| Literature DB >> 22164091 |
Abstract
Optical fiber sensors based on waveguide technology are promising and attractive in chemical, biotechnological, agronomy, and civil engineering applications. A microfluidic system equipped with a long-period fiber grating (LPFG) capable of measuring chloride ion concentrations of several sample materials is presented. The LPFG-based microfluidic platform was shown to be effective in sensing very small quantities of samples and its transmitted light signal could easily be used as a measurand. The investigated sample materials included reverse osmosis (RO) water, tap water, dilute aqueous sample of sea sand soaked in RO water, aqueous sample of sea sand soaked in RO water, dilute seawater, and seawater. By employing additionally a chloride ion-selective electrode sensor for the calibration of chloride-ion concentration, a useful correlation (R2 = 0.975) was found between the separately-measured chloride concentration and the light intensity transmitted through the LPFG at a wavelength of 1,550 nm. Experimental results show that the sensitivity of the LPFG sensor by light intensity interrogation was determined to be 5.0 × 10(-6) mW/mg/L for chloride ion concentrations below 2,400 mg/L. The results obtained from the analysis of data variations in time-series measurements for all sample materials show that standard deviations of output power were relatively small and found in the range of 7.413 × 10(-5)-2.769 × 10(-3) mW. In addition, a fairly small coefficients of variations were also obtained, which were in the range of 0.03%-1.29% and decreased with the decrease of chloride ion concentrations of sample materials. Moreover, the analysis of stability performance of the LPFG sensor indicated that the random walk coefficient decreased with the increase of the chloride ion concentration, illustrating that measurement stability using the microfluidic platform was capable of measuring transmitted optical power with accuracy in the range of -0.8569 mW/ [Formula: see text] to -0.5169 mW/ [Formula: see text]. Furthermore, the bias stability was determined to be in the range of less than 6.134 × 10(-8) mW/h with 600 s time cluster to less than 1.412 × 10(-6) mW/h with 600 s time cluster. Thus, the proposed LPFG-based microfluidic platform has the potential for civil, chemical, biological, and biochemical sensing with aqueous solutions. The compact (3.5 × 4.2 cm), low-cost, real-time, small-volume (∼70 μL), low-noise, and high-sensitive chloride ion sensing system reported here could hopefully benefit the development and applications in the field of chemical, biotechnical, soil and geotechnical, and civil engineering.Entities:
Keywords: 07.60.Vg; 42.81.-I; 47.27.nf; bias stability; chloride ion; long-period fiber grating (LPFG); microfluidic; random walk coefficient; transmitted optical power
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Year: 2011 PMID: 22164091 PMCID: PMC3231478 DOI: 10.3390/s110908550
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Review of the quality of reported LPFGs.
| UV laser [ | 400 | 51.5 | −18 |
| Nd-YAG laser [ | 275 | 44.3 | −36 |
| CO2 laser [ | 450 | 20.9 | −8 |
| fs laser [ | 460 | 42.9 | −12 |
| Electric discharge [ | 680 | 45.8 | −11 |
| Ion implantation [ | 170 | 76.9 | −15 |
| mechanically induced [ | 630 | 48.4 | −13 |
Figure 1.Transmission spectra of an LPFG measuring sample materials in air or in water. The resonance wavelength of the LPFG in air = 1,577.8 nm.
Figure 2.(a) Schematic of the experimental setup for chloride ion measurements using an LPFG-based microfluidic chip system; (b) Photograph of the LPFG-based microfluidic system; (c) Photograph of the microfluidic chip; (d) 3D illustration of the structure and fluidic operation of microfluidic chip (material: PMMA).
Figure 3.Transmission spectra of an LPFG-based microfluidic chip measuring sample materials with or without chloride ions. The resonance wavelength of the LPFG in air is 1,520.5 nm.
Figure 4.Schematic of an automatic LPFG-based sensing or monitoring system using the microfluidic platform (T: transmitting; R: receiving).
Figure 5.(a) Plot of transmitted optical power versus time for measurements of sample materials; (b) Plot of average transmitted optical power versus time for measurements of sample materials.
Figure 6.Plot of average chloride ion concentration versus time for measurements of sample materials.
Figure 7.Plot of chloride ion concentration versus transmitted optical power (sample No. 2: RO water and Nos. 4–7: aqueous samples associated with sea sand and seawater).
Figure 8.The spectrum of laser diode light source with a wavelength centered at 1550 ± 30 nm.
Figure 9.Plot of Allan variance versus time cluster for measurements of sample materials.
Summary of statistics and random walk coefficients for measurements of sample materials.
| (1): Air | 2.145 × 10−1 | 7.413 × 10−5 | 3.458 × 10−4 | 3.456 × 10−2 | −0.8569 | <6.134 × 10−8; 600 s |
| (2): RO water | 2.260 × 10−1 | 1.042 × 10−4 | 5.203 × 10−4 | 4.612 × 10−2 | −0.7876 | <1.222 × 10−7; 600 s |
| (3): Tap water | 2.256 × 10−1 | 1.133 × 10−4 | 5.197 × 10−4 | 5.024 × 10−2 | −0.7808 | <1.253 × 10−7; 600 s |
| (4): Dilute aqueous sample of sea sand soaked in RO water | 2.217 × 10−1 | 7.344 × 10−4 | 3.893 × 10−3 | 3.312 × 10−1 | −0.5889 | <3.432 × 10−7; 600 s |
| (5): Aqueous sample of sea sand soaked in RO water | 2.205 × 10−1 | 1.202 × 10−3 | 5.235 × 10−3 | 5.453 × 10−1 | −0.5277 | <5.408 × 10−7; 600 s |
| (6): Dilute seawater | 2.172 × 10−1 | 9.869 × 10−4 | 8.042 × 10−3 | 4.544 × 10−1 | −0.5563 | <5.108 × 10−7; 600 s |
| (7): Seawater | 2.148 × 10−1 | 2.769 × 10−3 | 1.026 × 10−2 | 1.289 | −0.5169 | <1.412 × 10−6; 600 s |
Range = The difference between maximum and minimum transmitted power values;
CV = Standard deviation of transmitted power values/average of transmitted power values: coefficient of variation;
Random walk coefficient (RWC) is defined as the slope of Allan variance plot (Allan deviations of transmitted power versus time clusters) before Allan deviation approaches the minimum value;
Bias stability (BS) is then obtained as the minimum Allan deviation and occurs at the corresponding time cluster and BS is typically described within the minimum Allan deviation with the corresponding time cluster. These two parameters were used to evaluate the sensing performance of microfluidic platform for all sample materials.