Metal/Metal-Oxide Nanoclusters for Gas Sensor Applications.
A sensor is a device that produces a response upon exposure to some stimulus through introducing functionally related output. The response is an alert in one or more of the sensor properties such as mass, electrical conductivity, and capacitance. Therefore, sensors enable us to monitor the environment around us and to use that information for different purposes . Nanotechnology is enabling the production of efficient sensors with broad range of applications. The unique properties of the nanomaterials make them suitable candidates for sensitive detection of chemical and biological species  because they exhibit great adsorptive capacity due to the large surface-to-volume ratio, produce great modulation of the electrical signal upon exposer to analytes due to the great interaction zone over the cross sectional area (Debye length), enable tuning electrical properties by controlling the composition and the size of the nanomaterial, and ease configuration and integration in low-power microelectronic systems.
In this review we will focus on the conductometric (or resistive) transducers. Therefore, the review will introduce the operation principle of the nanostructure conductometric gas sensors and the fabrication of nanocluster devices. Next, recent progress in conductometric nanocluster gas sensors will be presented. Lastly, the review will be summarized with possible future developments in gas sensors.
2. Nanostructure Conductometric Gas Sensors
Nanomaterials are classified depending on their dimensions into three categories: zero-, one-, and two-dimensional nanomaterials. In order to use those materials for gas sensing applications, they should have suitable composition and morphologies . This review focuses on nanomaterials of zero-dimensions (or nanoclusters). Nanoclusters are defined as aggregates of atoms (or small nanoparticles) that are in nanometer size and their properties are different from their bulk equivalents. The synthetic conditions to obtain nanoclusters are so broad, ranging from chemical methods at different temperatures and/or pressures to physical methods where nanoclusters could be formed from the atomic vapor.
A conductometric transduce consists of (i) layer of gas sensitive material, (ii) substrate, (iii) electrodes to measure the electrical signals, and (iv) heater. The basic structure of a typical conductometric transducer is shown schematically in Figure 1. The contacts could be of Ohmic or Schottky type, and their geometry controls the sensor operational mode. The conductance (or the resistance) of the sensor is dependent on the properties of the sensitive material, concentration of the target gas, and the measurement parameters such as the temperature and applied voltage. The reaction of the target gas with the sensitive material takes place at different sites of the structure depending on the morphology and is transduced into electrical signal.
The gas sensitive material could be made of bulk or grains that have sizes in the micro- or nanorange. The sensitive material could be completely or partially depleted depending on its thickness, porosity, and the Debye length AD. Various sensitive materials are prepared and deposited as thick film, thin film, or incorporated into transducers for gas sensing applications [4-9]. The sensor performance depends on the porosity and the sensitivity of the material. In addition, charge transport depends on the percolation path through intergranular regions. Therefore, by changing small details in the preparation process, each sensor differs in its sensing characteristics.
The sensitive layer could be compact of porous material; see Figure 2 . When the sensitive layer consists mainly of compact material with a thickness larger than the Debye length, it can only partially be depleted when exposed to a gas; thus, the interaction does not affect the entire sensitive layer. Accordingly, two levels of the resistance into parallel are introduced with only the underneath layer of the sensitive layer being in contact with the electrodes. Therefore, thin porous sensitive layer should function better for the gas sensing application.
A main advantage of the gas sensors made of porous nanostructured thin films is that the volume of the nanostructure is accessible to the gases where the active surface is much higher than the geometric one, unlike the sensors made of compact layers where the interaction takes place only at the surface layer of the sensor (this is the case for most of the thick film based sensors). For gas sensors with nanostructured porous structure, where necks might be present between the grains, it is possible to have interaction between the target gas with surface/bulk for large necks, grain boundaries for large grains, and flat bands for small grains and small necks. For small grains and narrow necks a surface influence on charge carrier mobility should be taken into consideration when the mean free path of free charge carriers becomes comparable with the dimension of the grains. The number of collisions experienced by the free charge carriers in the bulk of the grain becomes comparable with the number of surface collisions. Consequently, the number of collisions may be influenced by adsorbed species acting as additional scattering centres.
Contacts in gas sensors made of thin film of nanoclusters have dominating effect on the resistance. Direct current measurements and AC impedance spectroscopy could be used to identify the contact related elements. They also can be used to identify the presence of surface regions since the depletion region behaves like a capacitor . Each type of contribution in a sensing layer can be simulated to an equivalent circuit. Those equivalent circuits can be extrapolated from detailed critical analysis of the experimental electrical measurements, morphology of the sensing layer, and microscopic characteristics of the sensing layer and sensor. For Schottky contact type, a simple approximation can be performed based on the fact that the total charge trapped on the surface level, Qs, can be written as 
[Q.sub.s] = q[n.sub.b]s[z.sub.0], (1)
where q is the electron charge, nb is the electron concentration, s is the total surface where the adsorption take place, and z0 is the depth of the depletion region. The relation between the surface charge and band bending (Vs) is 
[Q.sub.s] = s[square root of (2q[epsilon][[epsilon].sub.0][n.sub.b][V.sub.s])], (2)
where [[epsilon].sub.0] and [epsilon] are the air permittivity and the media relative permittivity. It should be noted that, in this approximation, it is assumed that all the electrons in the conduction band from the depletion layer are captured on the surface trap levels. The capacitance of the depletion region can be given as
[C.sub.s] = 1/s ([partial derivative][Q.sub.s]/[partial derivative][V.sub.s]) = [square root of (q[epsilon][[epsilon].sub.0][n.sub.b]/2[V.sub.S])] (3)
AC impedance spectroscopy is a useful characterization technique that can be used to identify the sensor equivalent circuit and the determination of the values of circuit elements, that is, resistances and capacitances. Once equivalent circuits are accompanied with the above equations, one can optimize the sensors' parameters via modifying layer fabrication technology [19-22] and isolate the influence of the target gas (for example, [O.sub.2], [H.sub.2]O, CO, C[H.sub.4], [O.sub.3], and NO) on the different components of the sensor [11, 23-26].
Following the above discussion, the sensing performance of a transducer is greatly affected by the choice of the sensitive layer thickness on different transducer platforms [27-32], as well as the electrode position/spacing [28, 33, 34]. The effect of the former was investigated at different ambient conditions . In the latter , sensing layers with interdigitated electrodes having different spacing in the range 10-50 [micro]m for SnO2 films were used . The results show that the resistance increases with the electrode spacing and decreases with the thickness of the sensitive layer for air and N[O.sub.2], although the results show that the resistance is independent of layer thickness or electrode spacing for the CO case.
Typically, gas sensors are operated in ambient air where they are exposed to humidity and interfering gases such as oxygen and carbon dioxide. Those gases may form bonds with the surface of the nanoclusters by exchanging electrons; thus, they may form dipoles. Since dipoles do not affect the concentration of the free charge carriers, they do not have an effect on the resistance of sensor sensitive layer. As an example, Figure 3 shows the case of oxygen and hydroxyl groups (as dipoles) where they are bounded to the surface of an n-type semiconductor . Their effects are mainly the band bending and change of the electronic affinity of the semiconductor when compared to the situation existing before the adsorption.
In the temperature range between 100 and 500[degrees]C, oxygen may ionosorb over the surface of the nanoclusters either in the molecular ([O.sub.2.sup.-]) or in atomic ([O.sup.-]) forms. At high temperatures, [O.sup.-] is dominant while at temperatures of 200[degrees]C or below [O.sub.2.sup.-] is more dominant since it has lower activation energy. The interaction with oxygen creates a depletion layer at the nanocluster surface; thus, a barrier potential has to be overcome by electrons to reach the nanocluster surface . The chemisorption of oxygen can be described as 
[beta]/2 [O.sup.gas.sub.2] + [alpha][e.sup.-] + S [left right arrow] [O.sup.-[alpha].sub.[beta]S], (4)
where [O.sup.gas.sub.2] is oxygen in the molecular form in ambient atmosphere, [e.sup.-] is the electron that has sufficient energy to reach to the nanocluster surface, S is an unoccupied chemisorption site for oxygen, [O.sup.-[alpha].sub.[beta]S] is the chemisorbed oxygen species, and [alpha] = 1 or 2 for singly or doubly ionized forms, respectively. [beta] = 1 or 2 for atomic or molecular forms, respectively.
For some reducing gases, gas detection is related to the reactions between the species to be detected and ionosorbed surface oxygen. When a reducing gas like CO comes into contact with the surface, the following reactions may take place:
C[O.sub.gas] [right arrow] C[O.sub.ads] (5)
C[O.sub.ads] + [O.sub.ads.sup.-] [right arrow] C[O.sub.2,gas] + [e.sup.-] (6)
These consume ionosorbed oxygen which change the density of ionosorbed oxygen that is detected and in turn change the electrical conductance of metal nanocluster.
Direct adsorption is also possible for gases such as N[O.sub.2] which is strongly electronegative.
N[O.sub.2,gas] [left right arrow] N[O.sub.2,ads] (7)
[e.sup.-] + N[O.sub.2,ads] [left right arrow] N[O.sub.2,ads.sup.-] (8)
Therefore, the occupation of surface states, which are much deeper in the band gap than oxygen, increases the surface potential and reduces the overall sensor conductance. Using the Schottky approximations for nanoclusters with diameter (D) less than or equal to Debye length (D [less than or equal to] [[lambda].sub.D]), the energy barrier [DELTA]E can be written as 
[DELTA]E ~ [k.sub.B]T(R/2[[lambda].sub.D]) (9)
with [[lambda].sub.D] = [square root of ([epsilon][[epsilon].sub.0][k.sub.B]T/[q.sup.2][n.sub.b])]. Here, [k.sub.B] is the Boltzmann constant, T is the temperature in Kelvin, and R is the radius of the nanocluster. Therefore, if [DELTA]E is comparable with the thermal energy, a homogeneous electron concentration in the grain will result, which in turn produces flat band energy.
3. Nanocluster Device Fabrication
Because of the wide availability of synthesis and processing of nanomaterials, a careful selection of methodology to prepare nanoclusters of sufficiently fine dispersion, porous structure, high crystallinity, and bulk quantity is required. Nevertheless, new material science and physics await discovery and remain to be explored based on the newly acquired nanoscience and nanotechnology knowledge.
Nanoclusters can be synthesized using different chemical and physical methods with many examples that can be found in the literatures [36-41]. Those synthesis methods include (a) physical synthesis such as inert gas condensation, ball milling, laser ablation, and others; (b) chemical synthesis such as sol-gel, chemical reduction, hydrolysis, and others; and (c) biological synthesis that can be established using algae, plant extracts, bacteria, fungi, yeast, and others. A summary of those methods is presented in Figure 4. Although examples of the usage of nanoclusters synthesized using different methods for gas sensing applications will be presented in this review, special focus will be given to nanocluster synthesis using the inert gas condensation technique because of its many advantages as discussed below [42-45].
Sputtering and inert gas condensation inside an ultrahigh vacuum chamber is a unique technique for producing high quality nanoclusters of many advantages including the following [46, 47]: (i) the nanoclusters are of high purity as they are prepared by inert gas inside ultra-high vacuum ; (ii) the size of the nanoclusters that can be tuned easily within a range of sizes corresponding to the source design by controlling the source conditions (as discussed below) ; (iii) the produced nanoclusters being charged which allow the size selection of the nanoclusters using a suitable mass filter ; (iv) the narrow size distribution of the produced nanoclusters ; (v) the produced nanoclusters which may self-assemble directly on device substrate without the need of any additional experimental steps ; (vi) the coverage of the deposited nanoclusters on the substrate (and, thus, the sensitive layer thickness is quit controlled by controlling the deposition time) ; (vii) the composition of the produced nanoclusters which is controlled by controlling the composition of the target material ; and (viii) the technique that could be used on a commercial scale.
A typical example of an ultra-high vacuum system that can be used for nanocluster fabrication is shown in Figure 5 . The system consists of the following main parts: (i) source chamber where nanoclusters are produced, (ii) deposition chamber where the nanoclusters are deposited on the substrate, and (iii) quadrupole mass filter (QMF) that is used for investigating the nanocluster size distribution or selecting nanoclusters of a particular size.
3.1. Nanocluster Production. To produce nanoclusters of a particular metal, a target of the metal is fixed on the sputter head . The system is then pumped down to a desirable pressure prior the nanocluster production. A high negative DC voltage is applied to the target, and an inert gas (typically argon) is injected inside the source chamber. Consequently, plasma is ignited . Herein, the inert gas plays three major roles: (i) producing the plasma required to sputter the metal from the target, (ii) establishing inert gas condensation of the sputtered material, and (iii) creating pressure gradient between the source chamber and the deposition chamber which introduce the nanoclusters to the deposition chamber through the QMF.
The main factors that determine the nanocluster size are the distance from the target surface to the exit nozzle of the source (defined as the aggregation length (L)), inert gas flow rate (f), and sputtering discharge power (P). The sputter head is mounted on a linear translator with a motor, where its position and, thus, L can be varied without venting the source chamber. An example of the investigation of these factors for Pd nanoclusters is shown in Figure 6 . Here, the three factors (L, f, and P) could be tuned to generate nanoclusters of the required average size. In general, increasing the aggregation length increases the time spent by the nanoclusters inside the source chamber (growth region); thus, their sizes increase. However, the relation between the nanocluster size and both f and P is not a simple relation and it depends on the nanocluster formation mechanism(s). Hence, it is subject of investigation by different research groups [55-57]. Herein, the above three factors have to be fine-tuned for each type of nanoclusters to achieve the required nanocluster size.
The QMF consists of four parallel metal rods where each pair of opposite rods is connected together electrically to potentials of (U + V cos([omega]t)) and -(U + V cos([omega]t)); here U is a DC voltage and V cos([omega]t) is an AC voltage . In each size distribution scan, the ratio U/V is fixed and the mass distribution is scanned by varying the frequency, The resolution of the filter is adjusted for a mass scan by setting the U/V ratio. The U/V ratio is activated as a function of the mass number such that the actual resolution [DELTA]M/M does not remain constant but [DELTA]M does . A grid located at the exit of the mass filter (Faraday cup) can be used to measure the ion flux of the selected mass/size, and the resultant current is measured by a picoammeter. Therefore, the current signal reflects the population/number of the produced nanoclusters.
3.2. Substrate Preparation. The most common gas sensor structures presented in the literature are the two-point and field-effect transistor (FET) structures (see Figure 7). Sensors based on both structures rely on changes of electrical resistivity /conductivity of the gas sensitive layer (nanocluster film) due to the interaction with the surrounding atmosphere.
Gas sensors based on the two-point structure are made of two metallic electrodes with proper spacing and a film of nanoclusters. Herein, planar metallic electrodes of interdigitated structure are appropriate to be used for the electrical contact of materials . The dimensions of the spacing between the electrodes need to be optimized for each type of sensor, as discussed below.
A typical structure of the FET sensor consists of a conducting substrate coated with an insulating layer that represents the gate (e.g., Si[O.sub.2]/doped-Si). Two metallic electrodes are deposited on an insulating substrate and they serve as source and drain. The active nanocluster layer is deposited between the source and drain electrodes, and it acts as the channel of the FET. The resistance of the active layer can be changed by the field-effect created by applying a potential to the gate: here, the gate is the doped-Si substrate. The charge transfer process induced by surface reactions determines the sensor resistance. The current flows parallel to the surface and is modulated by the gate voltage for the channel of a FET or by increasing the sensor temperature for the two-point structure. When the channel is fully depleted, carriers thermally activated from surface states are responsible for conduction.
The metal electrodes can be made by photolithography and microfabrication technology on an insulator substrate such as glass (for the two-point structure) and SiO2/doped-Si (for FET and two-point structures). Figure 7 shows schematic diagram of an interdigitated electrode structure and the steps included in the photolithography process. Photolithography is the process of transferring geometric shapes on a mask to the surface of a substrate. The steps involved in the photolithographic process are substrate cleaning; insulator layer formation (for the case of doped-Si wafers); photoresist application; exposure to UV light through a mask and development; metal contact evaporation; and lift-off all of the photoresist. In the first step, the substrates/wafers are chemically cleaned to remove particulate matter on the surface as well as any traces of organic, ionic, and metallic impurities. If Si wafers are used, silicon dioxide (or silicon nitride), which serves as an insulating layer, is grown on the surface of the wafer. After the formation of the insulating layer, positive photoresist is applied to the surface of the wafer using spin coating which produces a thin uniform layer of photoresist on the substrate/wafer surface. The photoresist is exposed to UV light through a mask (a glass plate with a patterned emulsion of metal film on one side); here, the exposed photoresist will be removed. Exposure to the UV light changes the chemical structure of the photoresist so that it becomes more soluble in the developer. The exposed resist is then washed away by a developer solution, leaving windows of the bare underlying substrate. The mask, therefore, contains an exact copy of the metallic contact pattern which is to remain on the wafer. Next step includes metallic contact fabrication by a thin film evaporator that utilizes either thermal evaporation or sputtering. Finally, the substrate is placed inside hot acetone to left-off all of the photoresist keeping the substrate with the metallic electrodes according to the pattern on the used mask.
3.3. Device Fabrication. A directed beam of nanoclusters exits from the QMF and is deposited on the substrate (see Figure 6). The produced nanoclusters are deposited on the sensor substrate that is fixed on a cryostat finger or on a sample holder which is mounted on a vertical motorized linear translator. The nanocluster deposition rate is measured using a quartz crystal monitor (QCM). The QCM is fixed on a motorized linear translator that enables driving the QCM in front of the exit nozzle, check the deposition rate, and then drive it back away from the beam path.
The produced nanoclusters are deposited on an insulating substrate with preformed Au/NiCr contacts. The electrical conductivity of the sample is observed during nanocluster deposition; see Figure 8. A sharp rise in the conductivity indicates completion of at least one continuous network of nanoclusters between the contacts. Consequently, the nanocluster deposition can be suddenly stopped using an automatic shutter at the onset of conduction (percolation threshold) or keep the deposition for longer time to create a thicker film of nanoclusters. Electrical measurements can be performed subsequently on the sample as a function of the target gas type and concentration at controlled temperature.
4. Progress in Conductometric Nanocluster Gas Sensors
Recently, highly stable and sensitive sensors have been made by incorporating various nanocluster materials into sensors [61-65]. Their novel fundamental phenomena and size dependent properties make them ideal candidates for the third-generation gas sensors. However, not all nanocluster materials are effective sensors. The selection of optimal sensing material is highly dependent on the design, manufacturing, chemical activity, stability, and so forth. In this section, research works recently published on the conductometric two-point and FET gas sensors that utilize nanoclusters will be reported.
Many types of nanoclusters were produced and tested with particular regard to their electrical properties in controlled atmosphere for gas sensing applications. Table 1 reports a list of the nanocluster gas sensors made of metal/metal-oxides that have been found in the literature together with the target gas(es) chosen. It is interesting to notice that tin oxide conductometric gas sensors are by far one of the most studied and also of the few that have been commercialized due to their better performances in terms of sensitivity and stability compared to other nanoclusters. Zinc oxide nanoclusters and nanowires are of the most studied [66-77]. This is due to the easiness of preparing nanoclusters/nanowires and multiple intriguing nanostructures and furthermore to the biocompatibility of zinc oxide that makes it promising for medical and in vivo applications. CuO is a striking p-type metal-oxide semiconductor that has unique optical, electrical, and catalytic properties . Here, CuO nanoclusters would further endorse the chemical reactivity of the nanoclusters because as the surface-to-volume ratio of the particle increases, the number of reactive sites increases. This metal-oxide is known for its low cost and the antifouling effect which is effective for reducing the negative microorganisms . Therefore, gas sensors of CuO nanoclusters can be used for implementable devices that are biocompatible. In addition, palladium nanoclusters are of great importance for hydrogen sensing at room temperatures with optimal sensitivity and selectivity (this is important from safety point of view when dealing with explosive gases such as hydrogen). Therefore, this review will give special focus on some examples of those three nanoclusters: SnO2, ZnO, CuO, Pd, Au, and Pt.
4.1. Tin Oxide Nanoclusters. Conductometric gas sensors based on Sn[O.sub.2] nanoclusters that utilize the two-point structure were fabricated by Yeow et al. . The nanoclusters were synthesized based on the hydrothermal method using potassium stannate trihydrate as a precursor in an ethanol deionized water mixed solvent. The nanoclusters were diluted and dispersed in water before drop casting a few monolayers onto electrical electrodes. The response time is dependent on the operating temperature: 90% of resistance change (Rail-Rgas) was achieved within the first 1.3-3.0 min. A higher operating temperature leads to a greater change in conductance and, hence, greater response. On the other hand, desorption of all oxygen ionic species previously adsorbed occurs at high temperatures which explains the reduction in response as the operating temperature is increased beyond the optimum value. The results show none linear relationship of the response. A possible explanation of the response is that the inner surfaces of the porous nanocluster films are not fully utilized for gas detection due to the limitation of diffusion of the analyte gas through the nanopores.
The dependence of the gas sensor sensitivity on the size of nanoclusters used as a sensitive layer is a major factor controlling the performance of the gas sensor. As an example, Tan et al. have reported size dependence of the Sn[O.sub.2] nanoclusters of sizes 20, 30, and 40 nm as shown in Figure 9 . They showed that the sensor exhibits highly consistent responses over many cycles, and the sensors made of smaller nanoclusters possess higher gas sensitivity due to the increase in effective surface area.
Shen et al. reported on two-point sensors that are based on Sn[O.sub.2] nanowires which were synthesized by thermal evaporation at 900[degrees]C . The nanowires were doped with palladium nanoclusters at 350[degrees]C for 30 min in air. Gas sensors based on Sn[O.sub.2] nanowires with 0 wt%, 0.8 wt%, and 2 wt% Pd doping were fabricated. These gas sensors showed a reversible response to [H.sub.2] gas at an operating temperature of 150[degrees]C. The sensor response increased with Pd concentration. The 2 wt% Pd-doped Sn[O.sub.2] nanowire sensor showed a response of two orders of magnitude for 1000 ppm [H.sub.2] gas at 100[degrees]C. Pd doping has demonstrated to improve the sensor response and lower the operating temperature.
4.2. Palladium Nanoclusters. Hydrogen gas sensors that utilize Pd nanoclusters with average sizes between 3.5 and 6nm were reported by Van Lith et al. . The nanoclusters were prepared by sputtering and inert gas condensation. The sensors are based on tunneling between discontinuous networks of nanoclusters. They demonstrated that the conduction through the nanocluster film is dominated by tunneling gaps; see Figure 10(a). The sensor operated at room temperature which make them usable for [H.sub.2] sensing safely. In addition, the sensor detected [H.sub.2] with concentration as low as 0.5% as depicted in Figure 10(b). The work showed that the sensor response is dependent on the nanocluster size (Figure 10(c)). The sensor resistance was found to decrease with increasing hydrogen concentration, a factor of ~10 at 5% of hydrogen; thus, the response is shown as the relative decrease in resistance (AR/R). This was explained in terms of the increase in the nanocluster size upon exposure to [H.sub.2], thus decreasing the tunneling barriers which decrease the resistance of the sensor.
4.3. Copper Oxide Nanoclusters. [H.sub.2]S gas sensors based on CuO nanoclusters are impeded in polymer membranes of poly-vinyl-alcohol (PVA) and glycerol ionic liquid (IL) . The nanoclusters were fabricated with a precise control of nanoclusters size by the colloid microwave assisted hydrothermal method. Different concentrations of nanoclusters in polymer solutions of PVA and 5% IL were prepared. The solutions that contain nanoclusters were used to fabricate thin polymer membranes by the solution casting method, where the membranes hold semiconducting properties and were flexible. Each membrane was integrated between two electrical electrodes of capacitor structure as shown in the inset of Figure 11. Herein, the top and bottom electrodes were made of stainless steel grid and copper sheet, respectively. The conductance measurements revealed that those sensors were sensitive to [H.sub.2]S gas with concentrations as low as 10 ppm, they are operational at low temperatures, and their sensing behavior was reversible which allowed multiple use of the produced sensors (see Figure 11). The produced sensors were also selective to [H.sub.2] S, and they revealed reasonably fast response of 20.4 [+ or -] 12.8 s. The above sensors were reliable with low cost manufacturing; thus, they can be used for industrial field applications.
4.4. Zinc Oxide Nanoclusters. ZnO nanoclusters were utilized for recognition of Chinese liquors by Zhang et al. . The nanoclusters were prepared by the renovated hybrid induction and laser heating. The sensitivity of the sensor was enhanced by doping with Mn[O.sub.2], Ti[O.sub.2], and [Co.sub.2][O.sub.3]. The doped nanoclusters were coated onto [Al.sub.2][O.sub.3] tubes (4 mm length, 1.2 mm external diameter, and 0.8 mm internal diameter) on which Pt electrodes had been fixed at each end. The thick films were sintered at 650[degrees]C for 2 hours after being dried under air to remove water. The film thickness observed by light microscopy was about 35 [micro]m. A small Ni-Cr alloy coil with a resistance of about 33 Q was placed through the tube as a heater. The sensors were tested against five different Chinese liquors, namely, Baiyunbian, Beijing Erguotou, Red Star Erguotou, Zhijiangdaqu, Jianliliangjiu, alcohol, and diluted alcohol (forged liquor). The significant sensitivity of each gas sensor to alcohol is obtained at about 320[degrees]C. It is shown that doping ZnO nanoclusters with Mn[O.sub.2], Ti[O.sub.2], and [Co.sub.2][O.sub.3] greatly improves the sensitivities to alcohol. Furthermore, they showed that the optimum operating temperature of the doped nano-ZnO gas sensors can be further reduced by suitable doping. The normalized principal component analysis (PCA) results of training data set projected onto their first two PCs have been proved to be effective for discriminating the response of gas sensor array to simple and complex odors. The PCA results depict that alcohol, diluted alcohol, and different flavor type liquors can be distinguished.
In a different work , ZnO nanostructure was prepared through the hydroxide precipitation using dropwise method and used to fabricate humidity sensors. The variations in resistance with the variations in humidity and temperature were tested. The curves for sensing element annealed at T = 150 and 300[degrees]C reveal that variation of resistance is slow in the region from 70% to 95%. However, the sample annealed at 450[degrees]C shows linearity in resistance versus %RH, which is suitable for device fabrication. Sensitivity curve for nanoclusters annealed at a temperature of 550[degrees]C shows that, as RH increases, resistance decreases sharply up to 40% RH and shows highest sensitivity in this range; then it decreases less rapidly up to 95% RH as relative humidity increases. The sensing behavior was explained in terms of the adsorption of moisture which affects the protonic conduction on the surface and conductivity with varying amounts of water adsorbed by it. A hysteresis of sensing element versus humidity for sensing element prepared at 550[degrees]C was also observed. The sensing element shows less hysteresis ([+ or -] 5%) as compared to others. Curve "a" represents the values of resistance when %RH increases and curve "b" represents the values of resistances when %RH decreases. The response time of sensor is 80 sec for sensing element prepared at 550[degrees]C and this sensing element also shows repeatability within [+ or -] 5% accuracy.
4.5. Gold and Platinum Nanoclusters. Au and Pt nanoclusters are commonly used as catalysts and sensors in many applications. Normally, either or both nanoclusters are integrated or alloyed with different nanomaterials to enhance their sensitivity and selectivity and to increase their kinetic oxygen reduction limitation [17, 124, 131]. Wang et al. fabricated hydrogen gas sensors using graphene oxide (GO) assembled with platinum (Pt) nanoclusters between a pair of pre-patterned Ti/Au electrodes with microgap as shown in Figure 12 . They assembled the nanomaterials by alternating current dielectrophoresis (DEP) method. The signal measurements for devices produced at different parameters that include processing time of a device, peak-to-peak voltage, and frequency were tested. The optimum sensing response of the device to hydrogen was at the measurement parameters of 5 V, 500 kHz, and 30 s, respectively. The fabricated device exhibits a sensitivity of (~10%) to 200 ppm hydrogen gas (measured using optimized parameters) at room temperature.
Recently, Liu et al.  synthesized nanocomposites of graphene oxide (GO) decorated with Au-Pt hybrid bimetallic nanoclusters with enhanced catalytic activity by an electrochemical reduction process on glassy carbon (ERGO) electrode. They investigated the synergistic electrocatalytic effect for electrodeposited bimetallic Au-Pt nanoclusters and GO utilized for detection of uric acid (UA) and dopamine (DA). The role of Au-Pt nanoclusters was to speed up the electron transfer for increasing the sensitivity while GOERGO allowed broader separation of the oxidation peak potentials for sensing DA and UA.
Conductometric hydrogen gas sensor based on Pt-Sn[O.sub.2] nanoclusters was fabricated . The results are that those sensors are sensitive to low hydrogen concentrations at sensor operating temperature of 85[degrees]C with response time of 0.5 s. Herein, Pt promotes dissociation of hydrogen molecules and activates reaction between adsorbed hydrogen and oxygen species on the surface of nanoclusters. The sensor was selective to hydrogen compared with CO and LPG (at 150 ppm) with the lowest response for LPG; thus, it can be used in hydrogen leak detection devices.
Lotus-like Au@Ti[O.sub.2] nanoclusters were produced by hydrothermal reaction by controlling the ratio of Au to Ti[F.sub.4] (without surfactant) . The produced sensors were tested against [O.sub.2], [H.sub.2], NO, and CO. The best sensing performance was for CO where the response rose to 17 for 500 ppm CO at 325[degrees]C, that is, 8.5 times better than that of pure Ti[O.sub.2]. Moreover, the selectivity, the response, and recovery time are improved greatly, which confirmed that the lotus-like Au@Ti[O.sub.2] nanostructures had promising potential in gas sensing applications. The enhancement in the sensing behavior was contributed to the catalytic activity of Au nanoclusters and unique lotus-like nanostructure.
Methanol sensor was developed using two porous Au electrodes with Pt nanoclusters that produces a micro/nanoporous Au-Pt system . Each Au-Pt electrode acts as a current collector and gas diffusion layer for methanol. The sensor was fabricated by hot-pressing of the electrodes with Nafion film. The sensor showed response current in the temperature between 20 and 100[degrees]C for concentration of methanol between 0 and 2 M. The sensor has sensitivity of 9.6mA/mM-[cm.sup.2] and a response time around 10 s with a sensor area of 0.25 [cm.sup.2].
5. Summary and Outlook
The article reviewed recent progress in gas sensors based on nanoclusters. During the past years, numerous new data on nanocluster gas sensor properties towards common target species such as [H.sub.2], [O.sub.2], and CO have been published. The use of nanoclusters allows the fabrication of an array of sensors in a chip with high sensitivity. The greater surface-to-volume ratio, the better stoichiometry, and greater level of crystallinity compared to bulk materials make the newly developed nanocluster gas sensors very promising for better understanding of sensing principles and development of a new generation of sensors. The selectivity of course remains a concern for metal and metal-oxide based gas sensor. This may be improved by fabricating sensor arrays using several different nanoclusters or by composite materials. The review focused on nanocluster production by inert gas condensation technique as a novel synthesis method. However, gas sensors based on nanoclusters synthesized by different methods were presented.
Nanocluster based sensors outperform their bulk component. There are still many parameters to be addressed. For commercial sensors, better control of the growth is required with a thorough understanding of the growth mechanism that can lead to a control in size distributions, shape, crystal structure, and atomic termination. In addition, attention has to be paid to issues like the electrical contacts and nanomanipulation that allow reliable production and integration of sensors. Other parameters such as limits of detection, limits of quantification, dynamic range, response and recovery times, and lifetime have to be improved. In addition, the drift of the sensors are frequently related to high working temperatures and exposure to chemically active ambient gas. In conclusion, future conductometric gas sensors should operate with multipurpose sensing and high selectivity recognition of specific chemical species. Sensors that are operated as standalone portable sensors are paramount for industrial applications.
The author declares that there is no conflict of interests regarding the publication of this paper.
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Ahmad I. Ayesh
Department of Mathematics, Statistics and Physics, Qatar University, Doha, Qatar
Correspondence should be addressed to Ahmad I. Ayesh; email@example.com
Received 21 July 2016; Revised 7 October 2016; Accepted 31 October 2016
Academic Editor: Yu-Lun Chueh
Caption: FIGURE 1: Schematic representation of the conductometric transducer.
Caption: FIGURE 2: Schematic representation of a porous sensing layer with geometry and energy band. [[lambda].sub.D] is the Debye length, [x.sub.g] is the grain size, and [x.sub.0] is the depth of the depletion layer. [C] IOP Publishing. Reproduced with permission. All rights reserved .
Caption: FIGURE 3: Band bending after chemisorption of charged species (e.g., ionosorption of oxygen on [E.sub.SS] levels). [PHI] denotes the work function, [chi] is the electron affinity, and p is the electrochemical potential. [C] IOP Publishing. Reproduced with permission. All rights reserved .
Caption: FIGURE 4: Illustration of the different nanocluster synthesis methods.
Caption: FIGURE 5: Schematic diagram of the ultra-high vacuum compatible nanocluster system and the nanocluster source. Reprinted with Springer permission from .
Caption: FIGURE 6: (a) The effect of the sputtering discharge power on the nanocluster size distribution. (b) The dependence of the peak diameter on the sputtering discharge power. (c) The dependence of the peak diameter on Ar flow rate for aggregations lengths in the range of 30-90 mm. The dashed lines are the theoretical nanocluster size calculation for L = 60 and 70 mm. The solid lines serve as guide to the eye to show zone I increase in the peak diameter with f for L = 60 mm and f = 40 sccm and zone II decrease in the peak diameter with f for L = 80 mm or for L = 60 mm and f = 40 sccm. (d) The dependence of the peak diameter on L for f = 20, 30, and 50 sccm. The dashed lines are the theoretical nanocluster size calculations for f = 20 and 30 sccm. Reprinted with AIP permission from .
Caption: FIGURE 7: Schematic diagram of the metallic electrode structures. (a) Top view of the interdigitated structure. (b) Side view of substrate used for the two-point structure. (c) Side view of substrate used for the FET structure. (d) Steps of the photolithography process.
Caption: FIGURE 8: Schematic diagram of the onset of conduction measurement. The source measuring unit applies a voltage to the metallic electrodes and measures the electric current. A sharp rise in the electric current indicates the completion of at least one continuous network of nanoclusters between the contacts.
Caption: FIGURE 9: (a) Typical current response of a Sn[O.sub.2] hydrogen sensor. (b) Sensitivity-temperature relationship before Pd functionalization. [C] IOP Publishing. Reproduced with permission. All rights reserved .
Caption: FIGURE 10: (a) Temperature dependence of the sensor resistance. The circles are experimental data and the line is a linear fit for activation energy of 25 meV. Inset: schematic illustration of a cluster film between two contacts. The main conduction paths are illustrated by the black lines, with tunnel gaps depicted by zigzag lines. (b) Transient response of a typical Pd cluster tunneling sensor to the hydrogen levels indicated. (c) Response at room temperature as a function of hydrogen pressure, given as the percentage of atmospheric pressure for 3.5 nm clusters and
6 nm nanoclusters. Response of a sensor fabricated with 5 nm clusters, measured at 50[degrees]C. The solid lines are experimental data, and the filled circles with dashed lines are theoretical fits. Reprinted with AIP permission from .
Caption: FIGURE 11: Electrical current response of PVA-IL-3%CuO sensor when exposed to [H.sub.2]S gas with different concentrations measured at 80[degrees]C. The inset is a schematic diagram of the produced sensor and the electrical measurement circuit. Reprinted with Elsevier permission from .
Caption: FIGURE 12: ((a) and (b)) Optical microscopy images of the prepatterned microgap electrodes. (c) Schematic diagram of DEP experiment. (d) Schematic diagram of the device. (e) Hydrogen gas response of the devices produced using 500 kHz frequency, 30 s processing time at various measurement voltages. (f)-(h) Response and recovery times of fabricated device at various voltage, frequency, and processing time, respectively. Reprinted with American Chemical Society permission from .
TABLE 1: Nanocluster gas sensors made of metal/metal-oxides. Year Nanocluster Target gas Reference 2003 Ce[O.sub.2] [O.sub.2]  2004 Cu- and La-doped CO  Ti[O.sub.2] 2004 SrTi[O.sub.3] [O.sub.2]  2004 Pd-Pt loaded C[H.sub.4]  Sn[O.sub.2] 2004 Sn[O.sub.2] [O.sub.2]  2005 In-doped Sn[O.sub.2] [H.sub.2],  C[H.sub.4], [C.sub.3][H.sub.8] 2005 ZnO doped with Alcohol  Mn[O.sub.2], Ti[O.sub.2] and [Co.sub.2][O.sub.3] 2005 F-doped Sn[O.sub.2] [H.sub.2], CO,  C[H.sub.4], [C.sub.3] [H.sub.8] 2005 SrTi[O.sub.3] [O.sub.2]  2005 [Ce.sub.1-x] [O.sub.2]  [Z.sub.rx][O.sub.2] 2005 Pd and porous Si [H.sub.2]  2005 Sn[O.sub.2] [H.sub.2] [91, 92] 2005 F-doped Sn[O.sub.2] [H.sub.2]  2005 SrTi[O.sub.3] [O.sub.2]  2005 Scandia doped CO  Sn[O.sub.2] 2006 Sn[O.sub.2] CO, [O.sub.2]  2006 Cu-doped ZnO CO  2006 Zn[Fe.sub.2][O.sub.4] C[H.sub.3]COHC  [H.sub.3], [C.sub.2] [H.sub.5]OH 2006 Co[Fe.sub.2][O.sub.4] Ethanol  2006 Pd-doped Sn[O.sub.2] CO, [O.sub.2]  2006 Ti[O.sub.2]: [H.sub.2]  W[O.sub.3] 2006 Ba doped C[O.sub.2],  SmCo[O.sub.3] [O.sub.2] 2007 Al-doped Ti[O.sub.2] CO  2007 Pd [H.sub.2]  2008 Sn[O.sub.2]/SBA-15 [H.sub.2]  2008 Sn[O.sub.2] [O.sub.2], CO,  N[O.sub.2], [H.sub.2]O 2009 Sn[O.sub.2] [H.sub.2]  2009 Pd and Sn[O.sub.2] [H.sub.2]  nanowires 2009 ZnO [H.sub.2]O  2009 [Cu.sub.2]O and CuO Acetone  2009 PdO-doped Sn[O.sub.2] CO  2009 Y-doped Ti[O.sub.2] CO  2009 Au-Pt Methanol  2010 Pt and ZnO nanwires Ethanol,  N[H.sub.3] 2011 Pd and Ag [H.sub.2]  2011 Sn[O.sub.2] Ethanol,  C[H.sub.3]OH, [C.sub.2][H.sub.5]OH 2011 Fe- and Co-doped HAp CO  2012 Sn[O.sub.2] CO  2013 Au and Ti[O.sub.2] CO  2013 ZnO Ethanol  2014 Pd and VO Ethanol  2014 Pd and Sn[O.sub.2] [H.sub.2]  2014 [In.sub.2][O.sub.3] [H.sub.2]S  and W[O.sub.3] 2014 [Sm.sub.2][O.sub.3] Ethanol  and ZnO 2014 Sn[O.sub.2] Ethanol  2015 Pd/Sn[O.sub.2] CO  2015 Au-Pt on GO Uric acid and dopamine  2015 Pt-Sn[O.sub.2] [H.sub.2], CO, and LPG  2015 Pt-graphene [H.sub.2]  2015 Au-Pd [H.sub.2]  2016 Cu[Fe.sub.2][O.sub.4] [H.sub.2]  2016 CuO [H.sub.2]S  2016 [alpha]-iron oxide Ethanol  2016 [In.sub.4][Sn.sub.3] CO  [O.sub.12] and Te[O.sub.2] 2016 Au@Ti[O.sub.2] CO 
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|Author:||Ayesh, Ahmad I.|
|Publication:||Journal of Nanomaterials|
|Date:||Jan 1, 2017|
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