

FITCH, A. (1990): Clay-modified electrodes: A review.- Clays and Clay Minerals 38(4), 391-400.

FRIPIAT, J. J., JELLI, A., PONCELET, G., ANDRE, J. (1965): J. of Phys. Chem. 69, 2185.

GARCÍA, N. J., BAZÁN, J. C. (1996): Conductivity in Na+- and Li+-montmorillonite as a function of equilibrium humidity.- Solid State Ionics 92, 139-143.

GUTH, U., BROSDA, S., SCHOMBURG, J. (1996): Applications of clay minerals in sensor techniques.- Applied Clay Science 11, 229-236.

STEIN, J. A., FITCH, A. (1995): Computerized system for dual-electrode multisweep cyclic voltammmetry for use in clay-modified electrode studies.- Analytical Chemistry 67(8), 1322-1325.

WIELGOS, T., FITCH, A. (1993): A clay modified electrode for ion-exchange voltammetry.- Electroanalysis 2, 449-454.

ZHU, B., WANG, D., YU, W. (1989): The study of structure and electrical properties of montmorillonite solid electrolyte.- Solid State Ionics 36, 15-22

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