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Mapping of Work Function in Self-Assembled V2O5 Nanonet Structures


Abstract

We presented a mapping the work function of the vanadium pentoxide (V2O5) nanonet structures by scanning Kelvin probe microscopy (SKPM). In this measurement, the V2O5 nanonet was self-assembled via dropping the solution of V2O5 nanowires (NWs) onto the SiO2 substrate and drying the solvent, resulting in the networks of V2O5 NWs. We found that the SKPM signal as a surface potential of V2O5 nanonet is attributed to the contact potential difference (CPD) between the work functions of the metal tip and the V2O5 nanonet. We generated the histograms of the CPD signals obtained from the SKPM mapping of the V2O5 nanonet as well as the highly ordered pyrolytic graphite (HOPG) which is used as a reference for the calibration of the SKPM tip. By using the histogram peaks of the CPD signals, we successfully estimated the work function of ~5.1 eV for the V2O5 nanonet structures. This work provides a possibility of a nanometer-scale imaging of the work function of the various nanostructures and helps to understand the electrical characteristics of the future electronic devices.


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INTRODUCTION

Transition metal oxides (TMO) including vanadium pentoxide (V2O5) have been widely used for the modern organicbased electronic devices such as organic light emitting diodes (OLED), organic photovoltaic (OPV) cells, field emission devices and photovoltaics due to their high quality electrical and optical properties.17 For example, thermally deposited V2O5 thin film has recently been reported as charge transport layer in high-performance polymer organic field effect transistor (OFET).8 In this case, the formation of V2O5 layer exhibited charge carrier mobility comparable to that of a pristine Au electrode, enabling the large-area and low-cost electronics. Another example is the three-dimensional structures of V2O5 nanosheets as electrodes in supercapacitors, which can be utilized for energy storage.9 Although V2O5 have the exceptional properties, the surface potential measurements of V2O5 nanostructures remain challenging and have yet to be characterized experimentally in a nanoscale. Scanning Kelvin probe microscopy (SKPM) is very powerful tool to measure the contact potential difference (ΔVcpd) between a metal tip and a sample surface for analyzing the local chemical potential distribution, surface charging, dopant concentration and work function of the various nanostructures.1015 Here, we measured the work function of the V2O5 nanonet structures on SiO2 substrate by using SKPM techniques in ambient conditions, where the V2O5 nanonet structures were self-assembled through dropping the V2O5 nanowire (NW) solution and dried the solvent on the substrate. SKPM based on an atomic force microscopy (AFM) maps the ΔVcpd between the metal tip and the V2O5 nanonet. By generating the histograms of the ΔVcpd obtained from the SKPM maps for the V2O5 nanonet as well as the HOPG as a reference for a calibration of the SKPM tip, we successfully estimated the work function of ~5.1 eV for the V2O5 nanonet structures.

EXPERIMENTAL

V2O5 NW solution was prepared by mixing 1 mg ammonium (meta) vanadate (Aldrich) with 10 mg acidic ionexchange resin (DOWEX 50WX8-100, Aldrich) in 20 mL water as previous processes.16,17 V2O5 NWs with lengths of a few micrometers were synthesized after keeping the solution for about 10−20 days. We dropped the V2O5 NW solution on the substrate and evaporated the solvent, leaving the V2O5 nanonet on the substrate which was a p-type degenerately doped Si wafer with 100 nm silicon oxide layer as shown in Fig. 1(a). Fig. 1(b) shows a schematic diagram of the SKPM experiments of the assembled V2O5 nanonet on the substrate. The SKPM measurements were performed by a commercial AFM based on a Park XE7 (Park Systems, Korea) in ambient conditions at room temperature. We used a Cr/Au coated tips (NCSTAu, Nanosensors) with a spring constant (k) of 7.4 N/m and a resonance frequency (ω0) of 160 kHz to obtain the topography and ΔVcpd images simultaneously in a non-contact mode. Electrical contacts to the substrate were grounded during the measurements.

Figure1.

(a) Dropping the V2O5 NW solution on SiO2 substrate. (b) Schematic diagram for SKPM setup. The tip scans over the V2O5 nanonet while oscillating at the resonance frequency of ω0, in addition to the AC and the DC bias with the external lock-in amplifier which separates the ω frequency from the output signals. The surface potential is measured by reading the ω signal and the DC bias control in the feedback loop.

jkcs-61-12-f001.tif

We applied an AC modulation voltage (Vacsin(ω t)) and a DC bias (Vdc) voltage between the metal tip and the V2O5 nanonet, and measured the ΔVcpd by using an external lock-in amplifier (SR850, Stanford Research Systems) to analyze the amplitude of the tip oscillation. The tip oscillates due to the electrical force between the metal tip and the sample surface, where the ω component is separated from a whole output signal by the external lock-in amplifier. The total bias voltage between the tip and the V2O5 nanonet is

(1)
V t = V d c Δ V c p d + V a c sin w t

If we assume the tip-sample system as a parallel plate capacitor, the electrostatic force between the tip and the sample is given by:

(2)
F = 1 2 V 2 d C z d z ,

where C is a tip-sample capacitance and z is a tip-sample distance. The electrostatic force at a frequency ω, has the following expression

(3)
F w = 1 2 d C d z V d c Δ V c p d V a c sin w t

This force is zero when the Vdc equals to the ΔVcpd, so the DVcpd can be measured by applying Vdc such that the oscillating amplitude at the frequency of ω is nullified by using the external lock-in amplifier that measures the w signal is zero in feedback loop.1113,18 In this case, we applied an AC modulation voltage amplitude (Vac) of 1.5 V at a frequency (ω) of 17 kHz to the Au-coated tip.

RESULTS AND DISCUSSION

Fig. 2(a) shows the transmission electron microscope (TEM) images of V2O5 nanonet structures. The individual V2O5 NWs have the diameters of ~10−20 nm and the lengths of ~over 1 µm long as shown in previous results.16,17 The V2O5 nanonet is randomly composed of the individual, bundles and stacked NWs. Fig. 2(b) shows the AFM topography image of the V2O5 nanonet on SiO2 substrate. The thick NWs in the V2O5 nanonet indicate the bundle or stacked NWs after evaporation of the NW solution on SiO2 substrate.

Fig. 3(a) is the expanded AFM topography image with various thicknesses of the V2O5 nanonet, corresponding to the white dashed square in Fig. 2(b). Fig. 3(b) is SKPM image obtained simultaneously with the topography image by measuring the local ΔVcpd between metal tip and the V2O5 nanonet. The bottom graphs show the thickness (left) and the ΔVcpd (right) profiles along the marked regions in each AFM topography and SKPM image. The entire surface of cantilever (cone) which is coated with metal film also can be effected by the chemical potential from the sample, however only a few atoms at the end of the probe interact with the sample through attractive or repulsive forces. Therefore, the resolution of the topography image is higher than that of the SKPM image as shown in Fig. 3. In the SKPM image, the brightness variations come from the ΔVcpd between the Au-coated tip and the sample surface. The bright region presents the smaller ΔVcpd with respect to the Au-coated tip than the dark region, indicating smaller work function of V2O5 nanonet compare to that of the SiO2.19

Figure2.

(a) TEM images of the V2O5 nanonet. (b) AFM topography image of the self-assembled V2O5 nanonet on SiO2 substrate.

jkcs-61-12-f002.tif
Figure3.

(a) and (b) AFM topography and corresponding SKPM images in the region of the white dashed square in Fig. 2(b). The thickness (gray) and the ΔVcpd (red) profiles along the marked regions in AFM topography and SKPM image are shown in the bottom. Inset shows the statistical histogram for the ΔVcpd in the region of V2O5 nanonet.

jkcs-61-12-f003.tif

We calibrate the metal Au-coated tip with reference sample of HOPG to determine the work function of the SKPM tip (ftip) that has been used in the experiments. The cantilever amplitude of the first harmonic (ω) signal is zero when the DC offset bias (Vdc) is equal to the surface potential of the sample surface. Fig. 4(a) shows the electric force microscopy (EFM) cantilever amplitude as a function of the tip-sample bias voltage relative to the HOPG substrate (gray) and the V2O5 nanonet (brown). As shown in the graph, the amplitude as the electrical force can be nullified if an applied external bias (Vdc) is equal to the ΔVcpd that corresponds to the work function difference between the Autip and the sample.13 The DC offset is about 0.15 V for the V2O5 nanonet (brown) and about −0.3 V for the HOPG surface (gray) as shown in the graph. Therefore, we could also obtain the work functions of the Au-tip and the V2O5 nanonet surface by using the two curves. The ΔVcpd between the Au-coated tip and the HOPG is about −0.3 V, so the work function of the Au-tip is determined to be 4.95 eV from the work function of the HOPG (fHOPG = 4.65 eV) as a reference. Therefore, we can estimate the work function value (fs) of the V2O5 nanonet surface by using the relation13

(4)
Δ V c p d = ϕ t p ϕ s e ,

and it is found to be about 5.1 eV, which is almost same to the work function of the solution processed V2O5 film layer (~5.3 eV)20,21 and a bit smaller value than the that of the V2O5 film layer, ~6.8 eV, which is fabricated in the ultra-high vacuum, results from the ultra-violet photoemission spectroscopy (UPS) and inverse photoemission spectroscopy (IPES) measurements.5,22,23 The decreasing work function probably arise from the air exposure resulting in the shift of the photoemission onset towards lower binding energy due to an additional V4+ surface state, which is equivalent to a downwards shift of the vacuum level.20 Fig. 4(b) shows the representative band diagram, depicting the work function values of the HOPG (fHOPG), the Au tip (ftip), and the V2O5 nanonet (fs). It indicates that the V2O5 nanonet has higher work function than those of the HOPG and the Au tip.

Figure4.

(a) EFM cantilever amplitude versus tip-sample bias voltage plots for the HOPG (gray) and the V2O5 nanonet surface (brown). (b) Representative band diagram for work functions of the HOPG, the Au tip, and the V2O5 nanonet. The black dashed line indicates the vacuum level energy.

jkcs-61-12-f004.tif

CONCLUSION

In conclusion, we investigated the surface potential of the V2O5 nanonet by using SKPM technique in ambient conditions. We successfully obtained the work function of ~5.1 eV for the V2O5 nanonet by calibrating the Au-tip with reference sample of HOPG. This value is almost same to the work function of the solution processed V2O5 film layer measured by the UPS and IPES in the literature. This SKPM measurement allows us to evaluate the electronic properties of the V2O5 NW based devices in future.

Acknowledgements

This work was supported by Hankuk University of Foreign Studies Research Fund. This research was supported by Basic Science Research Program through the National Research Foundation of Korea (NRF) funded by the Ministry of Education (NRF-2014R1A1A2053848).

References

1. 

T. Shizuo N. Koji T. Yasunori J. Phys. D: Appl. Phys.1996292750 [CrossRef]

2. 

K. J. Reynolds J. A. Barker N. C. Greenham R. H. Friend G. L. Frey J. Appl. Phys.2002927556 [CrossRef]

3. 

J. Meyer S. Hamwi T. Bülow H.-H. Johannes T. Riedl W. Kowalsky Appl. Phys. Lett.200791113506 [CrossRef]

4. 

H. Kanno R. J. Holmes Y. Sun S. Kena-Cohen S. R. Forrest Adv. Mater.200618339 [CrossRef]

5. 

J. Meyer S. Hamwi M. Kröger W. Kowalsky T. Riedl A. Kahn Adv. Mater.2012245408 [CrossRef]

6. 

K. Zilberberg S. Trost J. Meyer A. Kahn A. Behrendt D. Lützenkirchen-Hecht R. Frahm T. Riedl Adv. Funct. Mater.2011214776 [CrossRef]

7. 

C. Glynn D. Creedon H. Geaney E. Armstrong T. Collins M. A. Morris C. O. Dwyer Sci. Rep.2015511574 [CrossRef]

8. 

K.-J. Baeg G.-T. Bae Y.-Y. Noh ACS Appl. Mater. Interfaces201355804 [CrossRef]

9. 

J. Zhu L. Cao Y. Wu Y. Gong Z. Liu H. E. Hoster Y. Zhang S. Zhang S. Yang Q. Yan P. M. Ajayan R. Vajtai Nano Lett.2013135408 [CrossRef]

10. 

Y.-J. Yu Y. Zhao S. Ryu L. E. Brus K. S. Kim P. Kim Nano Lett.200993430 [CrossRef]

11. 

C. Maragliano S. Lilliu M. S. Dahlem M. Chiesa T. Souier M. Stefancich Sci. Rep.201444203

12. 

Y. Rosenwaks R. Shikler T. Glatzel S. Sadewasser Phys. Rev. B200470085320 [CrossRef]

13. 

W. Melitz J. Shen A. C. Kummel S. Lee Surf. Sci. Rep.2011661 [CrossRef]

14. 

V. Panchal R. Pearce R. Yakimova A. Tzalenchuk O. Kazakova Sci. Rep.201332597 [CrossRef]

15. 

O. Cherniavskaya L. Chen V. Weng L. Yuditsky L. E. Brus J. Phys. Chem. B20031071525

16. 

S. Myung M. Lee G. T. Kim J. S. Ha S. Hong Adv. Mater.2005172361 [CrossRef]

17. 

J. Muster G. T. Kim V. Krstić J. G. Park Y. W. Park S. Roth M. Burghard Adv. Mater.200012420 [CrossRef]

18. 

P. Reddy S.-Y. Jang R. A. Segalman A. Majumdar Science20073151568 [CrossRef]

19. 

S. Choi Z. Shaolin W. Yang J. Korean Phys. Soc.2014641550 [CrossRef]

20. 

K. Zilberberg S. Trost A. Kahn T. Riedl Adv. Funct. Mater.2011214776 [CrossRef]

21. 

T. Gerardo J. Pampel M. Liracantu Energy Environ. Sci.201363088 [CrossRef]

22. 

J. Meyer K. Zilberberg T. Riedl A. Kahn J. Appl. Phys.2011110033710 [CrossRef]

23. 

I. Hancox L. A. Rochford D. Clare P. Sullivan T. S. Jones Appl. Phys. Lett.201199013304 [CrossRef]