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International Journal of Antennas and Propagation
Volume 2013 (2013), Article ID 417108, 8 pages
http://dx.doi.org/10.1155/2013/417108
Research Article

A Multichannel THz Detector Using Integrated Bow-Tie Antennas

1Beijing University of Posts and Telecommunications, Beijing 100876, China
2MMT Group, RAL Space, STFC Rutherford Appleton Laboratory, Didcot OX11 0QX, UK

Received 7 November 2012; Accepted 10 April 2013

Academic Editor: Wenhua Chen

Copyright © 2013 Hairui Liu et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

Abstract

This paper presents a kind of a multichannel THz detector using lens-based bow-tie array. A hyperhemispherical silicon lens is employed to provide a focal plane; 8 bow-tie elements are arranged on the focal plane with careful design to show a performance of broadband, high gain, well compact, and easy assembling. These characteristics of the detector are preferred for detecting weak THz signal. Measured far field shows that the radiation pattern of each element is shifted angularly, by 9°, which can be used for THz imaging. Tested responsivity of the detector shows a good spectral performance from 260 to 400 GHz: respective values were ≥220 V/W, and the best NEP is achieved at about 60 pW/. Besides that, the proposed antenna has advantages of simple structure, easy fabrication, and low cost.

1. Introduction

Terahertz radiation is frequently treated as the spectral region within frequency range of 1–10 THz. It has shown unique properties and proved a variety of applications, such as concealed weapon detection, spectroscopy, short-range radar, and secured high-speed data communication [13]. For these applications, THz detector is an essential component. Detectors based on Schottky diode can operate at room temperature and have an extremely fast response time compared with other detectors, such as microbolometers [4] or Golay cells [5]. In order to couple the weak THz radiation to Schottky diodes, high-gain antennas are preferred. Waveguide-based detectors connected with horns can provide high gain with directivity of 22–25 dB; however, the operating frequency is limited by the cut-off frequency of waveguide [6]. A series of detectors have been designed by using self-complementary antennas mounted on silicon lenses, exhibiting a broadband response and achieving a directivity of up to 30 dB [710]. This kind of detector is a good option for THz imaging with the advantages of low cost, broadband, and fast response. This imaging system is typically done by a single detector with scanning optics [11, 12]; however, mechanical scanning system is always time consuming, costly, and with a large physical size. Detectors by using integrated antennas to provide multichannel can significantly simplify the imaging system and save time. A three-element linear array of double-slot antennas was fabricated and measured on a silicon lens at 258 GHz [13]. More recently, a array of 280 GHz Schottky-barrier diode detectors using an on-chip patch antenna is fabricated in a 130 nm logic CMOS process and integrated into a 2D focal-plane image scanner [14].

We have done some research on THz generation and detection [16]. A compact photonic system is used to provide video-rate THz signal. It has advantages of low cost and high speed; however, it exhibits a low power. In order to detect this weak THz radiation for imaging, a high-gain and compact integrated antenna is employed to provide multioutput. It utilizes an 8-element linear array of bow-tie antennas mounted on a hyperhemispherical silicon lens. The bow-tie antenna is well considered according to the requirements of the detector. Several self-complementary antennas could provide broadband performance, such as spiral antennas [8] and log-periodic antennas [7]. But for compact integrated antenna, it should be with the advantages of small size, enough area for soldering Schottky diode, and linear polarization. For these reasons, bow-tie antennas are preferred for this THz detector.

In the following, we will describe the design and measurements of the multichannel THz detector. In Section 2, diode characteristics and detector circuit are presented to show the principle of rectifying signal. Section 3 shows the antenna design and simulation. In Section 4, measurements including spectral responsivity and far-field pattern are presented. Finally conclusions of the detector and antenna performance are discussed in Section 5.

2. Diode Characteristics and Detector Circuit

When a THz signal is applied, the Schottky diode generates DC voltage proportional to the signal power due to its second and other even-order terms associated with nonlinearity. It can be used to directly detect the THz radiation with proper antennas. The antiparallel Schottky diodes were fabricated at STFC Rutherford Appleton Laboratory [15]. The dimension of an antiparallel pair of air-bridged devices is shown in Figure 1. The unsupported length of each airbridge is 19 μm. Anodes, 1.0 μm in diameter, are located at the end of the bridges. The airbridges are made of gold, with a titanium Schottky metallization contact to the GaAs.

417108.fig.001
Figure 1: Dimensions of the antiparallel Schottky diode chip. The airbridges are approximately 19 μm long. The chip is supported on GaAs substrates [15].

When a small AC signal is applied, the Schottky diode generates DC voltage proportional to the signal power due to its square law I-V performance. The square law I-V relationship is caused by the dynamic resistance of the Schottky contact, . The series resistance , saturation current , and ideality factor are determined by data fitting with the classical Schottky model [19]: where is the electron charge, and is Boltzmann’s constant . Respective values are , and . For our diode model, the zero voltage junction capacitance is around 1.42 fF related to the anode area of 0.95 μm2, which results in a high cut-off frequency, . The intrinsic voltage responsivity of the diode can be determined from the diode I-V equation [19],

From (2), the voltage responsivity peaks when bias current is close to zero. But this is not desired because low reverse saturation current brings a high junction resistance (>1 MΩ), which is too high for efficient power matching to the diode [14]. In this case, the diode in the detector design is forward biased. The simplified detector circuit is shown in Figure 2. The bias current is around 150 μA which keeps the closed to 200 Ω. The modulated THz signal illuminates the bow-tie antenna and couples to the diode. Then, the rectified signal passes the filter and goes to the low-noise amplifier.

417108.fig.002
Figure 2: Simplified detector circuit.

3. Antenna Design and Simulation

The antenna used for coupling the THz radiation to Schottky diodes is shown in Figure 3. Incoming wave is focused by a high dielectric constant silicon lens into the focal plane. By linearly arranging the detector diodes with a proper antenna, a large-scan angle is obtained for imaging.

417108.fig.003
Figure 3: Schematic diagram of the compound antenna.

The antenna array used on the focal plane is supported by a 0.15 mm thick quartz substrate. Bow-tie element is chosen to provide a broadband response, symmetrical far-field pattern, linear polarization, and large area for diode soldering. The feed gap is for soldering Schottky diode. In order to resonate on 300 GHz, the arm length should be close to 1/4 wavelength of the medium, taking into account the quartz dielectric constant: 3.78. The flare angle is optimized to achieve a symmetric far-field pattern. By using Ansoft High-Frequency Structure Simulator (HFSS), the whole size of the bow-tie element is as shown in Figure 4.

417108.fig.004
Figure 4: Geometry of the bow-tie element.

The geometry of bow-tie element array is displayed in Figure 5. Eight elements are arranged in parallel with bow-tie arms; this arrangement provides a lower mutual coupling between adjacent elements. For an imaging array, each channel of the array should be closely packed to make full use of the focal-plane area. But as the interactions between elements should also be considered, we optimized the spacing of the array using HFSS to achieve a coupling of −20 dB or less. This gave an antenna centre-centre separation of 340 μm. The eight bow-tie antennas and associated conductors are photolithographically patterned in an Au layer deposited on the quartz substrate, as shown in Figure 6. One side of each antenna is connected to a common ground line, which in turn connects to the outmost two pads of the connector array. The other side of the antenna is connected to one of the middle eight pads. The conductors close to the antennas are orthogonal to the E-field to which the antenna is sensitive: this is done to minimise the effect on the radiation pattern. The connectors together with bow-tie elements are simulated using HFSS to calculate the impedance of the bow-tie element. By using diode parameters, , , and , the matching between diode and antenna can be derived. As shown in Figure 7, considering the spectral impedance of the diode, the curve presents undulation growth with frequency. At 300 GHz it is below −10 dB, and the peak value in about −4 dB from 200 GHz to 400 GHz.

417108.fig.005
Figure 5: Geometry of the bow-tie element array.
417108.fig.006
Figure 6: Photograph of the bow-tie array on quartz substrate.
417108.fig.007
Figure 7: Calculated from diode impedance and the antenna impedance.

The coupling between the adjacent elements of the array is simulated using HFSS. As shown in Figure 8, the simulated parameter is below −20 dB from 260 GHz to 400 GHz. Usually the envelope correlation coefficient is an important parameter to evaluate the diversity characteristic of a multiantenna system [20]. The envelope correlation coefficient computed from parameters is shown as follows [21]:

417108.fig.008
Figure 8: Coupling between the adjacent elements.

From the simulated parameters, the envelope correlation coefficient was calculated, as shown in Figure 9. The envelope correlation coefficient has a peak value at 202 GHz, ≤0.3, and typically lower than 0.05 from 210 GHz to 400 GHz.

417108.fig.009
Figure 9: Envelope correlation coefficient.

The hyperhemispherical lens is a hemispherical lens with an attached extension length , is the index of refraction of the lens, and is the radius of the lens shown in Figure 10. The hyperhemispherical lens was borrowed into the millimetre wave field from optics [22], and it was found that it could effectively increase the gain of the integrated antenna by . The hyperhemispherical lens used here has a proper focal area for bow-tie element array, with a diameter of 12 mm, thickness of 7.15 mm, and dielectric constant of 11.7. By taking into account the thickness of the quartz substrate, the extension length is 1.3 mm with a radius of 6 mm and gives an of about 0.22. The comparison of far-field pattern between bow-tie element and embedding silicon lens is shown in Figure 11. By using hyperhemispherical, the directivity increased about 10 dB, close to . This is done by using ray tracing to illuminate the lens surface with the radiation of bow-tie element (computed via HFSS), and Fresnel transmission coefficients are employed to compute the fields across the boundary between lens and the air.

417108.fig.0010
Figure 10: Schematic diagram of hyperhemispherical lens.
417108.fig.0011
Figure 11: Simulated far field of E_plane and H_plane on bow-tie element and embedding silicon lens E_plane (line), H_plane (dashed line).

For assembling the antenna, the silicon hyperhemispherical substrate lens is supported by an aluminium bracket and is clamped by a polyethylene cap, as shown in Figure 12. The quartz wafer bearing the antenna array is glued in a machined rectangular depression on the bracket. A ten-pin connector is soldered to the pads on the quartz, which in turn connects to a ribbon cable. The other end of the cable is connected to an eight-channel low-noise preamplifier. Only four channels were populated with Schottky diodes and tested.

fig12
Figure 12: Photographs of the fabricated antenna.

4. Measurements and Results

After antenna assembling, the antenna is soldered with Schottky diodes and connected to amplify circuits. Direct measurement on antenna as a passive component, such as parameters, is impossible. But the spectral response of the detector can mirror the performance of the antenna. One of the most important performances of detectors is voltage responsivity , which is mainly decided by the intrinsic responsivity of the diode and the antenna performance.

The responsivity of the detectors was measured on a quasioptical system, as shown in Figure 13. A corrugated horn with a similar aperture with the silicon lens, fed by a frequency-multiplied source [23], delivered a beam into a reflective quasioptical system. The detector was placed at the output beam waist. In this arrangement, almost all the power from the source illuminated the array lens. A terahertz power meter was used to calibrate the output power of the source, which was kept around 20 μW. The video-rate modulation is done by using an optical chopper with space-duty-cycle ratio of 1 : 1 [24]. This chopper frequency is then used as reference frequency of the lock-in amplifier. The lock-in amplifier measures the rms voltage value of the output of the detector. The expression of the detector voltage responsivity is where denotes the input power of the detector measured by terahertz power meter; is times as rms value measured by lock-in amplifier [25].

417108.fig.0013
Figure 13: Schematic diagram of responsivity measurement setup.

From (4), the estimated voltage responsivity versus frequency is calculated and plotted in Figure 14. The responsivity is over 220 V/W on the frequency range of 260–400 GHz without preamplifier’s gain. The peak responsivity of 330 V/W is measured at 300 GHz and meets the predictions of the diode matching. Taking into account 30% reflection losses, 20% absorbing losses at the silicon lens [10, 26], antenna coupling mismatch, and nonperfect impedance matching of the diode to the antenna, we arrive at an intrinsic diode responsivity of larger than 2000 V/W. This is comparable with theoretical estimation.

417108.fig.0014
Figure 14: Voltage responsivity for one channel of detector.

Another key performance metric for the detector, noise-equivalent power (NEP), is defined as the ratio between the output noise voltage spectral density (V/) and the detector voltage responsivity (V/W). In order to characterise the noise properties, measurements were made on a detector which has the same configuration of the detector array but with a single bow-tie antenna on the quartz. A low-noise op-amp amplifier, with typical input noise level of 3.2 nV/, was used to amplify the signal. The output of amplifier was connected to a lock-in amplifier and spectrum analyser to measure the noise density over different frequency ranges. For the frequency range from 10 kHz to 1 MHz, which is the normal video detection modulation rate, the noise is around 20 nV/. The corresponding NEP is below from 260 to 400 GHz, and the best NEP is achieved at about .

The performance of the detector is compared to other similar works using different antennas shown in Table 1. Because of the differences in the tuned frequency, it is difficult to make a clean comparison. Measurements of responsivity show that the proposed detector has a peak value over 330 V/W at 300 GHz, 220–330 V/W on the frequency range of 260–400 GHz. It is close to the reports of quasioptical detectors by other groups, using logarithmic spiral antenna [9] sinuous antenna [18], and patch antenna [14]. The best NEP of the proposed detector can be achieved at . This NEP is better than the ACST zero bias detector [9] but worse than the folded dipole detector [17] and 130 nm logic CMOS detector [14] at their resonant frequency. These performances including responsivity and NEP are highly dependent on the bias current and antenna coupling efficiency. More work will be focused on understanding how they contribute to the responsivity and NEP.

tab1
Table 1: Performance of detector compared with prior works.

In order to evaluate the imaging performance of the antenna array, far-field pattern of E_plane was measured. This is done by illuminating the detector array in the far field of a broadband frequency multiplier-based source. The detector was fixed on an automated rotation mount. The theta angular () response of each channel was measured separately and results are plotted together. Measurements were made on 4 elements in the same side, and the other 4 elements should have a symmetric pattern. In order to cover a wide frequency range, we tested the pattern of 275 GHz, 300 GHz, 330 GHz, 350 GHz, and 380 GHz, which covered more than 100 GHz bandwidth. Since the antenna is combined with detectors, only relative gain is obtained, as shown from Figures 15, 16, 17, 18, and 19. For each element of the detector, the radiation pattern is shifted angularly, by 9° with 0.34 mm spacing on focal plane. This shifted angle is almost linear with displacement off-axis, as shown in Figure 20, which exhibits excellent performance for THz imaging. At each frequency, it is found that there is an inhomogeneity of pattern between different elements, such as maximum gain and beam width. This is mainly due to two reasons. The first is the slight difference in the diode characteristics affecting the responsivity of the element. The other is that the pattern changes with the displacement on focal plane [27]. This can be explained by the function between directivity and the ratio of . The corresponding peak directivity as a function of is shown in Figure 21; the maximum directivity is achieved when is near 0.34. This calculation meets the report of [10], which used a double-slot antenna on hyperhemispherical silicon lens. When the feed antenna is in centre of the focal plane, the is 0.22 for the proposed antenna and provides a directivity of 21 dB. When moving the feed antenna position off-axis, the equivalent (distance between feed antenna and the centre of hemispherical lens) is longer. Therefore when increases with displacement off-axis, the antenna array exhibits a higher gain on the outmost element. In order to reduce the differences in gain and shape between each element, the ratio of should be optimized to 0.34. In this case when moving the feed antenna position off-axis, the antenna gain changes slightly with increasing .

417108.fig.0015
Figure 15: Far-field pattern of detector 275 GHz.
417108.fig.0016
Figure 16: Far-field pattern of detector 300 GHz.
417108.fig.0017
Figure 17: Far-field pattern of detector 330 GHz.
417108.fig.0018
Figure 18: Far-field pattern of detector 350 GHz.
417108.fig.0019
Figure 19: Far-field pattern of detector 380 GHz.
417108.fig.0020
Figure 20: Shifted angle versus off-axis displacement.
417108.fig.0021
Figure 21: Directivity of hyperhemispherical lens as a function of at 300 GHz.

5. Conclusions

In the paper, a multichannel THz detector using integrated bow-tie antennas is presented. It employed hyperhemispherical silicon lens to provide a high gain more than 20 dB and bow-tie element array to provide broadband performance. Simulation of parameters is made to show that the isolation characteristic () is less than −20 dB between adjacent elements from 260 GHz to 400 GHz. This brings an envelope correlation coefficient of this antenna far less than 0.5 which leads to a good diversity characteristic for MIMO application. Measurements of responsivity and far field were made on the THz detector. Results of responsivity show that the detector has a good spectral response from 260 GHz to 400 GHz: respective values were ≥220 V/W, and the best NEP is achieved at about . Far-field pattern shows that the radiation of each element is shifted angularly, by with 0.34 mm spacing, which exhibits excellent performance for THz imaging. The antenna structure is highly compact with low cost and easy assembling, which is promising for THz imaging.

Acknowledgments

This work is funded by the UK’s STFC Centre for Instrumentation. The authors are very grateful to Hui Wang, Matthew Oldfield, and Hosh Sanghera, all at STFC’s Rutherford Appleton Laboratory (RAL), for their immense contributions to this project.

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