Cristina
López-Moreno
a,
Santiago
Palanco
a,
J.
Javier Laserna
*a,
Frank
DeLucia Jr
b,
Andrzej W.
Miziolek
b,
Jeremy
Rose
c,
Roy A.
Walters
c and
Andrew I.
Whitehouse
d
aDepartment of Analytical Chemistry, Faculty of Sciences, University of Málaga, E-29071, Spain. E-mail: laserna@uma.es
bUS Army Research Laboratory, AMSRD-ARL-WM-BD, Aberdeen Proving Ground, MD 21005-5069, USA. E-mail: miziolek@arl.army.mil
cOcean Optics, Inc., Winter Park, FL 32792-6819, USA. E-mail: royW@oceanoptics.com
dApplied Photonics Ltd, Unit 8, Carleton Business Park, Skipton, North Yorkshire, UK BD23 2DE. E-mail: andy.whitehouse@appliedphotonics.co.uk
First published on 9th November 2005
The detection and characterization of energetic materials at distances up to 45 m using stand-off laser induced breakdown spectroscopy (LIBS) has been demonstrated. A field-portable open-path LIB spectrometer working under a coaxial configuration was used. A preliminary study allowed choosing a single-pulse laser source over a double-pulse system as the most suitable source for the stand-off analysis of organic samples. The C2 Swan system, as well as the hydrogen, oxygen and nitrogen emission intensity ratios were the necessary parameters to identify the analyte as an organic explosive, organic non-explosive and non-organic samples. O/N intensity ratios of 2.9 and 2.16 with relative standard deviations of 4.03% and 8.36% were obtained for 2,4-dinitrotoluene and aluminium samples, respectively. A field test with known samples and a blind test were carried out at a distance of 30 m from the sample. Identification of energetic compounds in such conditions resulted in 19 correct results out of 21 samples.
The techniques used up to now still require approaching the sample in order to perform the analysis which entails a risk for the operator. The fact that dogs remain the most effective explosive detectors nowadays is highly indicative that exploration of new analytical techniques is critical. In this sense, remote analytical techniques are the only ones that offer real-time results maintaining a security distance from the sample and avoiding risks for the operator. Laser-induced breakdown spectroscopy (LIBS) has been successfully used for the laboratory detection and identification of chemical and biological warfare agents, explosives and other hazards.3–5 LIBS possesses many desirable attributes for a fast field-portable sensor system. The portability6,7 and the remote capabilities8,9 of LIBS make this technique the most suitable for hazardous materials in the field. However, energetic materials are commonly organic compounds and LIBS is mainly an elemental technique owing to the high-energies related to the focused short laser pulses.
Identification of organic compounds with LIBS has been reported in several papers.10–20 Anzano et al.10 proved the feasibility of a data correlation method11 for the identification of organic polymers. More often, oxygen, nitrogen and hydrogen emission lines and a number of molecular bands are used for this task. The analysis of molecular bands12,13 is focused on the detection of CN molecular violet bands at 386.17 nm, 387.14 nm, and 388.34 nm and C2 carbon Swan bands at 516.52 nm. It is well known that the intensity of the Swan system is proportional to the concentration of the carbon dimmer in the excited state while the CN bands emission could be also due to the CN generation in the ambient air. Thus, only the measurement of the C2 bands is reliable for the analysis in the open atmosphere. Although the raw atomic emission has been used for the analysis of organics,12,14–16 the peak ratio method has been found to yield better results.17–21 The intensity ratio is related to the difference between the upper energy levels of the lines and also is proportional to the ratio of Boltzmann factors, becoming independent of the ablated mass.22 Thus, it is expected to yield a lower RSD than the single peak intensity alone, since there is a reduction in the flicker associated with the LIBS signal.
In the present work, peak ratio analysis in combination with analysis of molecular bands was used for the identification of energetic materials. A number of organics and explosive samples in the form of fingerprints or solution thin films evaporated on solid surfaces were analyzed. Although the energetic materials chosen are mainly of military use, the present work must be understood in the framework of an exploratory investigation on the capabilities of LIBS for the stand-off detection of explosive residues in the field prior to a deeper study with a wider range of materials and conditions. In this sense, a fingerprint (10–100 ng) deposited on a car body was considered as a satisfactory limit of detection for this stage of application of the technique.
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Fig. 1 Experimental setup. 1, Laser source. 2, Folding mirror. 3, Lenses. 4, Dichroic mirror. 5, Flat aluminium mirror. 6, Parabolic aluminium mirror. 7, Fiber optic cable. 8, Spectrograph. 9, iCCD. 10, Pulse and delay generator. 11, Power laser supply. 12, Computer. |
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Fig. 2 Single shot LIB spectra of a DNT sample at a 45 m distance, 1 μs acquisition delay and 10 μs integration time. |
Fig. 3 compares the O/N ratios obtained for the DTN sample and for an aluminium foil. The insets show the spectra of the DNT (top) and of the aluminium foil (bottom). Oxygen and nitrogen emission can be noticed in both spectra, the lines present in the spectrum of the aluminium sample are due to air only. The points plotted in the figure correspond to single laser shots on fresh positions of each sample. The average O/N intensity ratio in 10 of the individual aluminium spectra was 2.16 with an RSD of 4.03% whilst the average O/N intensity ratio for the DNT sample was 2.9 with an RSD of 8.36%. The higher O/N ratio shown by the DNT sample can be due only to its additional content in these elements as compared to Al. According to Yinon,24 a measurement of the oxygen and nitrogen densities, to an uncertainty of 20%, gives a unique separation of explosives from other compounds. This statement covers the majority of the high-energy explosives. However, there are very few non-explosives compounds—such as melanine, polyurethane and solid nylon—that have high atomic densities of nitrogen and could give a false positive response.
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Fig. 3 O(I) 777.2 nm to N(I) 746.8 nm peak intensity ratio for 10 single shots spectra at a 45 m distance from an aluminium foil (■) and a DNT solution deposited on the same aluminum foil (○). The inset show DNT (top) and aluminium (bottom) spectra. |
The presence of the C2(0,0) 516 nm Swan band—proportional to the concentration of the carbon dimer in the excited state—in the DNT spectrum was used to discriminate organic samples from inorganic ones. In combination with the peak ratio analysis this spectral feature was used for the detection of a number of explosive samples.
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Fig. 4 Snapshot of the system during a field test of the stand-off LIBS sensor featuring C. López-Moreno. |
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Fig. 5 Single shot stand-off LIBS spectra of four of the known samples at a 30 m distance. (a) 100 ppm TNT solution, (b) C4 fingerprint, (c) car paint, (d) oil fingerprint. |
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Fig. 6 Single shot stand-off LIBS spectra of the blind-test samples at a 30 m distance. (a) Acetone, (b) human fingerprint, (c) 100 ppm TNT solution, (d) TNT fingerprint, (e) no sample and (f) C4 fingerprint. |
Explosive | Structure | Molecular formula |
---|---|---|
TNT |
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C7H5N3O6 |
RDX |
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C3H6N6O6 |
C4 |
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C3H6N6O6 + C24H38O4 + [C4H8]n |
Comp B |
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C3H6N6O6 + C7H5N3O6 |
PETN |
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C5H8O12 |
As can be seen in Fig. 5, C2 bands are present in all samples, being indicative of organic components present. Also, the O(I) 777.2 nm and the N(I) 746.8 nm peaks are present to a higher extent in the explosive samples. The presence of the H alpha emission at 656.2 nm in the energetic materials can be seen, this peak being lower in intensity for the innocuous samples. In Fig. 6, the spectra corresponding to the blind test are illustrated showing C2 Swan bands in all the samples but sample E, which corresponds to a blank—i.e. no sample inside the marked circle. The N and H peaks can be appreciated in spectra C, D and F, all of them corresponding to organic explosive samples. Also, the intensity of the O peak is higher in these spectra than in the other cases.
A more thorough data processing was performed by developing an algorithm on the basis of the results obtained in the test with known samples. Fig. 7 shows the algorithm flowchart which, although not statistically validated, showed its strength at discriminating the nature of the different samples. Despite being a potential source of environmental interferences, it was empirically found that using Na(I) 589 nm and K(I) 766.5 nm lines improved the detection efficiency of the algorithm. All the spectra acquired were interrogated by using this flowchart. Although the test with known samples was the basis for the algorithm, the results for this test are also reported in Table 2, the blind test results being summarized in Table 3. Still, a false positive and a false negative corresponding to the tape residue and the PETN drop, respectively, were found out of the 15 samples in the known test. For the blind test, all of the 6 samples were correctly identified using this data processing algorithm. The high success rate achieved with the first visual processing of the spectra and later by using the algorithm shows the great potential of this technique as a fast tool for the identification of energetic materials at remote distances.
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Fig. 7 Representative decision making strategy for stand-off LIB spectral analysis of energetic materials. |
Actual | Presence C2, H, N | O/H2 ratio | O/H ratio | O/K ratio | O/N ratio | Na/C2 ratio | Flow chart result | Correct |
---|---|---|---|---|---|---|---|---|
TNT fingerprint | Yes | 0.75 | 1.07 | 1.46 | — | 0.52 | Explosive | ✓ |
[Yes] | [Yes] | [Yes] | [Yes] | |||||
Diesel fuel fingerprint | Yes | 5.07 | 0.42 | — | 3.77 | — | Non-explosive | ✓ |
[No] | [No] | [No] | ||||||
RDX 100 ppm | Yes | 0.60 | 0.72 | 1.40 | — | 0.52 | Explosive | ✓ |
[Yes] | [Yes] | [Yes] | [Yes] | |||||
Acetone | No | — | — | — | — | — | Non-explosive | ✓ |
C4 fingerprint | Yes | 1.82 | 0.75 | 1.90 | — | 0.89 | Explosive | ✓ |
[Yes] | [Yes] | [Yes] | [Yes] | |||||
Tape residue | Yes | 1.13 | 1 | 1.19 | — | 0.84 | Explosive | X false positive |
[Yes[ | [Yes[ | [Yes[ | [Yes[ | |||||
TNT 100 ppm | Yes | 1.60 | 0.72 | 1.21 | — | 1.62 | Explosive | ✓ |
[Yes] | [Yes] | [Yes] | [Yes] | |||||
Beef fingerprint | Yes | 3.40 | 0.55 | — | 2.55 | — | Non-explosive | ✓ |
[No] | [No] | [No] | ||||||
CompB 100 ppm | Yes | 0.71 | 1.14 | 1.36 | — | 0.69 | Explosive | ✓ |
[Yes] | [Yes] | [Yes] | [Yes] | |||||
Cheese fingerprint | Yes | 1.24 | 0.67 | 0.63 | 5.26 | 3.11 | Non-explosive | ✓ |
[Yes] | [No] | [No] | [Yes] | [No] | ||||
PETN 100 ppm | No | — | — | — | — | — | Non-explosive | X false negative |
Grease fingerprint | Yes | 4.82 | 0.48 | — | 2.35 | — | Non-explosive | ✓ |
[No] | [No] | [No] | ||||||
Paint | Yes | 0.73 | 1.55 | — | 3.39 | — | Non-explosive | ✓ |
[Yes] | [No] | [No] | ||||||
Oil fingerprint | Yes | 1.48 | 0.46 | — | 3.35 | — | Non-explosive | ✓ |
[yes] | [No] | [No] | ||||||
Ink | Yes | 2.65 | 0.60 | — | 2.65 | — | Non-explosive | ✓ |
[Yes] | [No] | [No] |
Actual | Presence C2, H, N, O | H/C2 ratio (0.5–3.0) | O/H ratio (0.7–1.4) | O/K ratio >1 | O/N ratio >4 | Na/C2 ratio < 2 | Flow chart result | Correct |
---|---|---|---|---|---|---|---|---|
Acetone | Yes | 4.29 | 0.82 | 1.42 | 4.23 | 2.19 | Non-explosive | ✓ |
Human fingerprint | Yes | 1.15 | 1.26 | 0.49 | 6.14 | 4.10 | Non-explosive | ✓ |
TNT solution | Yes | 3.50 | 0.73 | 1.14 | 4.49 | 2.41 | Explosive | ✓ |
TNT fingerprint | Yes | 1.71 | 1.08 | 1.31 | 7.02 | 1.19 | Explosive | ✓ |
No sample | No | 0.68 | 2.17 | 0.32 | 1.46 | 7.84 | Non-explosive | ✓ |
C4 fingerprint | Yes | 2.52 | 0.73 | 2.20 | 4.27 | 0.99 | Explosive | ✓ |
The authors consider that the detection of energetic materials in 1 fingerprint or one 100 ppm solution drop containing about 5 μg of explosive is a satisfactory limit of detection for this application. Possibly, the technique could measure lower amount of samples, but in real cases, detecting this level of explosives at a 30 m distance is more than enough.
This journal is © The Royal Society of Chemistry 2006 |