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Vernier effect assisted sucrose sensor based on a cascaded Sagnac interferometer with no-core fiber

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Abstract

We propose a sucrose concentration sensor by utilizing a fiber Sagnac interferometer with no-core fiber (SI-NCF) based on the Vernier effect. The Vernier effect is realized by introducing a single Sagnac interferometer (SI) with a similar free spectral range of SI-NCF. When the NCF is exposed to the external sucrose solution, the cladding state of NCF is changed, which induces the wavelength shift of the SI-NCF. The measured sucrose concentration sensitivity of a single SI-NCF is 2.97 nm/M, and the sensitivity can be improved to -13.84 nm/M with the assistance of the Vernier effect, which is 4.66 times of the single SI-NCF. The sensor has the advantages of high sensitivity, easy-fabrication and cost-effectiveness which can be applied in the field of the food industry, chemistry and agriculture.

© 2021 Optica Publishing Group under the terms of the Optica Open Access Publishing Agreement

1. Introduction

Sucrose is the main component of sugar, indicating that it is an important food and sweet condiment. In addition, sucrose is one of the important raw materials in the production of alcohol, yeast, citric acid, lactic acid, glycerol, alcohols, medicines, etc. [1,2]. Therefore, it is necessary to develop a sensitive and efficient method to measure sucrose concentration in food, industrial and biological samples [3,4]. Optic fiber sensors have been extensively studied due to their advantages of electro-magnetic immune, tiny structure and high sensitivity [57], such as surface plasmon resonance (SPR) fiber sensor [8,9], localized surface plasmon resonance (LSPR) fiber sensor [1012], fiber Bragg grating-based sensor [13], whispering gallery mode (WGM) based fiber sensor [14] and fiber interferometer based sensor [15,16]. Recently optic fiber interferometer based sensors have attracted extensive attention to researchers including multimode interferometer (MMI) [17], fiber Sagnac interferometer (FSI) [18], Mach-Zehnder interferometer(MZI) [19], etc. However, the sensitivity of a single interferometer is relatively low, Vernier effect is introduced into the single interferometer to enhance the sensitivity of biochemical detection in recent years [20,21]. Jiang et al. demonstrate a dual-microfiber coupler(MFC) based on the Vernier effect to test glycerin solution and realize refractive index (RI) detection in a narrow RI range [22]; Chen et al. designed a double helix microfiber coupler with the assistance of the Vernier effect to measure salt solution and enhance the RI sensitivity [23]. These methods are both based on microfiber MMIs that require high accuracy, which increases the manufacturing difficulty. In this line, some researchers try to find an approach without utilizing microfiber [24,25]. Li et al. fabricated MZI and FPI respectively by utilizing fiber core-offset techniques and cascaded the two interferometers to realize glycerin solution detection [26]. However, the generation of Vernier effect generally requires two interferometers with similar free spectral range (FSR) and extinction ratio (ER), which indicates that the fabrication of two interferometers on optic fiber with a micro/nanostructure is still not easy.

Among all of the interferometers, Sagnac interferometer (SI) with polarization maintaining fiber (PMF), one of the stable and easy-fabricated interferometers, could generate regular interference spectra and is convenient to control the FSR and ER by adjusting the PMF length, polarization state and coupling ratio, which is easy to generate Vernier effect by cascading or parallel other interferometers. It has been used in various sensing applications, such as temperature sensor, RI sensor [27], magnetic sensor based on Faraday rotation [28], hydrogen sensor [29]. While for the biochemical analyst detection, as we mentioned before, the light is needed to leak out from the fiber, and a piece of fiber in SI should be tapered, fabricated micro/nano-structure or taken off the cladding part by corrosion method that is a complex and challenging to control the accuracy. In addition, the mechanical strength of the whole structure after the treatment above also decreases, which is not a good choice for sensing applications. No-core fiber (NCF) is a kind of silica fiber with the same refractive index (RI) in core and cladding parts. Due to no RI difference in NCF, the external substance can serve as the “cladding” of NCF and seldom need tapering and chemical corrosion which is favorable for the optic fiber biochemical sensor [30]. Therefore, the NCF is gradually introduced into the optic fiber sensors [31]. Xiao et al. use graphene oxide coated single-mode fiber (SMF)-NCF-SMF (SNS) structure to measure sucrose solution with a refractive index of 1348.67 nm/RIU in an ultra-narrow RI range of 1.33-1.3385 [32]. However, the work above needs special material to sensitize the sensor which increases the fabrication complexity. Therefore, inserting NCF into SI can realize the leakage of light and realize direct interaction of the analyst liquid, which is a benefit for the biochemical sensing application of SI. Meanwhile, cascading a SI onto the single interferometer to introduce the Vernier effect will enhance the sensitivity indeed without modifying special material.

In this work, we propose and demonstrate a Sagnac interferometer with no-core fiber (SI-NCF) based on the Vernier effect for sucrose concentration detection. By sensor calibrating, the most suitable length of NCF is determined. Then we cascade an ordinary Sagnac interferometer (SI) into the SI-NCF to produce the Vernier effect and enhance the sensor performance. The experiment results show that the relationship between the wavelength shift and sucrose is linear. And the sensitivity of the sucrose concentration to wavelength shift is 2.97 nm/Mol/L. After cascading the reference arm onto the sensor arm, the sensitivity can be increased to -13.84 nm/Mol/L which is 4.66 times the single one. The sensor can be widely used in chemistry, food, pharmaceutical, agriculture and other fields due to its advantages of high sensitivity, simple manufacture and cost-effectiveness.

2. Experimental setup and sensing principle

2.1 Experimental setup

Figure 1 shows the experimental setup of the proposed sucrose concentration sensor system. The light launched by a broadband optic light source (ASE, ALS-CL-15-B-FA, Amonics,) with 100 nm spectral bandwidth enters into the reference Sagnac interferometer (SI) after passing through a fiber isolator, and then the light is injected into Sagnac interferometer with no-core fiber (SI-NCF), finally, the interference spectra are observed and monitored by an optical spectrum analyzer (OSA, AQ6370D, YOKOGAWA). To eliminate the temperature perturbation from an ambient environment, we put the sensor part onto a thermostat to keep the temperature unchanged and increase the sensor’s stability. The reference SI consists of a 3-dB coupler, a section of PMF and a polarization controller (PC). The sensor SI-NCF is constructed by inserting a section of NCF into a SI.

 figure: Fig. 1.

Fig. 1. Experiment set-up of the proposed sucrose sensor system.

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2.2 Sensing principle

For the reference SI, it is an ordinary PMF Sagnac interferometer, the transmission can be expressed as [33]

$$I = \frac{{({1 - cos (\varphi )} )}}{2},$$
where φ=(2·π·Δn·L)/λ is the phase shift, L and λ are the PMF length and the wavelength respectively, Δn is the birefringence of PMF. The FSR of reference SI can be derived as
$$FS{R_{SI}} = \frac{{{\lambda ^2}}}{{\mathrm{\Delta }n \cdot L}}. $$

For the sensor SI-NCF, its structure is divided into three sections as shown in Fig. 2(a), two sections of PMFs and one section of NCF. A section of no-core fiber (NCF) is inserted into the two portions of PMFs, and the external medium acts as the cladding of NCF. The interaction between sucrose concentration and NCF could change the interference state of the SI-NCF. When we cascade the SI-NCF sensor and the reference SI, the two interferometers with similar FSR will superimpose the two-interference spectrum and generate a bigger envelope. The FSR of the envelope can be expressed as [21],

$$FS{R_{envelope}} = \frac{{FS{R_{SI}} \cdot FS{R_{SI - NCF}}}}{{|{FS{R_{SI}} - FS{R_{SI - NCF}}} |}},$$
where $FS{R_{SI - NCF}}$ is FSR of the SI-NCF. Compared to a single SI-NCF sensor, the envelope shift of cascaded configuration can be magnified with an impact factor M,
$$\textrm{M} = \frac{{FS{R_{SI}}}}{{|{FS{R_{SI}} - FS{R_{SI - NCF}}} |}}. $$

 figure: Fig. 2.

Fig. 2. (a) Schematic diagram of the designed sensor based on SI-NCF; The BPM simulation for intensity distribution of PMF-NCF-PMF: the RI around the NCF are 1.45(b) and 1.33(c) (here, the intensity are defined as I(x,z)/I(input) at y=0 μm).

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The sign of denominator $FS{R_{SI}} - FS{R_{SI - NCF}}$ determines the direction of wavelength shift. When the sign of $FS{R_{SI}} - FS{R_{SI - NCF}}$ is positive, the sensitivity curve’s slope of NCF-SI with Vernier effect will not change. When the sign of $FS{R_{SI}} - FS{R_{SI - NCF}}$ is negative, the sensitivity curve’s slope of NCF-SI with Vernier effect will change.

2.3 Simulation analysis

To better understand the interaction between the external RI and the NCF, we use the beam propagation method (BPM) to simulate the PMF-NCF-PMF (PNP) part in SI-NCF. The basic simulated parameters are listed below. The two sections of PMF length are both 10 mm and the NCF length is 64 mm. The bi-refractive index, numerical aperture and diameter of PMF are 4.5×10−4, 0.125 and 10 μm, respectively. The core refractive index and diameter of NCF are 1.4440 and 125 μm, respectively, external RI acts as the cladding RI of NCF. the simulated wavelength is 1550nm, the grid size is 150×150 μm2, the grid points are 200×200. The simulated results are shown in Fig. 2(b-c). As one can observe, when light is transmitted in PMF, the energy is mainly confined in the core of PMF. When the light incidents from PMF to NCF, due to the core mismatch between the two kinds of fiber, multi-modes will be excited. Then, the excited multi-modes will interfere with each other during the light propagation. It is apparent that the periodic optic field distribution occurs in NCF part with a four-cycle of the self-imaging pattern is formed, which means mode interference exists in NCF. When we change the RI value of the “cladding part” from 1.45 to 1.33, even if the NCF length is the same, the size of each self-imaging pattern is changed with different RI of external substance. It indicates that the designed sensor could be used for biochemical analyst detection with different RI analytes.

3. Experiment results and discussion

3.1 Sensor calibration

First, we use a longer NCF to ensure sufficient contact between the solution and NCF. Under this condition, we studied the RI response of the sensor SI-NCF by immersing the NCF part into a different concentration of sucrose. The RI value of each sucrose solution is obtained by utilizing an Abbe refractometer. The corresponding RI value for sucrose solution of 0.1 Mol/L, 0.2 Mol/L, 0.3 Mol/L, 0.4 Mol/L, 0.5 Mol/L are 1.3380, 1.3431, 1.3482, 1.3532, 1.3590, accordingly. We keep the temperature around 28℃ and keep the polarization state of the sensor stable and unchanged and then pipette an increased concentration of sucrose into the sensor part. The measured interference spectra of the SI-NCF with different RI are depicted in Fig. 3(a). It can be noticed that the resonance spectra have a redshift with the increasing of RI value. To evaluate the RI sensitivity of the SI-NCF sensor, one typical dip at 1549.2 nm is monitored and the dip values at different RI are given in Fig. 3(b). With the RI increasing from 1.3380 to 1.3590, the wavelength shift is 1.6 nm and the refractive index sensitivity is 46.68 nm/RIU. The linear fit coefficient is 0.986 with good linearity. To ensure the experimental accuracy, we carry out the measurement three times and take the mean value. The error bar shown in Fig. 3(b) is the standard deviation for the three repeated measurements. The mean-variance of all selected resonance wavelengths is 0.03 nm, which is relatively small. This result indicates the SI-NCF sensor is efficient to test solutions with different RI values.

 figure: Fig. 3.

Fig. 3. (a) The interferometer spectra of the SI-NCF sensor without Vernier effect under RI increasing; (b) The corresponding relationships between the wavelength and refractive index of the single SI-NCF sensor.

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The transmission spectra are shown in Fig. 3(a) and there are two small dip branches in one resonance dip, making the resonance spectra non-uniform. The non-uniform spectra of SI-NCF are caused by the interference between the two pieces of PMF and the multimode interference between NCF and PMF. The non-uniform spectrum is not suitable for the generation of the Vernier effect. However, we need uniform spectra to generate the Vernier effect for the subsequent experiment. To obtain the uniform interference spectrum of the SI-NCF sensor, it should eliminate the effect mentioned above. The interference between the two pieces of PMF can be reduced by adjusting the polarization state and fast axis angle between two PMFs [29]. The multimode interference can be decreased by using an NCF with length away from the integral multiple of the cycle length of an interference pattern [32]. Therefore, we change the NCF length to 40 mm. In the transmission spectra in Fig. 4(a) there are no branches in one resonance dip and the spectra are more uniform, the FSR near 1535 nm for the resonance spectrum is 3.4 nm, which is more suitable for the subsequent detection compared to the previous NCF length.

 figure: Fig. 4.

Fig. 4. (a) Measured resonance spectra with a time of single SI-NCF sensor; (b) Stability for the designed sensor; (c) The enlarge of the resonance dip at 1537.2 nm.

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When the NCF length is 40 mm, the interference spectra of SI-NCF are regular and uniform, thus we test the stability performance of the designed sensor by measuring the transmission spectra during a period under the temperature of 30℃. By tracking one of the resonance dips from the measured spectra as shown in Fig. 4(c), the stability result of the device was addressed in Fig. 4(b). From the figure, the tracked resonance dip keeps unchanged during 600 seconds and the wavelength dip variation is 0.12 nm wavelength range, which indicates the designed sensor has good stability. In conclusion, the designed SI-NCF sensor is suitable for the detection of sucrose with different concentrations with the assistance of the Vernier effect.

3.2 Result analysis

After the sensor calibration, we test the sucrose sensor performance of the single SI-NCF without Vernier effect using NCF with 40 mm length. Distilled water is injected into the sensor part to clean the container and the NCF. Then, five groups of sucrose solution with concentrations changed from 0.1 M to 0.5 M are prepared and sequentially pipetted onto the sensor part. Due to the change of external medium, the cladding composition of NCF is also changed, the resonance wavelength shifts occur. Figure 5(a) shows the measured resonance spectra with different sucrose concentrations. It indicates there is a redshift with an ascending concentration of sucrose concentration. Figure 5(b) gives the sensitivity characteristic of the sucrose sensor without the Vernier effect. The result shows there is a linear relationship between the wavelength shift and sucrose concentration in the current detection range and the sensitivity of the single SI-NCF sensor is 0.297 nm/Mm, with a linear correlation coefficient of 0.951. The single SI-NCF is robust and easy-fabrication, however, the sensitivity of single SI-NCF is relatively low which need further improved.

 figure: Fig. 5.

Fig. 5. (a) Measured resonance spectra with different sucrose concentrations for single SI-NCF sensor without Vernier effect; (b) the corresponding relationship between the resonance wavelength dip and the sucrose concentration (Inset (i): the corresponding relationship between the resonance wavelength dip and the RI).

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3.3 Vernier effect

To improve the single SI-NCF’s sensitivity, the Vernier effect is introduced into the SI-NCF sensor. Figure 6(a-b) exhibits the transmission spectrum of reference SI and sensor SI-NCF without Vernier effect, respectively. Both the extinction ratio (ER) of the two spectra is around 20 dB. In addition, the FSR of sensor SI-NCF near 1550 nm is 3.48 nm, while the FSR of reference SI near 1550 nm is 2.80 nm. The two spectra of sensor and reference have slightly free spectral ranges (FSRs) difference which look like two rulers with small scale difference. To enhance the sensor performance of the single SI-NCF sensor, a reference SI with similar FSR is cascaded onto the SI-NCF sensor to realize the Vernier effect. Figure 6(c) shows the transmission spectrum of cascading the reference SI and sensor SI-NCF with the Vernier effect. Compared with Fig. 6(a) and Fig. 6(b), the transmission spectrum of the cascaded configuration has a superimposed envelope, which is due to the similar FSR between the two interferometers. The envelope peak spacing is 14.28 nm, which is 4.10 times of the SI-NCF sensor, according to Eq. (4), indicating that it is promising to improve the SI-NCF sensor’s sensitivity.

 figure: Fig. 6.

Fig. 6. (a) Measured resonance spectra of (a) single SI-NCF; (b) single reference SI; (c) the cascaded SI-NCF and reference SI. (d) the corresponding relationship between the resonance wavelength dip and the sucrose concentration for the cascaded SIs with Vernier effect (Inset (i): measured transmission spectra of the sucrose sensor based on Vernier effect with different concentration of sucrose)

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Then, the sucrose solutions with different concentrations were delivered to characterize the sensor performance based on the Vernier effect according to the experimental setup as shown in Fig. 1. The inset figure in Fig. 6(d) shows the transmission spectra of the proposed sensor based on the Vernier effect at different sucrose concentrations. The envelope dips have a blue shift to 5.54 nm when the sucrose concentration increases from 0.1 M to 0.5 M. The blue shift is due to the FSR of reference SI being smaller than the FSR of sensor SI- NCF [21]. The relationship between the envelope shift and the sucrose concentration is given in Fig. 6(d). As we can see, the sucrose sensitivity is -13.84 nm/M, which is 4.66 times higher than the single SI-NCF sensor without the Vernier effect. The linear correlation coefficient is 0.996, which shows good linearity. In conclusion, without special material modified on NCF, cascading an easy-fabrication SI onto the sensor SI-NCF to realize the sensitivity amplification which is more convenient and cost effectiveness.

We compare the sucrose concentration sensitivity and RI sensitivity for the SI-NCF with the Vernier effect and without the Vernier effect respectively in Fig. 7. The values of the sensitivity and magnification coefficient are also listed in Table 1. As we can see, the sucrose concentration sensitivity of SI-NCF without the Vernier effect can be magnified 4.66 times by SI-NCF with the Vernier effect. The RI sensitivity of SI-NCF can be magnified 4.63 times with the assistance of the Vernier effect. The small difference in the magnification coefficient between the concentration sensitivity and RI sensitivity may come from the Abbe refractometer.

 figure: Fig. 7.

Fig. 7. The sensitivity comparison for the SI-NCF with Vernier effect and without Vernier effect: (a) Sucrose concentration sensitivity; (b) RI sensitivity.

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Tables Icon

Table 1. The comparison of the sensitivity for the SI-NCF with Vernier effect and without Vernier effect

To compare the efficiency of the proposed sensor to the existing sensor, we summarize the performance comparison in Table 2. Hu et al. cascade an SMF-NCF-SMF (SNS) structure and a SI to realize the detection of NaCl solutions, the RI sensitivity is 96.42 nm/RIU which is relatively low [34]. To improve the sensitivity, Zhou et al. coated the microfiber with graphene oxide (GO) in SI and meanwhile utilized the Vernier effect to achieve a relatively high RI sensitivity of 2429 nm/RIU [27]. Li et al. proposed a SI with exposed core fiber (ECF) to realize a low detection limit refractive index sensing and the RI sensitivity is 2487 rad/RIU [35]. However, the sensor structure needs a microchannel which requires precision fabrication. Xiao et al. utilize GO coated SNS fiber structure and achieve a sucrose detection, the sensitivity can increase to 1348.67 nm/RIU with the GO sensitized [32]. Even though the SNS fiber structure is robust than other micro/nano fiber structures, the modification of GO will increase the manufacturing difficulties and the service life and sensitivity will also decrease with the damage of GO material under multiple detections of liquid. To replace the special material modified and sensitized the NCF sensor, we utilize a robust PMF-NCF-PMF structure in SI, meanwhile, employing an easy-fabricated reference SI to excite the Vernier effect to achieve the sensors’ sensitivity amplification. The sucrose concentration sensitivity of our proposed sensor is -13.84 nm/(Mol/L), corresponding to a RI sensitivity of -265.56 nm/RIU. In summary, compared to other sensors, the proposed sensor shows the comprehensive performance of robust, easy-fabrication and high sensitivity which make it competitive and cost-effective.

Tables Icon

Table 2. The performance comparison between the proposed sensor with the existing sensor

4. Conclusion

In conclusion, we propose and demonstrate a Sagnac interferometer with no-core fiber (SI-NCF) based on the Vernier effect for sucrose concentration detection. We optimize the transmission spectra of SI-NCF by adjusting the NCF length. The experiment result shows when the NCF length is 40 mm, the spectrum of SI-NCF has regular FSR and ER. Cascading an ordinary Sagnac interferometer (SI) with similar FSR and ER into the SI-NCF generates the Vernier effect. The experimental results show that the sensitivity of the sucrose concentration is 2.97 nm/Mol/L for the single SI-NCF sensor. After cascading the reference SI onto the SI-NCF, the maximum sensitivity is -13.84 nm/Mol/L and 4.66 times compared to the single one. The proposed method explores an SI-NCF sucrose sensor with the benefits of easy fabrication, good stability and cost-effectiveness, which is suitable for sucrose detection in food, agriculture and industry fields.

Funding

National Natural Science Foundation of China (61905096); Innovation Group Project of Southern Marine Science and Engineering Guangdong Laboratory (Zhuhai) (No.311021011); Science, Technology and Innovation Commission of Shenzhen Municipality (JCYJ20180507183815699).

Disclosures

The authors declare no conflict of interest.

Data availability

The data presented in this study are available on request from the corresponding author.

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Data availability

The data presented in this study are available on request from the corresponding author.

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Figures (7)

Fig. 1.
Fig. 1. Experiment set-up of the proposed sucrose sensor system.
Fig. 2.
Fig. 2. (a) Schematic diagram of the designed sensor based on SI-NCF; The BPM simulation for intensity distribution of PMF-NCF-PMF: the RI around the NCF are 1.45(b) and 1.33(c) (here, the intensity are defined as I(x,z)/I(input) at y=0 μm).
Fig. 3.
Fig. 3. (a) The interferometer spectra of the SI-NCF sensor without Vernier effect under RI increasing; (b) The corresponding relationships between the wavelength and refractive index of the single SI-NCF sensor.
Fig. 4.
Fig. 4. (a) Measured resonance spectra with a time of single SI-NCF sensor; (b) Stability for the designed sensor; (c) The enlarge of the resonance dip at 1537.2 nm.
Fig. 5.
Fig. 5. (a) Measured resonance spectra with different sucrose concentrations for single SI-NCF sensor without Vernier effect; (b) the corresponding relationship between the resonance wavelength dip and the sucrose concentration (Inset (i): the corresponding relationship between the resonance wavelength dip and the RI).
Fig. 6.
Fig. 6. (a) Measured resonance spectra of (a) single SI-NCF; (b) single reference SI; (c) the cascaded SI-NCF and reference SI. (d) the corresponding relationship between the resonance wavelength dip and the sucrose concentration for the cascaded SIs with Vernier effect (Inset (i): measured transmission spectra of the sucrose sensor based on Vernier effect with different concentration of sucrose)
Fig. 7.
Fig. 7. The sensitivity comparison for the SI-NCF with Vernier effect and without Vernier effect: (a) Sucrose concentration sensitivity; (b) RI sensitivity.

Tables (2)

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Table 1. The comparison of the sensitivity for the SI-NCF with Vernier effect and without Vernier effect

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Table 2. The performance comparison between the proposed sensor with the existing sensor

Equations (4)

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I = ( 1 c o s ( φ ) ) 2 ,
F S R S I = λ 2 Δ n L .
F S R e n v e l o p e = F S R S I F S R S I N C F | F S R S I F S R S I N C F | ,
M = F S R S I | F S R S I F S R S I N C F | .
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