Wm] A m. “— 1 . . hjfiu Xvi-3‘ T-Hu‘ ' ~. E , f ’ yr .H‘Zlyn my; «v :x W J. . (¢§*k§:31, ‘5; 1'5; E3312 .2% ~. .g;-‘ « 1; afififiiw :2? “:4; . .;. A , 1 . “an": a 9 A‘l' THESIS This is to certify that the thesis entitled Fundamental Studies of Chromatographic Stationary Phases As Selective Coatings for Mass Based Chemical Sensors presented by Jeffrey Paul Rasimas has been accepted towards fulfillment of the requirements for M. S . degree in Chen.” Sth Maw flay ”Major professor” Date %/h(/cl% 0-7639 MS U is an Affirmative Action/Equal Opportunity Institution iwillilliillmiim 9300 LIBRARY Michigan State University PLACE IN RETURN BOX to remove this checkout from your record. TO AVOID FINES return on or before data duo. MSU Io An Affirmative ActiorVEquol Opportunity Institution 6min FUNDAMENTAL STUDIES OF CHROMATOGRAPHIC STATIONARY PHASES AS SELECTIVE COATINGS FOR MASS BASED CHEMICAL SENSORS By Jeffrey Paul Rasimas A THESIS Submitted to Michigan State University in partial fulfillment of the requirements for the degree of MASTER OF SCIENCE Department of Chemistry 1994 ABSTRACT FUNDAMENTAL STUDIES OF CHROMATOGRAPHIC STATIONARY PHASES AS SELECTIVE COATINGS FOR MASS BASED CHEMICAL SENSORS By Jeffrey Paul Rasimas The selectivity of surface acoustic wave (SAW) device sensors coated with chromatographic stationary phases has been examined. SAW responses for uncoated (blank) and coated devices were compared with film/analyte interactions studied with in- situ Fourier transform infrared spectroscopy (FTIR) using attenuated total reflectance (ATR) sampling. Enhanced sensor responses were found to correlate with changes in polymer morphology observed by FI'IR/ATR. SAW sensors coated with chromatographic stationary phases acquire selective properties similar to those predicted from chromatographic properties. Non-selective stationary phases were found to concentrate analyte on the sensor and enhance its overall response without selective behavior. Selective phases responded to all test analytes, however enhanced responses correlating to selective interactions were observed. To my wife Elizabeth My parents, Janet and Carl, Leon and Carol My grandparents, Sam, Regina, Louise, and Bill and Mr. Eugene Overton ACKNOWLEDGMENTS I would like to thank my research preceptor, Dr. Jeffrey Ledford, for his unending patience and guidance during the work that led to this publication. Our discussions were always insightful, and the knowledge and experiences he has given me have enriched me greatly. I must also thank my sensor research group colleagues, Greg Noonan and Ed Townsend for their insights and assistance in this research. The remaining Ledford group members (Per, Mike, Kathy, Mark, Paul, and Radu) also helped me with areas relevant to this research. This research was sponsored in part by MARTIN MARIETI‘A ENERGY SYSTEMS, INC., and performed under subcontract 19K-MP607C for the Oak Ridge K- 25 Site, which is managed for the US. DEPARTMENT OF ENERGY under Contract DE-AC05-84OR21400. iv TABLE OF CONTENTS Page List of Tables ............................................................................................................... vii List of Figures ............................................................................................................. viii Chapter 1: Introduction to the Study of Mass Sensors ................................................. 1 Overview of Chemical Sensors .............................................................. 1 Introduction to Mass Sensors ............................................................... 2 The Piezoelectric Effect Surface Acoustic Wave (SAW) Devices 1.3. Response Modes of Polymer Coated Acoustic Wave Sensors ............... 6 Response Due to Mass Changes Response Due to Viscoelastic Changes 1.4. Predictive Models of Sensor Response Due to Partitioning ................... 11 Boiling Point Model Solubility Parameter Model. Linear Solvation Energy Relationships 1.5. Overview of Chromatographic Stationary Phases as Selective Coatings ............................................................................................... l4 Classification of Chromatographic Stationary Phases Previous Work with Chromatographic Stationary Phases as Selective Coatings for SAW Sensors 1.6. Experimental Methods .......................................................................... 18 Sensor Test Apparatus Fourier Transform Infrared (FTIR) / Attenuated Total Reflectance (ATR) Spectroscopy 1.7. Focus of Research ................................................................................ 21 1.8. References ............................................................................................ 23 Chapter 2: The Effect of Elastic Properties on the Response of Carbowax 20M Coated Surface Acoustic Wave (SAW) Devices .................................................... 26 2. 1. Introduction .......................................................................................... 26 2.2. Experimental Methods .......................................................................... 28 2.3. Results ................................................................................................. 34 2.4. Discussion ............................................................................................ 44 2.5. Conclusions .......................................................................................... 49 2.6. References ............................................................................................ 50 Chapter 3: Studies of the Response of Tenax GC Coated Surface Acoustic Wave (SAW) Devices ......................................................................................... 52 3. 1. Introduction .......................................................................................... 52 3.2. Experimental Methods .......................................................................... 55 3.3. Results and Discussion .......................................................................... 61 3.4. Conclusions .......................................................................................... 74 3.5. References ............................................................................................ 75 Chapter 4: Future Work .............................................................................................. 77 4.1. Comparison of Sample Introduction Methods ....................................... 77 4.2. Analyte Induced Viscoelastic Effects on SAW Responses ..................... 78 Background Proposed Research 4.3. References ............................................................................................ 84 Table Table 2.1. Table 2.2. Table 2.3. Table 2.4. Table 3.1. Table 3.2. List of Tables Page Probe Molecules Used for Studies of Carbowax 20M Coated SAW Devices .............................................................................. 3O SAW Device Response Ratios (Carbowax 20M/Blank) ........................... 36 Summary of FT IR/ATR Spectral Profiles ............................................... 43 McReynolds Numbers for Carbowax 20M ............................................. 47 Probe Molecules Used for studies of Tenax GC Coated SAW Devices .............................................................................. 57 SAW Device Response Ratios (Tenax GC/Blank) ................................... 64 List of Figures Figure Page Figure 1.1. A Surface Acoustic Wave (SAW) Device. ................................................ 4 Figure 1.2. The Maxwell Model of Shear Viscoelastic Behavior. ................................ 9 Figure 1.3. Sensor Gas Handling System .................................................................... 19 Figure 2.1. Schematic Diagram of SAW Experimental Apparatus ............................... 32 Figure 2.2. Response of Carbowax 20M Coated SAW Devices at 60°C. .................... 35 Figure 2.3. FTIR/ATR Spectra for n-octane over Carbowax 20M at 60°C .................. 38 Figure 2.4. FTIR/ATR Spectra for N itropropane over Carbowax 20M at 60°C. ......... 39 Figure 2.5. FIIR/ATR Spectra for Pyrrole over Carbowax 20M at 60°C .................... 41 Figure 3.1. Schematic Diagram of SAW Experimental Apparatus ............................... 59 Figure 3.2. Response of Tenax GC Coated SAW Devices at 60°C .............................. 62 Figure 3.3. FI‘IR/ATR Spectra for Acetone over Tenax GC at 60°C .......................... 66 Figure 3.4. FI'IR/ATR Spectra for Benzene over Tenax GC at 60°C .......................... 67 Figure 3.5. FTIR/ATR Spectra for n-heptane over Tenax GC at 60°C ........................ 68 Figure 3.6. FTIR/ATR Spectra for Toluene over Tenax GC at 60°C .......................... 69 Figure 3.7. FTIR/ATR Spectra for Tetrachloroethylene over Tenax GC at 60°C. ....... 70 Figure 3.8. FTIR/ATR Spectra for n-octane over Tenax GC at 60°C. ........................ 71 Figure 3.9. FI‘IR/ATR Spectra for Thiophene over Tenax GC at 60°C. ..................... 73 Figure 4.1. [3-cyclodextrin Structure and Dimensions. ................................................ 88 Chapter 1 Introduction to the Study of Mass Sensors 1.1. Overview of Chemical Sensors. Chemical sensors are rapidly gaining in importance and acceptance for use as in- situ devices capable of providing real-time information about the chemical composition of various environments. Industrial process streams, hazardous waste sites, or personal exposure may all be monitored using chemical sensors. The ideal chemical sensor provides chemical specificity, high sensitivity, low detection limits, reproducibility, reversibility, durability, and rapid response times. Unfortunately, available technology has been unable to produce a sensor that meets all these requirements. The most challenging aspect of sensor research is the design of a species that can provide chemical specificity to the sensor. Chemical specificity is defined as the ability of the sensor to discriminate selectively for a single target analyte in the presence of other similar analytes. Selectivity in chemical sensors generally arises through the use of selective coatings that interact with analytes in specific ways. The process of molecular recognition is considered to be the ideal level of chemical selectivity. In a review by Thompson et al. [1], the recognition process is described as an associative one-to-one reaction between a selective binding site and a molecule of interest. Chemical sensor based molecular recognition requires an adsorption process taking place on the sensor where the recognition event is then transduced into a useful signal. Since the interactions in the recognition process occur at both the sensor surface and within the selective coating, the transduction mechanism must be sensitive to both these events. Chemical sensors based on optical, thermal, electrical, and mass properties have 2 been described [2-3]. Perhaps the most general transduction mechanism is based on mass. However, the selectivity of mass-based chemical sensors remains, in the view of Nieuwenhuizen and Venema [4], poorly studied or not studied at all." 1.2. Introduction to Mass Sensors 1.2.1. The Piezoelectric Effect The piezoelectric effect was first reported by Jacques and Pierre Curie [5] in 1880. They reported that when certain materials were stressed by a mechanical force an electrical signal was produced. The converse, the application of an electrical signal to a piezoelectric material to produce a deformation in the crystal, was also described. Since the initial discovery of the piezoelectric effect, numerous materials that are piezoelectric have been described. Some of the more common piezoelectric materials are lithium niobate (LiNbO3), lead titanate (PbTiO3), lead zirconate (PbZrO3), and quartz (a-SiOz). Materials which display piezoelectric characteristics do so because of the lack of a center of inversion. Of the 32 known point groups, 20 lack inversion centers, however not all 20 exhibit appreciable piezoelectric characteristics. Because of the lack of center of inversion symmetry, application of a strain distortion leads to a macroscopic charge separation within the solid. The strain and displacement can be equated to the stress and electrical forces acting on the crystal by: D = eE + dT (1.1) S=d'e+sT (1.2) where E is the electrical field gradient, 2 is the electrical permittivity matrix, and d' or d are piezoelectric strain coefficient matrices. Equations 1.1 and 1.2 show that the magnitude 3 of the measurable piezoelectric effect is determined by the values of the piezoelectric coefficients. a-Si02 is the compound most often used for mass sensor applications. Quartz exhibits many desirable properties for chemical sensing applications. It is physically rugged, chemically inert, and inexpensive. Chemical mass sensors utilize both quartz crystal microbalances (QCM) and surface acoustic wave (SAW) devices. QCMs propagate a bulk acoustic wave through a quartz substrate, and the frequency shift observed upon sorption of material can be related to the mass of adsorbed material. SAW devices use surface acoustic waves propagated across the surface of a piezoelectric material in an analogous manner. Mass sensor data presented in this thesis were collected using SAW devices. Thus, only the fundamentals of SAW operation will be described below. 1.2.2. Surface Acoustic Wave (SAW) Devices Surface acoustic waves (SAWS) were first described by Rayleigh in 1855 [6]. Figure 1.1 shows a schematic diagram of a SAW device. The generation of SAWs occur in a piezoelectric substrate when an oscillating potential is applied to a series of interdigitated fingers (IDTs) that have been photolithographically deposited directly on the piezoelectric surface. Deformation of the crystal lattice by the potential applied to the fingers of the IDT causes a strain in the piezoelectric crystal, which is relieved by the launching of a surface acoustic wave. At a distance away from the input IDTs, an opposing set of IDTs receives the wave and converts it back into an electrical signal. The acoustic energy of the SAW is nominally confined within one acoustic wavelength of the piezoelectric surface, and will be affected by the surface of the propagating medium. Therefore surface acoustic waves interact strongly with thin films deposited on the surface . Selective Surface Acoustic Wave Film fl. /g A, / In ut m that. / / . Piezoelectric RF Amp lrfier Substrate Coupler—yfi Frequenc Counter Adapted from Frye, G. C.; Martin, S. J. Appl. Spec. Rev. 1991, 26(1-3), 75. Figure 1.1. A Surface Acoustic Wave (SAW) Device. 5 of the device. The frequency of the surface wave is not altered by interaction with the surface of the crystal, however changes in wave amplitude occur from the coupling of acoustic energy from the surface into the coated layer. The phase of the wave is also affected by a change in the wave velocity. Normal operation of SAW sensors incorporate the device in an oscillator feedback circuit that relates the decrease in frequency to a frequency change. SAW device resonant frequencies are a function of the spacing of the IDT fingers. Current photolithographic techniques allow commercially available SAW based mass sensor device operating frequencies in the 58 to 400 MHz range. An expression that describes the fractional change in wave velocity when a thin film is coated on a SAW device was derived by Auld [7] and modified by Wohltjen [8]. The equation is : . . 4r X+u' Af=k+k,f‘h —kf2h . , 1.3 (l -)o p 20 [Vii (X‘qu J] ( ) where Af is the change in resonant frequency due to a perturbation in the wave velocity by the thin film, kl and R2 are substrate constants, fo is the uncoated resonant frequency, h is the film thickness in meters, p. is the film coating density, X is the Lamé constant, it is the film shear modulus, and VR is the Rayleigh wave velocity. If the term (X + u. ) / (X + 211') is in the range of 0.5 to 1.0 for polymeric coatings above their glass transition temperature, the second term can be dropped since the modulus terms are small compared to the square of the Rayleigh wave velocity. Equation 1.3 can then be simplified to: Af = (k1 + k,)f§hp' (1.4) From equation 1.4, it can be seen that Af is proportional to hp', and mass sensitivity scales with the square of the resonant frequency. 6 Wohltjen and Dessy introduced the SAW device as a chemical sensor in 1979 [9- 11], and Wohltjen [8] described design concerns for SAW device based chemical sensors in 1984. The operation of a SAW device was detailed, and changes in SAW frequency, amplitude, and phases were measured. Measurement of frequency was proposed to be the most useful for a practical device because it provides the best signal to noise ratios. 1.3. Response Modes of Polymer Coated Acoustic Wave Sensors Acoustic wave devices are capable of providing the sensitivity necessary to be useful transducers for chemical sensing applications. However, the bare (uncoated) quartz surface is generally non-selective. A selective chemical sensor can be created by modifying the surface of the acoustic wave device with a selective coating. This modification commonly consists of covalently bound recognition sites, Langmuir-Blodgett films, and organic or inorganic polymeric films. In the case of polymer films, the response of the device is a function of two distinct events. First, the added mass upon adsorption of the analyte affects the propagation of the acoustic wave as discussed above. Secondly, the adsorbed analyte can cause the polymer to swell or contract, which can induce changes in the Viscoelastic properties of the film. These Viscoelastic changes also affect the propagation of the wave and lead to changes in the amplitude, or velocity of the wave. 1.3.1. Response Due to Mass Changes King [12] described the response of a coated quartz crystal microbalance (QCM) in terms of the partitioning of the analyte between the gas phase and the polymer coating. 7 The partition coefficient (K) is a measure of the equilibrium between analyte in the vapor phase and that sorbed in the stationary phase and is given by r<=C%V (1.5) Where Cs is the analyte concentration in the stationary phase and CV is its concentration in the vapor phase. KGUC values are conventionally determined through gas-liquid chromatography (GLC) specific retention volumes using a packed chromatographic column that contains a solid support coated with a thin film of the polymer of interest Research by Grate et al. [13] was targeted at developing correlations between SAW sensor responses with gas-liquid chromatographic (GLC) parameters. An expression for the partitioning occuning on the coating of a SAW device (KSAW) was given as M on K =———” ”n 1.6 5“” Ach, ( ) where Afv is the frequency shift (Hz) due to analyte adsorption, Afc is the frequency shift (Hz) due to the film coating, pfilm is the film density (g/mL), and Cv is the concentration of analyte in the mobile phase (g/mL). A strong correlation was found between the KSAW and KGDC data, but it was found that the KGbC values were consistently lower than stw- 8 1.3.2. Response Due to Viscoelastic Changes The effect of changes in polymer Viscoelastic properties on the frequency response of SAW devices has been investigated by Ballantine and Wohltjen [14]. Based on equation 1.4, it was estimated that a 0.1 pm film of density of l g/mL should cause a frequency shift of 337 kHz on a 158 MHz SAW. It was estimated that if polymer film had a shear modulus (u) on the order of 107 dyne/cm2 the contribution of the second term of equation 1.3 would be ~35 Hz. However, it was estimated that the shear modulus of films on a SAW device could increase several orders of magnitude because the glass transition temperature (Tg) increased due to the high frequency of the piezoelectric device. If the shear modulus increased to 1010 dyne/cmz, the contribution of this change in Viscoelastic properties increases to ~35 kHz. Because of this work, it was proposed that the contribution of changes in Viscoelastic properties could contribute up to 10% of the frequency shift expected only from mass loading effects. Martin and Frye [15] described the use of quartz crystal microbalances (QCMs) for use in polymer film characterization. Rigid films oscillate synchronously with the resonator and respond solely to changes in the film mass. Viscous films oscillate asynchronously with respect to the quartz substrate. This causes the upper regions of the film to lag behind the film/quartz interface oscillation, which in turn induces shear deformations in the film. These deformations, termed resonant damping, cause elastic energy to be stored and dissipated in the film. In this case the resonator no longer functions as a simple microbalance because the resonant damping is a function of film thickness, density, and shear elastic properties. 9 Martin et a1. [16] found that film Viscoelastic preperties also affect SAWs. A simple Maxwell model (Figure 1.2) was used to describe the shear Viscoelastic behavior of polymer films. The shear viscosity (1]) was the viscous element that represented the frictional resistance of polymer chains flowing past each other. The shear stiffness (u) represented restoring forces arising from polymer chains seeking the most probable configuration. .......... Figure 1.2. The Maxwell Model of Shear Viscoelastic Behavior. Solvent adsorption causes plasticization, which reduces the effective viscosity 1] so that Viscoelastic properties change from elastic to viscous behavior. This transition was also observed for the absorption of gas-phase species. Grate et al. [17] have suggested that response of a coated SAW device is dominated by swelling-induced modulus changes in the film. This claim developed from data compiled in comparing KSAW and KGIJC measurements on fluoropolyol, poly(isobutylene), and poly(epichlorohydrin) films. 10 It was observed that KSAW values were consistently higher than KGm values. Equation 1.6 was modified to give a new relationship for the calculation of KSAW values (1.7) The empirical factor of 4 was included in the denominator since the observed sensor response due to analyte induced film swelling was at least three times greater than the expected response to gravirnetric effects. By using the factor of 4 the response would be most accurately predicted. This equation neglects the effect of varying vapor densities on sensor response. It was proposed that polymer swelling affects the response because of a reduction of the film modulus. It was estimated that the modulus of a rubbery polymer could increase from 106 N/m2 to 109 N/m2 when placed on a high frequency SAW device. The work resulted in a model that proposed that the response of polymer coated SAW devices can be dominated by analyte induced swelling of the coated film. Ballantine [18] has investigated the effect of film morphology on the frequency response of polymer coated SAW devices. His work was based on a model proposed by Grate et al. [17] where the frequency shift due to vapor sorption was represented as Afv ___ (AfszKGLC J+ (MSCVKGLC )( ASAW) (18) ps pl. 0' where Afv is the frequency shift of the SAW exposed to a vapor of concentration CV, KGLC is the partition coefficient determined from gas-liquid chromatography, Af‘ is the frequency shift caused by deposition of the coating, p‘ is the density of the polymer coating, pL is the density of the vapor, (1 is the polymer thermal expansion coefficient, and AS AW is the frequency change of a polymer coated SAW due to thermal swelling. The first term of equation 1.8 estimates the increase in mass due to sorption of analyte into the 1 1 film, while the second term estimates a change in frequency due to swelling of the film. It should be noted that this is a qualitative estimate because the effects of thermal swelling are not well established. It was found that increased film thicknesses resulted in more dramatic Viscoelastic effects. It was calculated that a PIB film of a thickness of 1.6 mm was sufficient to induce changes in film resonance as described by Martin and Frye [15]. Typical film thicknesses coated on 158 MHz SAWs were on the order of 0.1 pm, which were predicted to cause a frequency increase of 27 kHz. It was found that the effect of the change in modulus upon analyte sorption are most dramatic in thick (~0.076 um) PIB films and less dramatic for thin («0.026 um) films. In summary, sensor response is a convolution of effects from mass loading and from changes in the Viscoelastic properties of the coating. Unfortunately, there is not a model widely accepted by workers in this field. 1.4. Predictive Models of Sensor Response Due to Partitioning Three models describing the interaction of vapor with coating material presently exist [19]. One model was based on the frequency response of a SAW sensor being a function of analyte boiling point. A second model attempted to correlate the SAW response with the analyte Hildebrand solubility parameter. The third model conelated responses with the magnitude of interaction coefficients determined from linear solvation energy relationships (LSER). 1 2 1.4.1. Boiling Point Model The boiling point model predicts mass sensor response from the boiling point of the analyte. This model is the most basic of the three, and uses molecular weight, density, vapor pressure, and vapor activity coefficients to describe interaction of analytes with films. The model does not consider deviations from ideal vapor-polymer behavior or any selective properties of the film or selective interactions that can occur between a film and an analyte. This work was similar to a study described by King [20], where it was observed that the frequency of coated QCM devices decreased with increasing analyte boiling point. Patrash and Zellers also found that SAW response could be predicted reasonably well using analyte boiling point [19]. 1.4.2. Solubility Parameter Model The solubility parameter model uses analyte Hildebrand solubility parameters to predict sensor response. Hildebrand solubility parameters (8) are derived for specific analytes through a relationship detailed in equation 1.9: 8 = (,ABH- RT)“2 / v“2 (1.9) where 1AgH is the analyte molar vaporization enthalpy and V is the analyte molar volume. The solubility parameter can be thought of as a qualitative measure of the cohesive energy of the analyte. Generally, species with high solubility parameters are miscible with molecules of similar solubility parameters. There are extensive tables of Hildebrand solubility parameters for numerous analytes [21], which makes a model based on these analytes attractive. However, this method also does not adequately describe the interactions between the analyte and polymer coating. 13 1.4.3. Linear Salvation Energy Relationships Grate and Abraham [22] described the use of linear solvation energy relationships (LSERs) to quantify coating material solubility properties. The LSER model is based on 5 distinct intermolecular interactions: dispersion forces, dipole induction interactions, dipole orientation interactions, and hydrogen-bonding interactions and is given as logK = c + aa§+b B§+llogL16 +rR2+snf (1.10) In these studies, the solute is considered to be the analyte, and the solvent is the film into which the solute partitions. The (at;{ parameter is a measure of solute hydrogen-bond acid strength and is derived using values of equilibrium constants for the complexation of acids by reference bases in an inert solvent. The [31; parameter is a measure of solute hydrogen- bond base strength and is determined using values of equilibrium constants for the complexation of bases by reference acids in an inert solvent. The logL16 parameter describes dispersion interactions and is a combination of the energy required to form a cavity in the film, the energy when the vapor fills the cavity, the subsequent film reorganization energy around the vapor, and finally, the resultant attractive interactions between the vapor and the film. R2 is a measure of the ability of a solute to interact with a solvent through It and 1t electron pairs. it? measures the ability of a compound to stabilize a neighboring charge or dipole. A more detailed description of each variable and collections of available solute parameters may be found in the extensive work of Abraham et at. [23-33]. From expression 1.6, the KSAw values can be calculated for each analyte and film. Once these values and the appropriate analyte constants are known, linear solvation energy relationships (LSERs) can be developed by multiple linear regression modeling to l4 determine the values of the constants a, b, c, l, r, and s which describe the solubility interactions taking place between the vapor molecules and the polymer phase on the SAW device. The magnitude of these coefficients is believed to describe the relative contribution of each possible interaction mechanisms between a film and analyte vapor. LSER relationships have been determined for the commonly used gas chromatographic stationary phases [23.24.34]. The use of this body of work as a tool for the selection of coatings for mass sensors has not been described. However, Patrash and Zellers [19] used partition coefficients determined by SAW analysis to determine LSER values for poly[bis(cyanoallyl)siloxane], poly(methylphenylsiloxane), poly(phenyl ether), and poly(isobutylene) films. They also showed that the response of a test analyte could be estimated within 25% from the LSER data. 1.5. Overview of Chromatographic Stationary Phases as Selective Coatings 1.5.1. Classification of Chromatographic Stationary Phases GC stationary phases are typically polymeric materials with low vapor pressures, high thermal stability, and functional groups that impart selectivity towards the gas-phase analytes. Traditional stationary phase characterization methods involve observation of analyte retention and peak elution profiles. Data for numerous chromatographic stationary phases have been compiled into various tables of chromatographic indices. The first system was proposed by Kovats [35] and discussed by Ettre [36]. 15 The Kovats retention index (I) is defined as 1:100 [ log V... - log V... + 100n (1.11) log VN‘ - log VN‘n n+1 where VM is the net retention volume of the sample component, and VN,n+l Vs... are the net retention volumes for two n-alkanes with total carbon numbers n and n+1 which bracket the component. Based on equation 1.11, retention for n-alkanes scaled logarithmically with total carbon number, and a change in 1 carbon in a hydrocarbon homologous series results in a increase of 100 units in I. The broad acceptance of the Kovats retention indices resulted in the characterization and tabulation of numerous stationary phases [37-38]. Rohrschneider [39] also developed an empirical solvent scale that was based on the splitting of polarity into various interaction forces. The scale is based on Al , which is the retention index difference of a solute between a polar liquid phase and a standard nonpolar phase. Squalene was used as the non-polar phase in this work. A first approximation of AI represents the specific interaction forces that occur on the polar phase as follows: N=Za on) where Bi represents the interaction energy for dipole-dipole, induction, and other forces. A detailed derivation of the index can be found elsewhere [40]. Using the AI scheme, McReynolds [41] characterized more than 200 stationary phases using the analytes benzene, 1-butanol, 2-pentanone, nitropropane, and pyridine. A large McReynolds number is indicative of strong retention on a stationary phase, while smaller McReynolds numbers suggest less retention. ”LEI 16 1.5.2. Previous Work with Chromatographic Stationary Phases as Selective Coatings for SAW Sensors King [12] showed that a QCM crystal coated with gas chromatographic stationary phases became a sensitive and selective sorption detector with detection limits of 0.1 ppm for water and 1 ppm for xylene. The QCM sorption detector at room temperature had a linear sensor response, and the response for a squalene coated device increased with analyte boiling point. King defined selectivity as the ability of the sensor to discriminate between xylene and water in a stream of nitrogen. Carbowax 20M, Apiezon grease, SE-30, and QF-l stationary phases were studied as selective coatings for 802 [42-43]. Carbowax coated mass sensors have been reported to be selective for aromatics, n-alkanes, alcohols, and ketones [44-46], chloroform and toluene [47], mononitrotoluene [48], toluene in air [49], toluene and acetone in air [50] nitrobenzene [51], and water [52]. These experiments studied the interaction of neat analytes. It was found that mixtures of analytes caused increased sensor responses, and it was difficult to distinguish between species using sensor responses. Edmonds and West [47] found that sensor sensitivity and selectivity for chloroform was related to the polarity of the coating, with Carbowax 20M being the most sensitive, followed by dionylphthalate and Apeizon—M. Carbowaxes and poly(ethylene glycols) are considered to be very polar phases that retain polar analytes capable of hydrogen bond interactions. The increased sensor response reported for alkanes and toluene contradicts this fact. It has also been proposed that a chromatographic stationary phase can be chemically modified to enhance its response to target analytes. Alder and Isaac [53] investigated polyethylene glycol (PEG) coated QCM devices for use as toluene 17 diisocyanate sensors. Based on infrared spectroscopic results, a mechanism that involved a slow, reversible interaction between the hydroxyl group of the polymer and the isocyanate group was proposed. Chemical modification of the poly(ethylene glycol) film was examined as a method to tune the selectivity to the target analyte while reducing the response to water interferences The PEG was reacted with thionyl chloride, which resulted in the chlorination of the hydroxyl endgroups. The modified film response to toluene diisocyanate was found to be reversible and faster, while the response to humidity was markedly decreased. Ballantine et al. [54] correlated SAW sensor responses with solubility properties and chemical properties using pattern recognition techniques. The interaction of 11 analytes including organic vapors, water, and toxic organophosphorous compound analogs were studied on eleven films. Sensitivity to dimethyl methylphosphonate (DMMP) was markedly increased on most films, and was proposed to be due to a dipolar or polarizibility interaction. Rose-Pehrsson et al. [55] and Grate et al. [56] continued working on the detection of hazardous vapors using pattern recognition techniques. The responses of dimethyl methylphosphonate (DMMP) and N-N-dimethylacetamide (DMAC) were distinguishable from lower boiling point interferences from 2-butanone and 1- butanol. The interactions of these species was proposed to involve hydrogen bonding between analytes and the film. Grate et al. [56] studied the responses of coated SAW devices to trace organophosphorous and organosulfur vapors. A portable system for automated sample analysis was described that included a thermal desorption polymeric pre-concentration traps, an array of coated SAW devices, and a computer to perform pattern recognition analysis. 1 8 1.6. Experimental Methods 1.6.1. Sensor Test Apparatus There are two commonly used techniques to expose the acoustic sensor to the analyte of interest Analyte can be introduced to the sensor cell as either a constant stream or as a single pulse. A sensor that uses a continuous analyte stream relies on equilibrium between the vapor phase and the coated film before measurements are made. Responses in this mode are typically square shaped with the equilibrium occuning over several minutes. Pulsed analyte delivery provides a narrow plug of analyte that interacts with a film and causes spiked response profiles. The shape of the peak can be used to infer interaction between the film and the analyte. Peaks that are slow retuming to the original baseline (tailing) indicate slow diffusion of analyte from the film or strong interactions between the analyte and the film. Sharp, symmetric peaks indicate minimal interaction, and a peak that does not return to the original baseline can indicate irreversible bonding or changes in the film properties. A schematic of the gas system and sensor cell used in this work appears in Figure 1.2. 1.6.2. Fourier Transform Infrared (FTIR) / Attenuated Total Reflectance (ATR) Spectroscopy Fourier transform infrared (FTIR) spectroscopy is used to observe interactions between analyte and polymer, infer modes of analyte/polymer interactions, and observe changes in polymer morphology. Traditional FITR spectroscopy sampling techniques involve transmission sampling. Sample preparation techniques for transmission infrared studies of thin films include cast films, pressed pellets, and Nujol mulls. A more recent l9 0 Injection Syringe 8 l M . S Heated GC Injector Heated Transfer Line N 2 M Test Cell F C Figure 1.3. Sensor Gas Handling System. MS = Molecular Sieve, MFC = Mass Flow Controller 20 sampling technique useful for the study of thin films is attenuated total reflectance (ATR) sampling. Attenuated total reflectance sampling has been described by Fahrenfort [57] and Harrick [58-59]. Total internal reflection occurs when light traveling through an optically dense medium reaches a boundary with an optically less dense medium. If the angle of incidence (6i) is greater then the critical angle (Go) all of the incident radiation will be internally reflected. The critical angle is determined by sin6c=n%l (1.13) where nland n2 are the refractive indices of the optically dense and optically less dense medium, respectively. The medium in which the beam propagates is called the internal reflection element (IRE). At each reflection, an evanescent wave propagates a short distance into the less dense optical medium, interacts with the coated film, and is attenuated by absorption. Multiple interactions between the main beam and a probed sample increase the observed signal-to-noise (S/N) ratio. The penetration depth (dp) of the evanescent wave is a function of wavelength and refractive indices of the IRE and sample and is calculated by d = 7» (1.14) p 21t(sin2(x - (112 Inf)“2 where tip is the penetration depth of the evanescent wave at wavelength 7)., sinzot describes the angle of incidence between the infrared beam and the IRE, and n, and 112 are the index of refraction for the IRE and the sample. The ZnSe IRE used in this work has an index of refraction of 2.42. If a sample has an index of refraction of 1.5, the penetration depth of the evanescent wave is approximately is 0.32 pm at a frequency of 21 1500 cm‘l. If the penetration depth of the evanescent wave is the close to the film thickness, observation of interactions at the interface between the film and its surrounding environment are possible. FTIR/ATR has been used to examine the macroscopic and surface structures of thin film polymers [60-62]. Information regarding chain structure, film morphology, and bonding modes can be obtained from conventional ATR analysis [63-66]. Rates of diffusion of liquid samples into polymer films have also been measured [67,68], and diffusion of gaseous and liquid analytes in polymer matrices have been observed [69]. In addition polymer coated internal reflectance elements have been used to concentrate a solute in aqueous solution for analysis by FI'IR [70]. In all of the above references, the researchers concentrate on the spectrum of the analyte and not the impact of the analyte on the structure or absorbance of the polymer. 1.7. Focus of Research The goal of this research is to observe the response of chromatographic stationary phases as coatings on SAW sensors. A wide range of analytes chosen to represent various functional groups and a wide range of boiling points will be used to compare the sensor responses with known chromatographic behavior. In order to fully understand the mechanism of SAW device response, a thorough investigation into the fundamentals of film/analyte interactions is needed. This research will focus on understanding the fundamental processes occuning between the film and analyte. Characterization of chromatographic stationary phases with similar functionality and/or similar backbone structures using SAW sensor measurements, in-situ Fl‘IR/ATR experiments, and linear solvation energy relationships (LSER) will be performed. 22 The effect of changes in polymer Viscoelastic properties upon the sorption of analyte will also be examined by a comparison of SAW sensor responses and in-situ infrared spectroscopic experiments. An understanding of the effects of Viscoelastic changes in the polymer film on the observed sensor response will allow examination of the role and limits of film selectivity on mass sensor response. When all experiments are compiled, compared, and contrasted, correlations between SAW sensor response and the macroscopic and molecular properties of analytes and analyte/film interaction will be drawn. This information will be used to better understand the observed responses of polymer coated SAW sensors in real-world sensing situations. WEE-em 3 1.8. 99999!" 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. 20. 21. 22. 23. 24. 25. 26. 27. 28. 23 References Thompson, M.; Frank, M. D.; Heckl, W. M.; Marassi, F. M.; Vigmond, S. J. Chemical Sensor Technology, Vol. 2 T. Seiyama ed., Elsevier, Amsterdam, 1989, 237-254. Edmonds, T. E., ed. Chemical Sensors Chapman and Hall, New York, 1988. Janata, J. Principles of Chemical Sensors Plenum Press, New York, 1989. Nieuwenhuizen, M. S.; Venema, A. Sensors and Materials 1989, 5, 261. Guilbault, G. 6.; Jordan, J. M. CRC Crit. Rev. Anal. Chem 1988, 19, l. Rayleigh London Math. Soc. 1885, 7, 4. Auld, B. A. Acoustic Fields and Waves in Solids Ch. 12, Wiley-Interscience, T New York, 1973. Wohltjen, H. Sensors and Actuators 1984, 5, 307. Wohltjen, H.; Dessy, R. Anal. Chem. 1979, 51, 1458. Wohltjen, H.; Dessy, R. Anal. Chem 1979, 51, 1465. Wohltjen, H.; Dessy, R. Anal. Chem. 1979, 51 , 1471. King, W. H., Jr. Anal. Chem 1964, 36, 1735. Grate, J. W.; Snow, A.; Ballantine, D. 8., Jr.; Wohltjen, H.; Abraham, M. H.; McGill, R. A.; Sasson, P. Anal. Chem 1988, 60, 869. Ballantine, D. 8., Jr.; Wohltjen, H. IEE Ultrason. Symp. 1988, 559. Martin, S. J.; Frye, G. C. IEEE Ultrason. Symp. 1991, 393. Martin, S. J.; Ricco, A. J.; Frye, G. C. 1990 Solid State Sensor & Actuator Workshop, ACS Spring Meeting, San Francisco. Grate, J. W.; Klusty, M.; McGill, R. A.; Abraham, M. H.; Whiting, G.; Andonian- Haftvan, J. Anal. Chem 1992, 64, 610. Ballantine, D. S., Jr. Anal. Chem. 1992, 64, 3069. Patrash, S. J .; Zellers, E. T. Anal. Chem. 1993, 65, 2055. King, W. H., Jr. Anal. Chem 1964, 36, 1735. Barton, A. F. M. Handbook of Solubility Parameters and Other Cohesion Parameters CRC Press, 1991. Grate, J. W.; Abraham, M. H. Sens. & Act. B. 1991, 3, 85. Abraham, M. H.; Whiting, G. S.; Doherty, R. M.; Shuely, W. J. J. Chem. Soc. Perkin. Trans. 2 1990, 1451. Abraham, M. H.; Whiting, G. S.; Doherty, R. M.; Shuely, W. J. J. Chromatogr. 1990, 518, 329. Abraham, M. H.; Grellier, P. L.; Prior, D. V.; Morris, J. J.; Taylor, P. J. J. Chem. Soc. Perkin. Trans. 2 1990, 521. Abraham, M. H.; Grellier, P. L.; Prior, D. V.; Duce, P. P.; Morris, J. J .; Taylor, P. J J. Chem Soc. Perkin. Trans. 2 1989, 699. Abraham, M. H.; Duce, P. P.; Grellier, P. L.; Prior, D. V.; Morris, J. J.; Taylor, P. J. Tetrahedron Lett. 1989, 29, 1587. Abraham, M. H.; Grellier, P. L.; Prior, D. V.; Monis, J. J.; Taylor, P. J .; Laurence, C.; Berthelot, M. Tetrahedron Lett. 1989, 30, 2571. 29. 30. 31. 32. 33. 34. 35. 36. 37. 38. 39. 40. 41. 42. 43. 45. 46. 47. 48. 49. 50. 51. 52. 53. 54. 55. 24 Abraham, M. H.; Grellier, P. L.; McGill, R. A.; Doherty, R. M.; Kamlet, M. J.; Hall, T. N.; Taft, R. W.; Carr, P. W.; Koros, W. J. Polymer 1987, 28, 1363. Abraham, M. H.; Grellier, P. L.; McGill, R. A. J. Chem Soc. Perkin. Trans. 2 1988, 523. Abraham, M. H.; Grellier, P. L.; Prior, D. V.; Duce, P. P.; Morris, J. J.; Taylor, P. J J. Chem Soc. Perkin. Trans. 2 1989, 699. Kamlet, M. J.; Abboud, J-L, M., Abraham, M. H.; Taft, R. W. J. Org. Chem 1983, 48, 2877. Patte, F.; Etcheto, M.; Laffort, P. Anal. Chem 1982, 54, 2247. Abraham, M. H.; Whiting, G. S.; Doherty, R. M.; Shuely, W. J. J. Chromatogr. 1991, 587, 229. Kovats, E. Helv. Chim. Acta 1958, 41, 1915. Ettre, L. S. Anal. Chem. 1964, 36, 31A. Schupp, O. E. ed. Compilation of Gas Chromatographic Data ASTM, Philadelphia, 1967. McReynolds, W. 0. Gas Chromatographic Retention Data Preston Publishing, Evanston, IL., 1968. Rohrschneider, L. J. Chromatogr. 1966, 22, 6. Karger, B. L.; Snyder, L. R.; Horvath, C. An Introduction to Separation Science Wiley and Sons, New York, 1973, pp. 211-246. McReynolds, W. O. J. Chrom. Sci. 1970, 8, 685. Guilbault, G. G.; Lopez-Roman, A. Environ. Lett. 1971, 2, 35. Janghorbani, M.; Freund, H. Anal. Chem 1973, 45, 325. Karasek, F. W.; Gibbins, K. R. J. Chromatogr. Sci. 1971, 9, 535. Karasek, F. W.; Guy, P.; Hill, H. H.; Tiemay, J. M. J. Chromatogr. 1976, 12, 179. Karasek, F. W.; Tiemay, J. M. J. Chromatogr. 1974, 89, 31. Edmonds, T. E.; West, T. S. Anal. Chim. Acta 1980, 117, 147. Tomita, Y.; Ho, M. H.; Guilbault, G. G. Anal. Chem 1979, 51, 9. Ho, M. H.; Guilbault, G. G.; Reitz, B. Anal. Chem 1980, 52, 1489. Am, D.; Amati, D.; Blom, N.; Ehrat, M.; Widmer, H. M. Sensors and Actuators B 1992, 8, 27. Sanchez-Pedreno, J. A. 0.; Drew, P. K. P.; Alder, J. F. Anal. Chim. Acta 1988, 207, 285. King, B. MSc Thesis University of Manchester Institute of Science and Technology, 1984. Alder, J. F.; Isaac, C. A. Anal. Chim Acta 1981, 129, 163. Ballantine, D. 8., Jr.; Rose, S. L.; Grate, J. W.; Wohltjen, H. Anal. Chem 1986, 58, 3058. Rose-Pehrsson, S. L.; Grate, J. W.; Ballantine, D. 5., Jr.; Jurs, P. C. Anal. Chem. 1988, 60, 2801. 56. 57. 58. 59. 60. 61. 62. 63. 64. 65. 66. 67. 68. 69. 70. 25 Grate, J. W.; Rose-Pehrsson, S. L.; Venezky, D. L.; Klusty, M.; Wohlthen, H. Anal. Chem 1993, 65, 1868. Fahrenfort, J. Spectrochim Acta 1961, 17, 698. Harrick, N. J. Ann. N. Y. Acad. Sci. 1963, 101, 928. Harrick, N. J. J. Opt. Soc. Amer. 1965, 55, 851. Holland-Moritz, K.; Siesler, H. W. Appl. Spectosc. Rev. 1976, 11, 1. Smith, A. L. Applied Infrared Spectroscopy John Wiley & Sons, New York, 1979. Fieldson, G. T.; Barbari, T. A. Polymer 1993, 34, 1146. Ito, M.; Pereira, J. R. C.; Porter, R. S. J. Polym. Sci, Polym. Lett. 1982, 20, 61. Kuhn, K. J .; Hahn, B.; Percec, V.; Urban, M. W. Appl. Spectrosc. 1987, 41, 843. Popli, R.; Dwivedi, A. M. J. Appl. Polym Sci. 1989, 37, 2469. Evanson, K. W.; Urban, M. W. J. Appl. Polym Sci. 1991, 42, 2287. Xu, J. R.; Balik, C. M. Appl. Spectrosc. 1988, 42, 1543. Semwal, R. P.; Rao, N. B. S. N.; Hajela, B. P. Spectrochim Acta 1992, 48A, 1045. Heinrich, P.; Wyzgol, R.; Schrader, B.; Hatzilazaru, A.; Lubbers, D. W. Appl. Spectrosc. 1990, 44, 1641. Meuse, C. W.; Tomellini, S. A. Anal. Lett. 1989, 22, 2065. Chapter 2 The Effect of Elastic Properties on the Response of Carbowax 20M Coated Surface Acoustic Wave (SAW) Devices 2.1. Introduction The mass sensitivity, ruggedness, and size of piezoelectric based mass sensors makes them attractive for use as chemical sensors. One type of device based on surface acoustic waves (SAW) has mass detection limits on the order of 1 ng with signal-to-noise ratios of greater than 20:1 [1]. The frequency response of these devices has been determined to be a function on both mass loading and film elastic properties and is given as follows [2-3]: _ 2 ._ 2 4u'{7t'+u' Af-(k1+k2)fohp worth; 04211)) (2.1) where Af is the change in resonant frequency (response), k1 and k2 are substrate constants, fo is the uncoated resonant frequency, h is the film thickness, p' is the film density, X is the Lame constant, it. is the film shear modulus, and VR is the Rayleigh wave velocity. The first term describes the mass loading effects on the device response and is a function of added mass since the product hp' is the mass per unit area on the device. The term (X + 11.)“); + 211') describes film elastic properties. If it is in the range of 0.5-1.0, and the polymer is above its glass transition temperature, it is usually ignored since the modulus terms are small compared to the square of the Rayleigh wave velocity. The inclusion of material constants for quartz and the dropping of the second term reduces equation (2.1) to a widely used working form given as: Af = -1.26 x 106 fjhp (2.2) 26 27 Because of the difficulty in predicting and determining the effects of the second term of equation (2.1), equation (2.2) has been widely used to determine the mass response of polymer coated SAW devices. However, numerous workers noted that a change in polymer Viscoelastic properties affects the propagation of acoustic waves in piezoelectric mass sensors [2-11]. Work by Grate et al. [6] correlated SAW device responses with analyte induced changes in the modulus of the selective polymer coating. This resulted from correlating SAW device response data with data taken from partitioning data as observed using gas-liquid chromatography, which was being studied for use as a predictive tool to characterize the SAW device response properties of polymers. They found that the response observed using GLC correlated well with that observed on SAW devices, however the responses of the polymer coated SAW devices were consistently higher than observed from the GLC data. Based on this increase, it was suggested that the sorption of analyte vapor into the polymer coated on the SAW device decreased the modulus of the film. By decreasing the modulus of the coating, the resonant frequency of the SAW device decreases due to damping of the SAW into the softer film. This decreased modulus resulted in a frequency shift that was larger than could be explained simply by mass loading effects. These results suggested that the second term of equation (2.1) cannot be ignored. In fact, they proposed that analyte induced swelling of the polymer affected the propagation of the SAW to an extent that had not been previously described. In order to determine the effect of analyte sorption on changes of the Viscoelastic properties of coatings used for SAW devices and the corresponding effects on SAW device responses a film whose selectivity characteristics as both a coating on SAW devices and in bulk techniques, is needed. A film that fulfills these criteria is Carbowax 20M. It is a widely used gas chromatography stationary phase that separates analytes on the basis of analyte molecular polarity and through hydrogen bond interactions. Because of its high 28 polarity and chromatographic selectivity towards polar compounds, Carbowax 20M has also been studied as a selective coating for acoustic wave devices. Carbowax coated devices have been reported to be selective for xylenes [12], chloroform [13], nitrobenzene [14], styrene [15], toluene [16], mononitrotoluene [17], as well as acetone and chloroform [18]. It is important to note that much of the previous work involved studying the selectivity under careful controlled conditions using a limited set of target analytes. Additionally, some of these selectivity claims [12,15-16] contradict selectivity predicted from chromatographic properties because the compounds are non-polar and unable to interact with Carbowax through hydrogen bonding. The goal of this work is to study the interactions that occur between a Carbowax 20M coated SAW device and a series of 18 target analytes that were chosen so that a variety of chemical functional groups and a range of analyte boiling points could be examined. A pulsed injection system was used to introduce narrow gas phase analyte pulses into a thermostatically controlled test cell. The response of the coated SAW devices were compared to data from in-situ Fourier transform infrared spectroscopy (FTIR) using attenuated total reflectance (ATR) sampling experiments which provided insight into the effect of changes in polymer morphology on the response of the SAW device. These comparisons will provide a better understanding of the effect of analyte induced changes in film Viscoelastic properties on the response of polymer coated SAW devices. 2.2. Experimental Methods Reagents. Carbowax 20M (MW=20,000) was obtained from Aldrich Chemical Company and used as received. The set of probe analytes used in this work is given in Table 2.1 and includes five compounds used by McReynolds [19] to characterize chromatographic stationary phases (benzene, butanol, 2-pentanone, nitropropane, 29 pyridine), a homologous series of hydrocarbons (n-hexane, n-heptane, n-octane, n- nonane), and aromatic, alcohol, and aromatic heterocycles. Also included in Table 2.1 are solvatochromic parameters for these analytes. These parameters are used to describe the relevant molecular interactions that are possible for a specific analyte through hydrogen bond donation (or), hydrogen bond acceptance (B), dispersion interactions (logL‘é), electron donation/acceptance (R2), and charge stabilization (it? ). A more detailed description of each variable and collections of parameters may be found in the extensive work of Abraham et al. [20-34]. All probe analytes (>99% purity) were obtained from Aldrich Chemical Company and used as received. Surface Acoustic Wave (SAW) Device. SAW results were obtained using 200 MHz resonator devices manufactured by Femtometrics, Inc. (Costa Mesa, CA). The devices are packaged in an array configuration that consists of six separate resonators permanently mounted on one header that plugs into a motherboard containing the individual resonator electronics. A separate reference oscillator is contained on the motherboard. The 200 MHz resonators exhibit a resonant frequency shift of approximately 904 Hz when perturbed by a surface mass change of 1 nanogram [35]. The SAW array and reference chips were plugged into a motherboard that provides power, oscillating potential, and feedback circuitry to the sample and reference devices. Data acquisition and processing was accomplished using an IBM PC compatible computer and control software (Freq6., Femtometrics Inc.). The signals acquired were: the individual resonator beat frequencies, which is a difference between the reference and individual resonator frequencies. The data files for the array were then further processed using an in-house developed peak processing routine under LabView (National Instruments, Inc., Austin, TX). 30 2&5 cod 8.: Ed and N3 8.: cod .2 .o cod and $0 8.: :3 3.: 8.: we: 2.: N: 92333: M: .v cod 0E:::>< 82 mod cad ww.m cod mwd Rd com wed and mod 33“ 3 .3 Sum med 5 .m cod cod mad cod 2 d on; and 5d cad SN 3 .o 5N cod 5.6 $6 omd CW: 24 2 0:260:08— fiw:0.=m 000m Some—305 “Eeni cod cod cod cod hmd cod cod cod cod cod cod mmd cod cod cod med wed 505% 23.. 28-: #3 fimfi 02 #3 OS w: c: _: 2: we E SW mm 5 em 00 no cm 05%: 0530:: Beta 0:88-: 053508020050: 0:305:58 353.5; 053.3 0:038 0:053:09m 0:33;: 0535080205 0:23.03: 6:03:32 0:80:20? 0:3:0: 0:30;: 3550:: 0:900: @8309 22% BSD EON $33.80 go 865% :8 033 830032 0305 CF‘NMV‘WOI‘OO v—rv—tv—tv—tv—rv—tv—rv—rv—r NMVWOFOOG v—t AN 035. 31 Prior to coating, SAW resonators were cleaned by solution soaking and ozone cleaning. The solution soaking involved rinsing the device with dry acetone, followed by separate 30 minute soaks in dry toluene and electronic grade isopropanol. The device was then allowed to dry in air. The dry device was then treated for 30 minutes in an ozone cleaner (UV Ozone Photoreactor PR-100, UVP Inc., New Jersey), followed by a 30 minute isopropanol soak. For the final drying step, the device was kept in a dessicator. Films for use in surface acoustic wave (SAW) experiments were spray cast from 1 mg/mL chloroform solutions using an air brush with dry nitrogen (99.95%, AGA Gas Co.) as a canier gas. The films were deposited while the sensor device was oscillating to allow observation of the frequency shift due to the mass of film deposited. Typical SAW device coatings resulted in a 150 kHz frequency shift, which equals approximately 166 ng. The film thickness was approximately 100 A Sensor Test Apparatus. A schematic diagram of the experimental apparatus is shown in Figure 2.1. The sensor test cell was machined from aluminum and has a volume of ~8 mL. The lid and body were joined using stainless steel bolts and sealed with a thin Teflon gasket. Electrical feedthroughs allowed the SAW device to be placed inside the cell, with the feedthrough pins making electrical connection to the oscillator circuit. Analytes were introduced into the system by syringe injection and reached the sensor device as a narrow plug. Operating conditions were 40 mUmin of dry N2 flow (99.95%, AGA Gas Co.) throughout the system, sample injector temperature of 250°C, and a test cell temperature of 60°C. The temperature of the test cell was controlled by heating the cell transfer line with nichrome wire and was monitored using a K-type thermocouple positioned in the center of the cell. The injection volume used for each analyte was varied depending on the magnitude of sensor response so that the maximum frequency difference was below 300 kHz. At least six injections of each analyte were made to insure reproducibility, and analyte injection order was varied to minimize the effect of analyte order on the sensor response. Three different Carbowax 20M coated SAW devices were 32 Gas Handling System Teflon Gasket \/ Injector \ Aluminum // / Blocks Inlet Figure 2.1. Schematic diagram of SAW experimental apparatus. 33 examined. Observed Carbowax 20M SAW device frequency responses typically had relative standard deviations of less than 10%. The frequency of the SAW devices was measured during exposure to analyte vapor plugs. The observed frequency shift was then used to calculate the response of the SAW device based on observed frequency shift (Hz) per umole of analyte injected, which normalizes the responses. We plotted SAW response (Hz/umole) versus analyte boiling point (°C), which allows observation of analyte condensation on SAW device responses. Fourier Transform Infrared Spectrosc0py ( FT IR) Analysis. A Mattson Galaxy 5020 FTIR spectrometer equipped with a wideband mercury cadmium telluride (MCT) detector was used to collect IR spectra of analytes, polymer films, and analytes sorbed in films. The spectrometer is equipped with a modified attenuated total reflectance (ATR) accessory (Specac, Inc.). The ATR accessory is a HPLC detector that has been modified to perform analyte-filth studies. The attachment consists of a 500 uL flow thru cell in contact with a ZnSe internal reflection element (IRE) (Specac Inc.) contained in a temperature controlled water bath held at 60°C. The flow-thru fittings of the cell have been changed to accommodate 1/4" stainless steel inlet and outlet fittings that are connected to a gas handling system. The inlet of the ATR cell is connected to a sample injector with a 1/4" stainless steel transfer line. The injector and transfer line are heated to 250°C. Analytes were injected as 1.0 11L pulses into a 20 mUmin flow of dry nitrogen (99.95%, AGA Gas Co.) FTIR/ATR spectra were collected with 4 cm‘1 resolution. A software package supplied by Mattson (FIRST Macros) was modified to collect time dependent IR data. A spectrum of the coated ATR element is used as the background for further data collection. The modified software collects eighty spectra (each spectrum is the sum of 10 scans taken at one second intervals) following the injection of each analyte. Using this data collection method, a decrease in peak absorbance (i.e., a “negative” peak) suggests that the analyte affects the properties of the original coating by decreasing the 34 amount of film being observed. An increase in peak absorbance (a “positive” peak) indicates that the analyte/film interaction involves increasing the amount of film being observed. 2.3. Results SAW Response Magnitudes. The variation in sensor responses as a function of analyte boiling point for a Carbowax 20M coated SAW device at 60°C is shown in Figure 2.2. The average response of three uncoated devices with the analyte set (open circles, dotted line) and similar data for Carbowax coated devices (closed circles, solid line) are plotted on the same axes. The response for the uncoated device generally increases in a smooth trend with increasing analyte boiling point, with responses to toluene (#11), pyridine (#12), l-butanol (#13), nitropropane (#14), and tetrachloroethylene (#15) forming a spike in the smooth trend. The response for the Carbowax coated SAW devices (closed circles) exhibit deviations from the trend observed for the blank devices. Analytes exhibiting increased response relative to the uncoated device are pyrrole (#17), and nonane (#18). The responses to n-hexane (#3), n-heptane (#9), and n-octane (#16) were very close to those observed on the blank devices. With the exception of n-hexane, n- heptane, and n-octane, analyte responses were always greater on the Carbowax 20M coated SAW devices that they were on the blank devices. Another way to look at this data involves using response ratios (Table 2.2). We use a response ratio that is the response of the Carbowax coated SAW divided by the 35 Resptrse (Hz/ undo) B n. P 0 :‘c Figure 2.2. Response of Carbowax 20M coated SAW (0) and blank SAW (0) devices at 60°C. 36 ms :2 3: 05.89: 2 mm we 9.: saga 2 o: «a. a9. 23.8.: E 2. E Rom 8238520802 a E 5.: $9. 05.885: 3 mm mm: Be. 6533.: 2 E w: : $9. 26:3 2 em 2 m SS 0522 _ _ Q cam wee acousaas 2 5 mm: SN 823;-.. a we. we we. 82308253 w as m: m: _ 828:: e an a me. 35:88.: 0 3. .9. S. 05.6535 m B me E. 0528 a. S 3. mm 052.: m 3 z. m: 355...... N am 3. m: 28.8.. : 35:38 5.3238 eeesfiE Eoeéfiv 9:39.. Benz semi ovum 00:0am0m 0m:o%0m 22m 00:303. >35 as: 22 5.38.8 meanw— 0m:e%0m 00m>0Q >>99+% purity) were obtained from Aldrich Chemical Company or J. T. Baker and used as received. Surface Acoustic Wave (SAW) Device. SAW results were obtained using 200 MHz resonator devices manufactured by Femtometrics, Inc. (Costa Mesa, CA). The devices are packaged in an array configuration consisting of six separate resonators permanently mounted on a header which plugs into a motherboard that contains the individual resonator electronics. A separate reference oscillator is contained on the 56 motherboard. The 200 MHz resonators exhibit a resonant frequency shift of approximately 904 Hz when perturbed by a surface mass change of 1 nanogram [40]. The SAW array and reference chips were plugged into a motherboard that provides power, oscillating potential, and feedback circuitry to the sample and reference devices. Data acquisition and processing was accomplished using an IBM PC compatible computer and control software (Freq6., Femtometrics, Inc.). The signals acquired were the individual resonator beat frequencies, which is a difference between the reference and individual resonator frequencies. The data files for the array were then further processed using an in-house developed peak processing routine under LabView (National Instruments, Inc., Austin, TX). Prior to film coating, SAW resonators were cleaned by solution soaking and ozone cleaning. The solution soaking involved rinsing the device with dry acetone, followed by 30 minute soaks in dry toluene and electronic grade isopropanol. The device was then allowed to dry in air. The dry device was then treated for 30 minutes in an ozone cleaner (UV Ozone Photoreactor PR-100, UVP Inc., New Jersey), followed by a 30 minute isopropanol soak. For the final drying step, the device was kept in a dessicator. Films for use in surface acoustic wave (SAW) experiments were spray cast from 1 mg/mL chloroform solutions using an air brush with dry nitrogen (99.95 %, AGA Gas Co.) as a carrier gas. The films were deposited while the sensor device was oscillating to allow observation of the frequency shift due to the mass of film deposited. Typical SAW device coatings resulted in a 150 kHz frequency shift, which corresponds to a film thickness of approximately 100 A. cod cod Rd $6 mod 3 d mvd cod med 3 .o and cod 3 .o cod 5.6 and 8d odd med wad 3d mnm mad Ed ad ad 8d 8d add med odd de odd Ed Ed Ed 0: 8d odd :d M ed and odd dmd med :3 ad ad 02 dd Rd dd de Ed 93 8d 8d SN 3d wad 8d Sd :d and 3 285 55:58 826825 530:me 5w:0:m 03m 0:092 cod cod cod hmd cod cod cod cod cod cod mmd cod cod cod med 3d 588m 23. 88-: cm: 5: GQ w: c: :— 2: 8%: 0:88-: 053509520050: 0:30.505: 6:83- _ esdEd 0:039 0:::S:0:-m 05030:: 0535080203 0:02:25 8:30.58: 0:008:20? 0:3:0: 0:30;: 65:50:: 0:9000 d00_>0fl >97