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Review

Attenuated Total Reflection for Terahertz Modulation, Sensing, Spectroscopy and Imaging Applications: A Review

1
College of Biosystems Engineering and Food Science, Zhejiang University, 866 Yuhangtang Road, Hangzhou 310058, China
2
Key Laboratory of On Site Processing Equipment for Agricultural Products, Ministry of Agriculture and Rural Affairs, Zhejiang University, Hangzhou 310058, China
3
Division of Physics and Applied Physics, School of Physical and Mathematical Sciences, Nanyang Technological University, 21 Nanyang Link, Singapore 637371, Singapore
4
Centre for Disruptive Photonic Technologies, The Photonics Institute, Nanyang Technological University, 50 Nanyang Avenue, Singapore 639798, Singapore
5
Zhejiang A&F University, 666 Wusu Street, Lin’an, Hangzhou 311300, China
*
Author to whom correspondence should be addressed.
Appl. Sci. 2020, 10(14), 4688; https://doi.org/10.3390/app10144688
Submission received: 3 June 2020 / Revised: 29 June 2020 / Accepted: 1 July 2020 / Published: 8 July 2020

Abstract

:
Terahertz (THz) technique has become one of the most promising analytical methods and has been applied in many fields. Attenuated total reflection (ATR) technique applied in THz spectroscopy and imaging has been proven to be superior in functionalities such as modulation, sensing, analyzing, and imaging. Here, we first provide a concise introduction to the principle of ATR, discuss the factors that impact the ATR system, and demonstrate recent advances on THz wave modulation and THz surface plasmon sensing based on the THz-ATR system. Then, applications on THz-ATR spectroscopy and imaging are reviewed. Towards the later part, the advantages and limitations of THz-ATR are summarized, and prospects of modulation, surface plasmon sensing, spectroscopy and imaging are discussed.

1. Introduction

Terahertz (THz) radiation generally refers to a band of electromagnetic waves (from 0.1 to 10 THz) which spans the region between the mid-infrared (MIR) and the microwave [1,2,3]. In this range, the electromagnetic waves are characterized in properties as follow: The energy levels of photon are quite low (around 1–10 meV), and THz waves are transparent to most dielectric materials while intensely absorbed by water. Besides, most motions like the hydrogen-bonding stretches and torsion, molecular rotations, crystalline phonon vibrations, and low-frequency bond lie in the THz range [4,5], which means THz waves are suitable to explore and analyze these motion modes. In the past decades, along with the development of THz science and technology, both THz spectroscopy and imaging technique have been widely applied in various fields including material [6,7], communication [8,9], imaging [10,11,12], biomedicine [13,14], pharmaceutics [15,16], food [17,18], agriculture [19,20,21,22], and others, with heated discussions around modulation, sensing, spectroscopy and imaging analysis. THz time-domain spectroscopy (THz-TDS) is very popular in the THz region, which uses pump and probe pulses to directly measure the electric field. Both amplitude and phase information can be extracted by using fast Fourier transform (FFT), further, the optical or dielectric parameters could be calculated [2,4]. The interactions between the THz wave and material have been discussed from various perspectives and the features of the material were obtained by THz technique, thus making THz spectroscopy and imaging technique become an emerging characterization method. According to the sample properties and geometrical constraint, three geometries are usually configured in the THz systems: transmission, reflection, and attenuated total reflection (ATR). Transmission geometry is the most common method for samples with moderate absorption. Reflection and ATR geometries are suitable for the strongly absorbing or scattering samples. Restrictions are inevitable for the surface of the sample when using reflection geometry. ATR geometry is advantageous for liquid, powder, or thin film samples without further preparation compared to the others [4].
Research on THz wave modulation, especially amplitude and polarization, is essential for promoting the rapid applications in THz spectroscopy and imaging [23]. Modulation of visible and near-infrared light has been easily achieved for decades, while there are still plenty problems to be solved for modulating THz waves. Modulation devices with metasurfaces, photodoped semiconductors, conductive thin film, many other artificial or natural materials and structures, show drawbacks such as limited bandwidth, poor attenuation ability, and slow switching speed. Many THz polarization controlling components or structures, such as polarization rotators and wave plates, using stacked birefringent slides, dielectric grating, metamaterials, or prism reflections, still exhibit shortcomings like the unexpected thickness of the structures, narrow operational bandwidth, and restricted conditions for large phase differences [24]. Thus, the utilization of ATR geometry in realizing THz wave modulation have been proposed, which has been proved to be highly efficient and easy-to-fabricate and can reach high or multiple modulation performance over a broadband THz region [23,24].
Surface plasmon resonance (SPR) sensing in the visible and infrared region has been proven to be highly sensitive to the changes in the optical properties of the neighboring media. This sensing method has been widely applied for compounds analysis, especially for biological or chemical molecules [25]. However, in the THz region, large negative permittivity strongly prohibits electromagnetic fields from penetrating inside a metal [26], thus surface plasmon polariton (SPP) excitation becomes an attractive challenge. An approach aimed at obtaining the SPP at THz frequencies is an urgent need, since it could promote the applications in biochemical spectroscopy, medical imaging, and so forth.
This review summarizes the THz-ATR application in modulation, sensing, spectroscopy and imaging (as shown in Figure 1). The THz attenuated total reflection (THz-ATR) system is first introduced, including the principle and impact factors. Following this, the recent advances on THz wave modulation and THz surface plasmon sensing based on this system are demonstrated. Next, the applications in spectroscopy and imaging are reviewed and discussed. Finally, the challenges and outlook of this field are summarized.

2. Theory of ATR

THz spectroscopy and imaging system, including THz time-domain spectroscopy (THz-TDS), double-modulated differential THz-TDS, THz time-domain imaging (THz-TDI), pulsed THz imaging, continuous-wave THz imaging, and THz real-time imaging, were introduced and summarized by Smith et al. [2], Qin et al. [4], Wang et al. [22]. The THz-ATR system consists of basic THz spectroscopy or imaging system and ATR geometry. This system mainly utilizes the properties of evanescent wave resulting from the total internal reflection (TIR). To satisfy the demand of TIR, the ATR crystal should be a high refractive index material. High-resistivity silicon (HR-Si) is the most typical material for ATR crystals with the refractive index of ~3.42 at the THz region, along with germanium (Ge) with the refractive index of ~4.00 at the THz region. The crystal shape, most in the Dove or semicircular prism, depends on the optical geometry in the system. A beam of an electromagnetic wave is refracted as it is illuminated from the side of the ATR crystal at the critical angle, then the wave reflects off the internal surface and thus the evanescent field is generated close to the crystal–sample interface. The optical and dielectric parameters can be obtained and extracted through THz-ATR spectroscopy, including refractive index, extinction coefficient, permittivity, dielectric loss, and so forth. The methods of parameters extraction and calculation can be found in the reported research and studies [34]. Choosing the x z plane as the incident plane, the expressions of the evanescent field and the penetration depth are:
E 2 = A 2 exp [ z 2 π λ 1 sin 2 θ i n 2 2 n 1 2 ] exp [ i ( x 2 π λ 1 sin θ i ω t ) ] ,
d P = n 1 λ 1 2 π n 1 2 sin 2 θ i n 2 2 .
while A 2 is the amplitude, ω is the angular frequency, t is the time, x is the distance in x direction, and z is the distance in z direction. n 1 is the refractive index of the ATR crystal, n 2 is the refractive index of the sample. Parameter θ i is the incident angle, λ 1 is the wavelength of the incident wave. The amplitude of the evanescent wave attenuates exponentially in the z direction. While the penetration depth is usually equal to the order of magnitude of λ 1 , which plays an important role on the sensitivity of the ATR method. In the THz region, the penetration depth d P of the evanescent waves ranges from several micrometers to hundreds of micrometers, which is deeper than that in the infrared region, especially at the low-frequency region. The stability of the THz-ATR system is essential for accurate data acquisition. It shows that the factors such as prism misalignment [35], delay drift [36], incidence angle change [37], total propagation efficiency [38], and thermal expansion [39] could impact the system stability. While, good thermal stability of the system will help minimize the uncertainty of the system [36].

3. THz Wave Modulation and Devices Based on ATR

As mentioned before, amplitude and polarization modulation are quite important in THz spectroscopy and imaging. THz wave modulation through ATR geometry is proven feasible. Compared to the methods such as based on semiconductors, dielectric gratings, birefringent slides, metasurfaces, metamaterials, it is easy to fabricate and achieve high performance or multiple modulation [23,24]. In the following part, these emerging modulation methods and devices based on ATR are introduced in detail.

3.1. Amplitude Modulation

Most amplitude modulation devices in the THz region are based on graphene. This is because graphene, which has ultra-wide spectral response from visible to the THz frequency range, shows remarkable properties both in optics and electrics. It has high electrical current density, tunable Fermi energy level through optics, electrics, or chemical methods, thus making it a tunable material. The conductivity of graphene could be adjusted by the applied electric field, which would affect the interaction between graphene and the THz wave. Besides, the ultra-sensitivity to the conductive interface changes from ATR geometry could further amplify these interactions. Thus, making the devices combing graphene and ATR geometry tunable with wider modulation depth, even in the wider range. Significant enhancement of THz absorption could be realized by a sandwich-structure with monolayer graphene [40]. Through this structure, the interaction between the evanescent wave and graphene layer is controlled by the incidence angle. An extremely large attenuation, up to ~70% per reflection, was observed especially for s-polarization, and the absorptance shows a proportional relation to the Joule heating amount on the graphene surface. Another approach has been revealed for varied modulation through experimentally fabricating three graphene devices [28]. These devices couple the conductive interfaces with the evanescent waves, thus enhancing the attenuation. The modulation depth of the highly conductive ion-gel graphene (-on-quartz) device (as shown in Figure 2c) can be larger than 90% at 0.15–0.4 THz and up to 99.3% at 0.24 THz in s-polarization (as shown in Figure 2b). Results in Figure 2a,b show an obvious voltage dependence from 0.2 to 2 V due to the conductivity of graphene changed by the voltage. Further, Sun et al. [23] proposed another method to enhance THz modulation, which combines the field confining of metallic gratings and sensitivity of conductive surfaces from the TIR geometry. Modulation at the range of 0.2–1.4 THz could reach 77%. Besides, a THz wave switch with Kretschmann configuration was proposed [41]. This switch consists of a prism with a high refractive index, liquid crystal, and periodically grooved metal grating. The ON-OFF state of the THz switch was realized by the different reflectivity intensity of the geometrical optics reflection of the THz wave at the specific value of the liquid crystal refractive index, which was set by the external applied bias voltage. This device showed an extinction ratio of 31.48 dB at the frequency of 1.0 THz. To conclude, deep, tunable, and broad-band amplitude modulation could be realized by combing the materials with tunable optical and dielectric properties and ATR geometry.

3.2. Polarization Modulation

Similar to the amplitude modulation, high-performance and broad-band and active polarization modulation can be realized with grating structures. Liu et al. 24] proposed a THz polarization converter operating in TIR geometry with a metal wire grating, which can achieve three functions, including achromatic 45° polarization rotation, quarter-wave and half-wave retardance. These states can be easily transferred by rotating the wire grating. The performance of this device was achromatic over 0.1–0.7 THz. Then, they applied the VO2 film and grating structure into TIR geometry and further realized an active THz polarization controller (Figure 2d). This device shows an average modulation depth of 99.75% in the range of 0.2–1.1 THz [27]. Unlike the former, the operation state of this device is controlled by the state of VO2, which is a phase-changed material. When VO2 was in insulating phase, the device worked as a linear rotator with an almost linear p-polarized output from 0.8–1.5 THz (as shown in Figure 2e). While in the metallic phase, this device became a quarter-wave converter with a circular polarized output from 0.8–1.5 THz (as shown in Figure 2f). Thus, the polarization state of the reflect wave is determined by both the grating structure and the conductivity of the interface. Similar active polarization may also be realized by using material with tunable conductivity.

4. THz Surface Plasmon Resonance Sensing and Devices Based on ATR

4.1. Surface Plasmon and Surface Plasmon Resonance

Surface plasmon (SP) is a kind of collective excitation, which usually occurs at the interface between a conductor and a dielectric. This transverse magnetic mode propagates along the interface, and the field amplitude evanesces exponentially perpendicular to the interface. The surface plasmon polariton (SPP) will be excited by the collective oscillations of free charge carriers at a metal–dielectric interface provided the dielectric constant of the two media is opposite. The most attractive property of the SPP is that the field is confined in the vicinity of the surface. This resonance, usually called surface plasmon resonance (SPR), can be extremely sensitive to the slight changes in the refractive index of the surrounding media. Herein, plenty of research has been conducted for SPR sensing. Besides, studies have shown that graphene can also support well-confined SP modes at both MIR and THz regions. Gan [30] numerically investigated excitation of SP supported by doped graphene sheets at THz frequencies with ATR via Otto geometry (Figure 3a). To match the momentum between the highly confined plasmon modes and the incident radiation, the surface conductivity of graphene should be adjusted, such as varying doping levels or using few-layer graphene. Polyvinylidene fluoride (PVDF) is a kind of conducting polymer with efficient metal-like reflectance, which also supports SP modes at the THz region. Hassani et al. [26] realized THz plasmon-like excitation using PVDF covering a solid-core polymeric Bragg fiber via phase matching. Sensitivity of the SPR sensor using the angular interrogation method is defined as the ratio of the change in the resonance angle ( θ S P R ) with the change in the refractive index ( n a ) of the sensing layer [42]:
S n = δ θ S P R δ n a .
Figure of merit (FOM) estimates the performance of the sensor and is defined as the ratio of sensitivity to the full width at half maxima (FWHM) of the SPR curve [42]:
F O M = S n F W H M .
The following is advanced research around the SPR sensor based on Otto or Kretschmann geometry.

4.2. SPR Devices Based on Otto Geometry

Purkayastha et al. [42] proposed an SPR-based gas sensor in THz frequency with Otto configuration using free standing doped monolayer graphene (Figure 3b). The proposed sensor could achieve an ultrahigh figure of merit about 1150 RIU−1 (refractive index unit). It was found that the gap distance between the prism and graphene plays an important role in the coupling efficiency, which further determines the sensitivity and accuracy of the proposed sensor. However, the sample fabricating becomes a challenge since a tiny air gap needs to be maintained in this Otto geometry. To solve this problem, another SPR based gas sensor was proposed by using the different dielectric polymer spacing layer instead of the air gap with the similar structure [43]. This structure achieves the FOM of 741 RIU−1 and is more suitable and convenient for practical sensing. Zhang et al. [44] further modified this structure and realized an active control SPR sensor through the magnetic field. The dielectric properties of graphene could be changed through the magnetic field, thus the sensitivity of the sensor could be optimized by properly adjusting the magnetic field. Another hybrid structure consisting of a double-layer graphene, a thin dielectric film, and planar waveguide was proposed, which can be used to support a surface plasmon polariton mode in long range [45]. This hybrid sensor structure could achieve sensitivity of 292 RIU−1. The SPR sensors achieved the matching of the SPR mode between ATR geometry and graphene, and further confine the THz electric field in the vicinity of the surface.

4.3. SPR Devices Based on Kretschmann Configuration

The SPR coupling in the Kretschmann configuration was designed and numerically investigated [46]. In this structure, the SPP was excited on the interface between dielectric layer and PVDF. The sensitivity of the sensor was determined by the thickness of the PVDF and the sample. Another Kretschmann configuration (Figure 3c) that support two SPP modes coupling was invested [29]. The highest sensitivity of 730 RIU−1 in gas detection can be obtained through this structure. The SPP excitation in this structure was mainly determined by the fermi energy level of graphene, thickness of PVDF and air (or coupling layer), and the layer number of graphene determines the coupling effects of the two SPP modes and finally affected the sensitivity. Both the Kretschmann and Otto configuration need to meet the momentum match condition, thus the effect of these two configurations are similar, with only differences in structures and materials between each other. The sensing methods above all are based on inducing THz waves with various incident angles at a certain frequency, which could be a challenge for their applications due to the optical path needed to be adjusted accordingly. Fixing the incident angle while using continuous-wave seems a better way to solve this problem.

5. Spectroscopy Analysis

5.1. Dielectric Properties and Absorption Characteristics

The interaction between THz wave and material could result in individual responses according to the chemical components and microstructure, thus making THz spectroscopy a powerful tool to analyze substances and detect responses. THz-ATR spectroscopy is very convenient and suitable for obtaining dielectric properties and absorption characteristics for the substance in the form of liquid, powder, or thin film. We concluded the samples with the parameter calculated in Table 1. All the measurements were taken under room temperature. The following are the reports on the dielectric properties and absorption characteristics of the testing substance.
Hirori et al. [47] derived the dielectric functions of InAs and distilled liquid water through the measured ATR spectra. Sasaki et al. [51] obtained the dielectric properties of porcine tissues, including dermis, subcutaneous tissue, and muscle. Newnham et al. [48] studied the ATR spectra of nine kinds of crystalline solid materials and three kinds of liquids, including L-ascorbic acid (vitamin C), citric acid, L-tartaric acid, D-mannitol, D-sorbitol, xylitol, pyridoxine, riboflavin, thiamine hydrochloride, water methanol, and 2-propanol. All the solid materials showed distinct absorption peaks in the 0.3–3.6 THz region, which arise from low-frequency vibrations and phonon modes. Unlike the solid materials, the liquids, water methanol and 2-propanol, showed unstructured absorption. Ogawa et al. [49] obtained and analyzed the spectra of the aqueous glycine solution and glycine powder in the 0.5–12 THz region. The differences of absorption peaks between powder and solution could be explained by that the low frequency vibrational mode in glycine molecules changed with the hydrogen bonding in water. Soltani et al. [50] promoted a method to monitor the crystallization of NaCl and NaI out of watery solution through the variation of the absorption coefficient and refractive index. Their absorption coefficient shows a similar decrease with the increase of the concentration, while the change in the refractive index is completely opposite. Based on this, crystallization of tartaric acid in the act was investigated [32]. Three different stages in the process of crystallization (supersaturated solution, nucleation stage, and final crystal) were changed in the relative contributions to the total volume, showing varied absorption character in each stage, which could be caught by ATR continuous measurements. The absorption characteristics of six prospective explosive materials by using transmission and ATR from 0.2 to about 3.2 THz were investigated by Palka et al. [52]. The positions of peaks showed a reasonable consistence to the transmission results, which suggested the feasibility of ATR for identification of these materials. Figure 4 shows the absorption spectra of 4 kinds of them through the ATR method. Since the ATR geometry is very sensitive to the change of the interface, the contact between the sample, especially for powder and the ATR prism could also affect the results. Thus, there is difference between these two measurements. Besides, the penetration depth at lower frequency is bigger than that in the higher region, according to Equation (2), so the absorption characteristic could be more distinguishable at lower frequency in the THz region.

5.2. Hydrogen Bonds and Hydration State

Hydrogen bond water network perturbations are referred to as hydration dynamics. The timescales for the dynamics of water molecules affected by the presence of a solute fall in the sub-picosecond region correspond to the THz region in the frequency domain. THz-ATR spectroscopy has been proved as a sensitive tool to analyze the water network in an aqueous solution. The absence of solute can affect the original dynamics of the surrounding water molecules and will contribute to the change of the dielectric spectra. For further qualitative and quantitative study of the response characteristic of aqueous solutions, analysis on hydrogen bonds and calculations around hydration were further carried out, with the absorption spectra and dielectric spectra as the following.
Hydrogen bonds have been demonstrated in various aqueous liquids. Roth et al. [53] found that they significantly influenced the Coulomb systems structure in the imidazolium-based ionic liquids. Nagai et al. [39] analyzed the dielectric dispersion of water in the THz region, indicating that the high-frequency vibrational modes should a make contribution to the dielectric dispersion. Then, Yada et al. [54,55] determined the dielectric character of water (Figure 5a) and its isotopes with different temperature, and decomposed them into four components: slow relaxation, fast relaxation at, intermolecular stretching vibration, and intermolecular libration. This research shows the unparalleled superiority of THz-ATR for evaluating the hydrogen-bonding system.
Analysis on the hydration state is an attractive subject in exploring the structures and assessing the functions of biomolecules or chemical molecules in the aqueous matrix. Figure 5b shows the simple model of water molecules and solutes in aqueous, the water molecules are segmented into two stations, bulk water and solvation shell (hydrated water). These components collectively contribute to the response of the dielectric loss spectra, as shown in Figure 5c. Based on these, the concentration-dependent hydration state in saccharide solutions was successfully evaluated [57,58,59], which further shows the strong relationship with the structure and groups of the saccharide molecule. For biomolecules, like phospholipid bilayers, amino acids, short peptides, and protein and carbohydrate polymers, their structure also are found to be related to the hydration state through the analysis on hydration numbers [56,58,60,61]. For chemical molecules, 2-butoxyethanol (2BE), shows a temperature-dependent relationship with the hydration number [31]. The hydration state of the surfactant was also found to be changed by the structural transitions [62]. Thus, the hydration state could be evaluated through calculating the hydration numbers from dielectric responses in the THz-ATR system.

5.3. Component Analysis

Based on the obtained characteristics in the THz region, qualitative and quantitative analysis methods could be used to analyze the components for practical samples. The convenience of the ATR configuration, such as non-invasion to the sample and without complex pre-treatment, makes it possible and suitable for the rapid detection and discrimination or even online monitoring.
Naito et al. [63] analyzed the correlation between the absorption spectra of raw milk and the milk components by the partial least square regression and full cross validation as a test for the calibration models, the results showing that THz-ATR spectroscopy is suitable to predict several milk contents such as milk fat, total solid, and somatic cell counts. Cherkasova et al. [37] analyzed blood plasma specimens from healthy rats and diabetic rats. The results showed that spectra of blood plasma specimens obtained from diabetic rats had small but significant differences from those of healthy rats. Further, they studied the ATR spectra of palm skin in a consecutive measurement after glucose intake [64]. The results show a correlation between the changes in the blood glucose level and the variations of the ATR spectra, demonstrating the possibility of a non-invasive real-time measurement of blood glucose concentration. Takeya et al. [65] obtained a concentration dependence of ATR spectra with NaCl solutions and theophylline solutions. The concentration vibration only changed the amplitude of the ATR spectra other than the refractive index. Dohi et al. [66] applied THz-ATR spectroscopy to detect changes in the physical properties of lactose during the lubrication process required for drug formulation. They found that both the concentration ratio of components and blending time determined the final magnitude of spectra at the lactose-specific region. Liu et al. [67] obtained the absorption spectra of three kinds of honey, Medlar, Vitex, and Acacia. The apparent distinction among them could be attributed to the different types and contents of chemical compositions, such as glucose, fructose, and water. The quality of honey could be identified by the partial least squares-discriminant analysis (PLS-DA) model in the range of 0.5–1.5 THz, of which the accuracy of the validation set reached was 88.46%. Soltani et al. [68] presented a THz-ATR setup and investigated the mixtures of water and ground calcium carbonate (GCC). Both refractive index and absorption coefficient showed correlation with the GGC concentration in the range between 30 and 40 wt %, which proved the feasibility for the distinction of various concentrations of GCC in inline measurements. Qin et al. [69] determined the complex refractive indices of tetracycline hydrochloride (TCH) in pure water and in pure milk at the 0.3–2.0 THz region. The presence of TCH could lower the complex refractive index at an equivalent frequency in the whole band, which could be related to the change in the relaxation dynamics of hydration water. The quantitative determination of TCH in pure water and in pure milk was further realized by analyzing the concentration dependence of complex refractive indices at 0.5 THz.

5.4. In Situ Research for Biomaterials

The picosecond dynamics of hydration, which could be relative to the characteristics of nucleic acid, protein, cell, and tissue, can be effectively evaluated through the dielectric properties in the THz region [70]. Besides, the THz wave is non-ionizing, which is safe for the biomedical samples. Thus, the THz-ATR system could be suitable for in situ research for biomaterials and biomedicine. Here, we reviewed research that mainly focuses on the cell samples.
Shiraga et al. [71,72] determined the complex dielectric constant of cultured human cancer cells (DLD-1, HEK293, and HeLa) in the THz region. They found that the dielectric responses below 1.0 THz best characterize the particular water dynamics of cancer cells. Later in their research [59], the hydration state of an intact HeLa cell monolayer was investigated. Compared to the bulk water molecules, these intracellular hydration water molecules exhibited slowed down re-orientation dynamics relative to that of bulk water. Grognot et al. [73] proposed real-time measurements, which could monitor the cytoplasm leakage. The THz signal shows great sensitivity to the intracellular protein concentration. Zou et al. [74] also conducted a study on the cultured living human breast epithelial cells (MCF10A). The dielectric constant and dielectric loss of cells were determined, and their evolution under oxidative stress response was discussed. The above all demonstrated that THz-ATR spectroscopy could allow in situ, noninvasive, real-time, and rapid monitoring of living cells.

6. Imaging Application

ATR shows promise for use in an imaging mode to get precise absorption information without the inevitable noise induced by Fresnel refraction under general specular reflections [33,75]. Research shows THz-ATR imaging methods could ideally monitor and analyze liquid and biological samples. A typical THz-ATR imaging system is shown in Figure 6. The raster scanning method, point-by-point scanning by moving the prism in y or z direction, is used for obtaining image data of the samples.
Wojdyla et al. [77] presented a THz-ATR imaging technique, using the relative differential spectral phase of two orthogonal polarizations. This system showed advantages on the subwavelength ability in longitudinal resolution. Martinez-Meza et al. [78] used THz-ATR technology to study three most used skin-hydrants in commercial moisturizers and their interaction with the skin of a subject. Images of the forearm were obtained taking THz spectra images in sequential times. The results showed that the THz amplitude clearly decreased for all three substances between application and first measurement. Lanolin and hyaluronic acid approximately maintained the amplitude of the THz signal and glycerin slowly started to recover the reference state of the skin. Liu et al. [33] demonstrated an attenuated TIR imaging system. The surface information of the sample can be obtained by two-dimensionally scanning. The effective imaging area, image resolution, and polarization dependence of contrast enhancement and stability improvement were discussed in detail. The THz-ATR image information of distilled water (Figure 7a), solid agar (Figure 7b), and porcine tissue (Figure 7c) were obtained, showing high sensitivity for the proposed method. While comparing the results in Figure 7a, the image obtained by the p-polarized THz (right one) shows better contrasts than the elliptically polarized one (left one), thus indicating that polarization is one of the key factors for the quality of the image. In their following research [76], detailed analysis of the optimization for vertically scanning THz-ATR imaging has been presented. The optimum prism design was determined, considering the TIR condition, effective ATR imaging area, utilization of the prism, output heights of the reflected beams, and spatial resolution. They also found that the p-polarized waves can contribute to achieve minimum error.

7. Conclusions and Perspectives

Here, we introduce the basic optical geometry of the ATR system and summed up the factors that influence the system. High-performance, broadband, active, and multi-function modulators based on ATR have been proposed and discussed, showing attractive potentiality and unrivalled advantages in amplitude and polarization modulation. Surface plasmon sensing methods based on ATR configuration, Otto and Kretschmann, have been proposed and theoretically validated the feasibility, which will open a new window for high performance plasmonic sensor for gas, liquid, and so forth. The advantage of the ATR method makes it convenient for charactering liquid, powder, and thin-film materials, especially for the surface layer characteristics, which will be further developed in the rapid and noninvasive method for both spectroscopy and imaging. Due to the effective control of intensive absorption of water, the research of solute and water molecules around, including molecular dynamics, hydrogen bonds, and hydration in aqueous solution, can be realized through ATR geometry. In particular, the biomaterial-related picosecond dynamics of hydration lies in the THz band, making it suitable to obtain the characteristics of nucleic acid, protein, cell, and tissue for further application in biomedicine. To conclude, ATR in the THz region shows unique strengths as following:
(1)
Ultra-sensitivity to the conductive interface makes ATR an ideal platform for modulation; active modulation would also be realized by materials with tunable conductive properties.
(2)
The evanescent field supported by ATR offers great opportunity for realizing SPR with specific materials and structures which support the SPP mode.
(3)
In situ research for biomaterials and biomedicine can be convenient and effective through ATR geometry.
Despite ATR being applied as an interesting platform in THz modulation, sensing, spectroscopy and imaging, the limitations also make it challenging for further application. The performance of modulation and SP sensing with ATR geometry is based on the properties of materials, such as graphene and PVDF and configuration of the device. Thus, the fabrication of this modulator and sensor remains the biggest challenge for achieving high performance. For spectroscopy and imaging, the ambiguous response mechanism limits the applications, especially when it comes to both complex external and internal situations for samples. In addition, the influence factors, such as difference in environment and preparation for the samples, can affect the results substantially. Based on these, further research could be developed from these aspects:
(1)
For modulation and sensing, the performance is determined by the fabrication, thus attention on the uniformity, repeatability, and stability of graphene, PVDF, and other tunable conductive layers should be paid. Especially for SPR sensing, a tiny difference from thickness and properties in each layer even would make it invalid.
(2)
Present SPR sensing based on ATR could be a challenge for their application due to the optical path needed to be adjusted accordingly. Fixing the incident angle while using continuous-wave could be a better way to solve this problem.
(3)
Spectra characteristics of the material should be further mined, which could be realized by some advanced algorithms such as deep learning. Besides, theoretical explanations for the spectroscopy response in the THz region also need to be further supplemented and completed. A simulation study, such as molecular dynamic and vibration, could offer guidance.
(4)
Reducing environmental disturbance and standardizing the test process are in great need for reliable spectroscopy and imaging results. The ambient temperature should be stabilized in a certain range and humidity should be controlled as low as possible. For thin-films and powder samples, the pressure, which was usually applied on the sample in order to make the sample and the ATR prism surface contact well, can also affect the result and should be optimized.
In summary, the ATR technique has broadened the scope of research for THz spectroscopy and imaging, and it is expected to provide more extensive applications in the future.

Author Contributions

Y.H. and L.X. searched and classified the literature; Y.H., L.X. and Y.Y. wrote the manuscript. R.S. polished the manuscript. All authors have read and agreed to the published version of the manuscript.

Funding

This work was founded by the Natural Science Foundation of Zhejiang Province for Distinguished Young Scholars (LR18C130001).

Acknowledgments

The authors gratefully acknowledge the financial support provided by the Natural Science Foundation of Zhejiang Province for Distinguished Young Scholars (LR18C130001).

Conflicts of Interest

The authors declare no conflict of interest.

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Figure 1. A summary of the THz attenuated total reflection (THz-ATR) application in modulation, sensing, spectroscopy and imaging. Reproduced with permission from [27], Copyright © 2018, AIP Publishing, [28], Copyright © 2016, WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM, [29], Copyright © 2018, Elsevier, [30], Copyright © 2012, AIP Publishing, [31], Copyright © 2009, Elsevier, [32], Copyright © 2016 WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM, [33], Copyright © 2017, IOP Publishing.
Figure 1. A summary of the THz attenuated total reflection (THz-ATR) application in modulation, sensing, spectroscopy and imaging. Reproduced with permission from [27], Copyright © 2018, AIP Publishing, [28], Copyright © 2016, WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM, [29], Copyright © 2018, Elsevier, [30], Copyright © 2012, AIP Publishing, [31], Copyright © 2009, Elsevier, [32], Copyright © 2016 WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM, [33], Copyright © 2017, IOP Publishing.
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Figure 2. Illustration of the THz wave modulation geometries and devices and results. (a) Time-domain results for the quartz reference and the ion-gel graphene-on-quartz with different voltages. (b) Modulation depth (MD) from 0.1 to 0.6 THz as a function of gate voltage. (c) The ion-gel graphene-on-quartz device. (d) The VO2 device and its combination with the prism. The polarization states from 0.8 to 1.5 THz, when the VO2 was in (e) insulating and (f) metallic states, respectively. Reproduced with permission from [28], Copyright © 2016, WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM, [27], Copyright © 2018, AIP Publishing.
Figure 2. Illustration of the THz wave modulation geometries and devices and results. (a) Time-domain results for the quartz reference and the ion-gel graphene-on-quartz with different voltages. (b) Modulation depth (MD) from 0.1 to 0.6 THz as a function of gate voltage. (c) The ion-gel graphene-on-quartz device. (d) The VO2 device and its combination with the prism. The polarization states from 0.8 to 1.5 THz, when the VO2 was in (e) insulating and (f) metallic states, respectively. Reproduced with permission from [28], Copyright © 2016, WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM, [27], Copyright © 2018, AIP Publishing.
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Figure 3. Surface plasmon sensor structure based on Otto or Kretschmann configuration. (a) Surface plasmon (SP) supported by doped graphene sheets at THz frequencies with attenuated total reflection (ATR) via the Otto geometry. Reproduced with permission from [30] © 2012 AIP Publishing. (b) SPR-based gas sensor in THz frequency with the Otto configuration. Reproduced with permission from [42] © 2016 Elsevier. (c) THz SPP excited on the dielectric–Polyvinylidene fluoride (PVDF) interface with prism coupling in the Kretschmann configuration. Reproduced with permission from [29] © 2018 Elsevier. n: refractive index, d: thickness, θ: incident angle, MLG: monolayer graphene, FLG: few-layer graphene, SP: surface plasmon.
Figure 3. Surface plasmon sensor structure based on Otto or Kretschmann configuration. (a) Surface plasmon (SP) supported by doped graphene sheets at THz frequencies with attenuated total reflection (ATR) via the Otto geometry. Reproduced with permission from [30] © 2012 AIP Publishing. (b) SPR-based gas sensor in THz frequency with the Otto configuration. Reproduced with permission from [42] © 2016 Elsevier. (c) THz SPP excited on the dielectric–Polyvinylidene fluoride (PVDF) interface with prism coupling in the Kretschmann configuration. Reproduced with permission from [29] © 2018 Elsevier. n: refractive index, d: thickness, θ: incident angle, MLG: monolayer graphene, FLG: few-layer graphene, SP: surface plasmon.
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Figure 4. ATR absorbance of four explosives with distinguished character. (a) HNIW: Hexanitrohexaazaisowurtzitane, (b) TEX: Tetraoxadinitroisowurtzitane, (c) GUAZ: Guanidinium azotetrazolate, (d) TAGAZ: Triaminoguanidinium azotetrazolate. Reproduced with permission from [27], Copyright © 2018, The Optical Society.
Figure 4. ATR absorbance of four explosives with distinguished character. (a) HNIW: Hexanitrohexaazaisowurtzitane, (b) TEX: Tetraoxadinitroisowurtzitane, (c) GUAZ: Guanidinium azotetrazolate, (d) TAGAZ: Triaminoguanidinium azotetrazolate. Reproduced with permission from [27], Copyright © 2018, The Optical Society.
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Figure 5. Explanation of dielectric response in the THz region for hydrogen bonds and hydration in aqueous solution. (a) The real part (up) and imaginary part (down) of the complex dielectric permittivity of the pure water. Reproduced with permission from [54], Copyright © 2008, Elsevier. (b) Model of water molecules and solutes in aqueous, the water molecules are segmented into two stations, bulk water and solvation shell (hydrated water). Reproduced with permission from [56], Copyright © 2017, American Chemical Society. (c) Dielectric loss spectra of solute, hydrated water, and bulk water. Reproduced with permission from [57], Copyright © 2008, Elsevier.
Figure 5. Explanation of dielectric response in the THz region for hydrogen bonds and hydration in aqueous solution. (a) The real part (up) and imaginary part (down) of the complex dielectric permittivity of the pure water. Reproduced with permission from [54], Copyright © 2008, Elsevier. (b) Model of water molecules and solutes in aqueous, the water molecules are segmented into two stations, bulk water and solvation shell (hydrated water). Reproduced with permission from [56], Copyright © 2017, American Chemical Society. (c) Dielectric loss spectra of solute, hydrated water, and bulk water. Reproduced with permission from [57], Copyright © 2008, Elsevier.
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Figure 6. The setup of the vertically scanning imaging system. Reproduced with permission from [76], Copyright © 2018, The Optical Society.
Figure 6. The setup of the vertically scanning imaging system. Reproduced with permission from [76], Copyright © 2018, The Optical Society.
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Figure 7. THz-ATR imaging of (a) distilled water, (b) a piece of blood agar, and (c) porcine tissue. Reproduced with permission from [33], Copyright © 2017, IOP Publishing.
Figure 7. THz-ATR imaging of (a) distilled water, (b) a piece of blood agar, and (c) porcine tissue. Reproduced with permission from [33], Copyright © 2017, IOP Publishing.
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Table 1. The optical and dielectric characteristics of certain substance obtained by THz-ATR spectroscopy reported in the papers.
Table 1. The optical and dielectric characteristics of certain substance obtained by THz-ATR spectroscopy reported in the papers.
MaterialStateRegion (THz)ParametersReference
WaterLiquid0.1–1.6 α , n [47]
Water0.3–3.6 A T R [48]
Water0.5–12 A [49]
Aqueous glycine solution0.5–12 A
Methanol0.3–3.6 A T R [48]
2-Propanol0.3–3.6 A T R
NaCl0.2–1.1 α , n α , n
NaI[50]
L-(+)-tartaric acid0.2–1.2 α , n [32]
InAsSolid1.0–2.1 ε [47]
Porcine tissues0.01–1.00 ε [51]
Pyridoxine (vitamin B6)0.3–3.6 A T R [48]
Riboflavin (vitamin B2)
Thiamine hydrochloride (vitamin B1)
A T R
L-tartaric acid A T R
D-mannitol A T R
D-sorbitol A T R
Xylitol A T R
glycine powder0.5–12 A [49]
Azotetrazolate (explosive materials)
Pentahydrate (explosive materials)
0.2–3.2 A [52]
Diammonium (explosive materials)
azotetrazolate
A
Guanidinium azotetrazolate (explosive materials) A
Triaminoguanidinium azotetrazolate (explosive materials) A
Hexanitrohexaazaisowurtzitane (explosive materials) A
Tetraoxadinitroisowurtzitane (explosive materials) A
α : absorption coefficient, n : refraction index, A T R : attenuated total reflectance, ε : dielectric constants, A : absorbance.

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Huang, Y.; Singh, R.; Xie, L.; Ying, Y. Attenuated Total Reflection for Terahertz Modulation, Sensing, Spectroscopy and Imaging Applications: A Review. Appl. Sci. 2020, 10, 4688. https://doi.org/10.3390/app10144688

AMA Style

Huang Y, Singh R, Xie L, Ying Y. Attenuated Total Reflection for Terahertz Modulation, Sensing, Spectroscopy and Imaging Applications: A Review. Applied Sciences. 2020; 10(14):4688. https://doi.org/10.3390/app10144688

Chicago/Turabian Style

Huang, Yuxin, Ranjan Singh, Lijuan Xie, and Yibin Ying. 2020. "Attenuated Total Reflection for Terahertz Modulation, Sensing, Spectroscopy and Imaging Applications: A Review" Applied Sciences 10, no. 14: 4688. https://doi.org/10.3390/app10144688

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