Mohi Uddin Jewela,
MD Shamim Mahmuda,
Mahmuda Akter Monneb,
Alex Zakhidovbc and
Maggie Yihong Chen*ab
aIngram School of Engineering, Texas State University, San Marcos, Texas 78666, USA. E-mail: maggie.chen@txstate.edu
bMaterials Science, Engineering, and Commercialization, Texas State University, San Marcos, Texas 78666, USA
cDepartment of Physics, Texas State University, San Marcos, Texas 78666, USA
First published on 15th January 2019
We report the growth of zirconium oxide (ZrO2) as a high-k gate dielectric for an inkjet-printed transistor using a low-temperature atomic layer deposition (ALD) from tetrakis(dimethylamido)zirconium (TDMAZr) and water precursors. All the samples are deposited at low-temperature ranges of 150–250 °C. The films are very uniform with RMS roughness less than 4% with respect to their thickness. The atomic force microscopy (AFM) shows a significant change in surface morphology from tapered posts to undulating mountain-like structures with several hundreds of ALD cycles. The results from X-ray diffraction (XRD) analysis exhibit an amorphous to the crystalline structure with temperature variation, which is independent of the thickness of the films. All our samples are hydrophilic as contact angles are less than 90°. The capacitance–voltage (C–V) and conductance–voltage (Gp/ω–V) characteristics of ZrO2 dielectrics for silicon metal–oxide–semiconductor (MOS) capacitors are studied for different temperatures. For the n-type substrate MOS capacitors, the dielectric constants are estimated to be 7.5–11. Due to the low deposition temperature, a hydrophilic surface, and high k value, the ALD-ZrO2 dielectric can be compatible for printed transistors. The processes of fabrication and characterization of inkjet-printed graphene transistors is demonstrated using the ZrO2 dielectric. The possible solvents, surfactant, and the dielectric induced modifications in graphene flakes are demonstrated by Raman spectra. The graphene flakes spread uniformly on the ZrO2 surface. The functional inkjet-printed graphene transistor characteristics are demonstrated to illustrate the field effect behavior with the ALD-ZrO2 dielectric.
The atomic layer deposition (ALD) being a highly smooth, conformal, uniform growth process, could be a promising method of dielectric deposition for inkjet printed transistors.14 ALD grown materials are used as a buffer layer in flexible transistors, high-k dielectrics, encapsulation layer, for thin film coating, and composite materials.15–19 For the bottom-gate coplanar graphene transistors, a surface with contact angle 70–90° is desirable for better adhesion between graphene and underlying dielectric.20 Zirconium oxide (ZrO2) as a high-k dielectric material can be suitable for inkjet printed transistors for its relatively hydrophobic properties.21 Previously, inkjet printed carbon nanotube transistor was demonstrated using solution-processed ZrO2 dielectric.20 However, thermally annealed, solution-processible ZrO2 had high leakage current, and required UV-curing for proper functioning.22,23 The chemical vapor deposition of ZrO2 from zirconium tetra-tert-butoxide requires very high temperatures (380–825 °C).24 Even pulse laser deposition of ZrO2 requires high deposition temperatures (400–600 °C) or high-temperature treatment to promote crystallinity.25,26 The ZrO2 deposited from metal amide precursors can be a potential high-k dielectric for printed and flexible electronics because of their low ALD temperature window (250–350 °C) which many flexible substrates can sustain.27–29 The ALD-ZrO2 from TDMAZr precursor was successfully deposited on graphene and nitrogen doped carbon nanotube (NCNT) nanoflakes to study the nanocomposite materials.30,31 The encapsulation layer properties for OLEDs, and dielectric properties on the gallium nitride (GaN) substrate using ZrO2 from TDMAZr precursor was studied before, but the details of growth kinetics on silicon (Si) are still lacking.32–34 All these depositions were limited to 100 cycles and did not include dielectric properties.27,33,34 Our study investigates the growth kinetics, orientation, growth saturation, and dielectric properties of ZrO2 using atomic layer deposition (ALD) from TDMAZr and water precursors. The trend of our contact angle on the ZrO2 surface with temperature was opposite to the trend shown in ref. 33. We validated and discussed our observations in context of surface roughness and surface chemistry in details. Furthermore, we demonstrated the step-by-step method of fabricating and characterizing printed graphene transistor using ZrO2 dielectric.
‖2(OH) + Zr(NMe2)4 (g) → ‖(O2Zr(NMe2)2) (s) + 2H(NMe2) (g) | (1) |
‖(O2Zr(NMe2)2) (s) + 2H2O → ‖(–O2Zr(OH)2) + 2H(NMe2) (g) | (2) |
OH–Zr + OH–Zr → Zr–O–Zr + H2O | (3) |
Fig. 1 (a) Ellipsometer thickness of ZrO2 at different temperatures and number of cycles, (b) RMS roughness of ZrO2 from AFM measurements. |
As the film thickness and GPC have linear relations with the number of cycles and temperatures, the deposition rate is highly tunable in atomic scale. The hydrofluoric acid (HF) pretreatment of substrate induces a hydrophobic –H terminated surface on silicon.36 In our case, it is reasonable to believe an atomic layer starts growing from the very first cycle, and the large number of –OH nucleation sites on the silicon surface are created during the first water pulse of the ALD process. At all the deposition temperatures, ALD-ZrO2 followed a similar growth process i.e. layer-by-layer growth mode. At 250 °C, the absence of –OH sites are responsible for growth saturation which will be explained in later section.
For device applications, surface irregularity can influence adhesion and transport properties.37 The surface topology of the films was studied using atomic force microscopy (AFM). The RMS surface roughness curves in Fig. 1b, show linear trends at 150 and 200 °C. However, at first, the roughness rises slightly and then reduces with the number of cycles at 250 °C. This discrepancy in roughness is the result of static adatoms and the presence of residual Zr precursor ligands due to incomplete reaction at low temperatures. At 250 °C, the adatoms are more mobile and the Zr and O ions occupy the positions with the lowest free energy of the crystal.33 The surfaces are highly smooth as the roughness is less than 4% of the corresponding film thickness. The 3D surface topography of ZrO2 films at 150 °C is shown in Fig. 2 using an AFM scanned area of 500 × 500 nm2. Fig. 2a and b appear like tapered posts. The facets of the crystallites are more visible in Fig. 2c. The surface of Fig. 2d looks like hillocks with multiple valleys between them. These peaks are responsible for the highest surface roughness (1.77 nm) among all the samples, and a clear indication of precursor agglomeration at low temperature as the thermal energy during film growth was not enough to remove the zirconium precursor ligands completely.
The film thickness is a crucial factor in determining the crystal structure and phase of ZrO2.38 For 150 and 200 °C, the thickness of the films was deliberately kept high to study the role of thickness on crystallinity. The X-ray diffraction (XRD) measurements were performed in ALD-ZrO2 films of thickness 63, 46.4, and 22.3 nm for temperatures 150, 200, and 250 °C respectively. Fig. 3a shows the XRD spectra at various temperatures. At a low temperature (150 °C), the structure is amorphous as no noticeable peak is found in the XRD pattern. As the temperature increases, a sharp peak starts appearing in the angular position (2θ) of 33°. The intensity of the peak increases at higher temperatures. At 200 °C, a mixture of amorphous and crystalline states is present in the thin film. Nonetheless, a sharp peak at 250 °C in XRD pattern reveals the crystalline state of the deposited ZrO2. The peaks of XRD patterns can be indexed as (200) plane with cubic phase structure. Along with deposition, the crystallinity of ZrO2 is highly tunable from amorphous to crystalline phase with temperature alteration. Instead of the film thickness, the temperature is the crucial factor for crystallinity of ALD-ZrO2. The temperature influences the surface mobility of adatoms, reaction mechanism, and the number of nucleation sites. High temperatures promote the dehydroxylation, desorption, surface adatoms mobility and ordering of the structures with minimum surface energy which in turn reduce surface roughness. These phenomena lead to the crystalline structure of solids. With specific temperature provided, less surface roughness indicates more crystalline structure. Fig. S2 in the ESI† shows the variations of 2D surface topology with temperatures. The energy-dispersive spectra (EDS) confirms the presence of Zr, O, Si, and reveals no chemical contamination on the films (see ESI Fig. S3†).
Fig. 3 (a) XRD patterns of ZrO2 at different temperatures. Measured contact angles on ZrO2 for 400 cycles at: (b) 150 °C, (c) 200 °C, (d) 250 °C. |
A hydrophilic surface is expected to print an ink using an inkjet printer. To determine the hydrophilicity of our samples, we performed contact angle tests using water droplets as shown in Fig. 3b–d. As the contact angles are less than 90°, the surfaces are hydrophilic in general. As the temperature increased, the films showed more hydrophobic characteristics. Therefore, selection of proper deposition technique for ZrO2 is critical because hydrophobic ZrO2 by magnetron sputtering process was reported elsewhere.21 Our observations i.e. increase of contact angle with temperature, are quite opposite to the study of ref. 33 where a significant decrease of contact angles with temperature elevation was reported. Our claim can be refuted from the surface roughness, and dehydroxylation phenomena at higher temperatures. Water easily spreads on a hydroxylated surface. The –OH groups promote the hydrogen bonds with water, thus reducing the contact angle. Higher temperature leads to more dehydroxylation which reduces –OH nucleation sites on the deposition surface. Consequently, the deficiency of –OH sites increases the contact angles. Due to dehydroxylation at 250 °C, there is a scarcity of –OH bonds and the surface is nearly hydrophobic. This also strengthens the claim that the absence of –OH groups are responsible for the growth saturation in 300–400 cycles at 250 °C. The desorption effect is dependent on the deposition temperature as well as the time for which the processes were carried out. At 250 °C, the –OH nucleation sites were created during the water pulses of the ALD process. It is also true that a few –OH groups can stick to the growth surface at 250 °C. This high temperature increases the surface adatoms mobility and reorganizes the Zr–O structures based on the minimum surface energy. There should be less defect on the crystalline ALD-ZrO2 with reduced number of –OH sites available for nucleation. As the process at 250 °C was carried out for 300–400 cycles (almost 5 hours), the –OH groups get released (desorbed) from the surface. For longer process time, the absence of –OH nucleation sites are responsible for the growth saturation.
The roughness of a surface can be related to the contact angle by Wenzel's theory,39 cos(θA) = rcos(θC), where θA is the apparent contact angle on a rough surface, θC is the contact angle on a smooth surface, r is the roughness factor which is the ratio of the real surface area to the projected surface area. According to Wenzel's relation, surface roughness makes the hydrophilic surface more hydrophilic, and the hydrophobic surface more hydrophobic. The roughness, real and projected surface area, and roughness factors are extracted from AFM measurements as shown in Table 1. As roughness factors are less than 1.5, Wenzel's relation is reasonable to apply in our case.40 As our samples are hydrophilic, roughness makes them more hydrophilic following Wenzel's statement. For 400 cycles, the roughness increases with temperature lowering, which enhances the real surface area and surface energy. Therefore, the surface turns more hydrophilic. Table 1 summarizes the relation between temperature, roughness, roughness factor, and contact angles.
Temperature (°C) | Roughness, Rq (nm) | Real surface area (nm2) | Projected surface area (nm2) | Roughness factor, r | θA (deg) | θC (deg) |
---|---|---|---|---|---|---|
250 | 0.446 | 252012 | 250000 | 1.008 | 89.02 | 89.03 |
200 | 1.52 | 255146 | 250000 | 1.020 | 87.08 | 87.13 |
150 | 1.77 | 256834 | 250000 | 1.027 | 86.63 | 86.72 |
The dielectric properties of ZrO2 are studied by capacitance–voltage and parallel conductance–voltage characteristics at 100 kHz. The ALD-ZrO2 films were deposited on n-type Si wafers with the resistivity of 0.01–0.02 Ω cm. To evaluate the influence of the temperature on dielectric constant and interface traps, the oxide thicknesses were kept nearly identical such as 23.14, 21.17, and 22.3 nm for temperatures of 150, 200, and 250 °C respectively. The normalized C–V curves shown in Fig. 4a were obtained using a mercury probe. The capacitor area was 7.4 × 10−4 cm2. The C–V curves have distinguishable accumulation, depletion, and inversion regions. Dielectric constants (k) estimated from the electrical measurements are 7.5 (150 °C), 10.85 (200 °C), and 11 (250 °C) respectively. Due to crystallinity at higher temperatures, the dielectric constants improved about 1.46 times. Our observation of k value is lower, but consistent with the expected value of k for ZrO2 i.e. 10–25.41 For the device structures, the k-values were consistent with our reported dielectric constants. Ellipsometry is very sensitive to interfacial oxide, and we did not observe any signature of SiOX growth in our ellipsometry data. All our mean-square-error (MSE) values were less than 5. The breakdown field of the ALD-ZrO2 was ∼1 MV cm−1. We also examined the hysteresis behavior of the ALD-ZrO2 dielectric in Fig. S4 (see ESI†). The CV curves show a small hysteresis. Low hysteresis means there exists a good quality of ALD-ZrO2 dielectric/Si semiconductor interface. This low hysteresis is either due to the charge trapping in the ZrO2 or defect in the channel layer. Interestingly, the optical band gap calculated from the ellipsometer was fixed approximately at 4.82 eV for all our samples irrespective of the deposition temperatures, number of cycles, and crystal structure.
Fig. 4 (a) Capacitance–voltage behaviors of Hg/ZrO2/Si-n (100) MOS capacitor, (b) Gp/ω curves at different voltages. |
The conductance–voltage (Gp/ω−V) characteristics of MOS capacitors are shown in Fig. 4b. Conductance curves can be utilized to calculate the interface state density using the Hill-Coleman method as following:42
(4) |
Fig. 5d depicts the output (Id versus Vd) characteristics of the printed graphene transistor for several values of Vg. The gate voltage was changed from 0.5 to −1.5 V with a decrement of −0.5 V. The drain voltage also varied from 0 to −2 V for each value of Vg. The drain characteristics are linear. The trace of Id–Vd goes higher as the gate bias changes from positive to more negative. As Id increases with negative Vg, the transistor is of p-type. At Vd = −2 V, the drain current changes from −5.85 to −7.17 μA for a Vg variation of 2 V. This implies that the field-effect behavior due to the application of voltage on a thin ZrO2 layer is distinguishable from the output characteristics.
Transfer characteristics of printed graphene transistor is shown in Fig. S6 (see ESI†). Transfer characteristics were measured at the drain bias of −1, −1.5, and −2 V respectively. The gate–source leakage current (Isg) was very small (less than 20 nA). The drain current Id increases as the gate voltage goes from positive to negative. The charge neutrality (Dirac) point was outside of our measurement range. The unintentional doping may obscure the Dirac point in our measurement range. However, the gate modulation is well pronounced in the transfer characteristics at different drain biases. At Vd = −2 V, a current ON/OFF ratio of 1.46 is obtained from Fig. S6 in the ESI.† It is well-known that graphene does not have a band gap (zero band gap) and its transistor never turns off. So, it is unlikely to get a perfect off state and ON/OFF switching behavior from a graphene transistor. Small ON/OFF ratio and non-saturation are problems with all inkjet printed graphene transistors, due to the absence of bandgap in graphene. The effective mobility μ can be derived from the slope of the transfer characteristics using μ = (L × gm/W × Cox × Vd), where L (113.33 μm) and W (258.33 μm) are channel length and width, Cox is the gate capacitance (≈200 nF cm−2), and gm = dId/dVg is the transconductance (0.887 μS). The estimated device mobility is ≈1 cm2 V−1 s−1. For our graphene transistor, the current ON/OFF ratio and mobility is lower than the printed graphene transistor reported in ref. 11 but higher than the one reported in ref. 10. However, our results are still comparable to other inkjet printed graphene transistors.46 Therefore, the ALD grown thin oxide layers are suitable for low-voltage inkjet printed transistors.
Footnote |
† Electronic supplementary information (ESI) available: ALD process, 2D AFM and SEM images of ZrO2 of thickness 38.58, 32.51,22.2 and 46.4 nm prepared at 150, 200, and 250 °C; EDS spectra at 150, 200, and 250 °C. Hysteresis in the ALD-ZrO2 dielectric; graphene ink preparation, UV-vis, and Raman characterization; transfer curves of printed graphene transistor. See DOI: 10.1039/c8ra08470j |
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