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Deformation kinetics of layered personal protective material under
impact via terahertz reflectometry
Anis Rahmana
, Aunik Rahmana
and Mark A. Mentzerb
a
Applied Research & Photonics (ARP), 470 Friendship Road, Suite 10, Harrisburg, PA 17111.
Phone: 717-623-8201, Fax: 717-566-1177, email: a.rahman@arphotonics.net; b
Neuroscience
Applications Group, LLC, Dept. SIG, 11 S. Somerset Avenue, Crisfield MD 21817
ABSTRACT
Terahertz dynamic scanning reflectometry (TDSR) was used for measuring layered materials’ deformation kinetics
spectra. Multi-layered materials are used for protective devices such as helmet and body armor. An in-situ measurement
of deformation profile and other dynamic characteristics is important when such material is subjected to ballistic
impacts. Current instrumentation is limited in their abilities to provide sub-surface information in a non-destructive
fashion. A high sensitivity TDSR has been used to measure dynamic surface deformation characteristics in real-time
(in-situ) and also at post deformation (ex-situ). Real-time ballistic deformation kinetics was captured with a high speed
measurement system. The kinetics spectra was used to compute a number of crucial parameters such as deformation
length and its propagation profile, the relaxation position, and the macroscopic vibration profile. In addition, the loss of
mass due to impact was quantified for accurate determination of the trauma causing energy. For non-metallic substrates,
a transmitted beam was used to calibrate mass loss, a priori, of the laminate layers due to impact. Deformation kinetics
information may then be used to formulate trauma diagnosis conditions from blunt hit via the Sturdivan criterion [1].
The basic difference in the proposed approach is that here diagnostic criteria are inferred by measuring the helmet itself;
no need to draw blood or any biopsy from the patient.
Keywords: Terahertz reflectomtery, kinetics spectrum, layered materials, helmet deformation
1. INTRODUCTION
Most trauma detection methods available today are based primarily on biological detection (e.g., either of a biomarker,
or some sort of cellular biochemical, or neurochemical). A different approach is proposed where the diagnostic criteria
are inferred by measuring the helmet itself; no need to draw blood or any biopsy from the patient. For example, it takes
some specific amount of energy on the skull for trauma that is imparted through the helmet during a collision. For a
moderate hit which may generate only stigma but not trauma, a specific biomarker is not likely to be present.
Consequently, use of a biomarker approach may not be feasible for less than trauma hits. We propose to measure the
energy imparted by the helmet to the skull either in real time or by testing the helmet after impact. This energy, termed
as the Sturdivan energy [1] may then be used to formulate a diagnostic protocol for classifying the
trauma/stigma/concussion conditions. Currently a technique called digital image correlation (DIC) is used for
characterizing the layered material before making the helmets [2]. But the DIC is simply based on the measurement of
the surface of the helmet, and is neither sensitive to delamination of the interior layers nor to any loss or gain of mass
due to the impact. However, since it is the interior of the helmet that imparts energy to the skull causing trauma etc.
Therefore, it is crucial to monitor the interior delamination of a helmet’s trauma generating volume, which cannot be
probed by DIC. With terahertz, one can probe the surface as well as the delamination of the interior layers. In addition,
any loss or gain of mass due to delamination may also be determined via a calibration library. This information is crucial
for accurate determination of the energy which could then be used in the diagnosis process.
In the followings we review the requirements of deformation characterization for less-than-lethal impact, the so called
blunt criterion prescribed by Sturdivan [1]. The experimental procedure is outlined with brief description of the
terahertz source and detection system. The materials under test, ballistic experiments and results are described
subsequently, followed by summary and conclusions.
2. EXPERIMENTAL
As outlined in Fig. 1, a high speed measurement system is deployed for capturing the kinetics during the ballistic impact.
Here the target is placed at a fixed position and the terahertz beam is incident at a known angle, . The layered materials
Dimensional Optical Metrology and Inspection for Practical Applications III, edited by
Kevin G. Harding, Toru Yoshizawa, Song Zhang, Proc. of SPIE Vol. 9110, 91100K
© 2014 SPIE · CCC code: 0277-786X/14/$18 · doi: 10.1117/12.2049792
Proc. of SPIE Vol. 9110 91100K-1
Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms
used for helmet are transparent to terahertz but a significant portion is also reflected from different layers of the target.
Therefore, measurements may be conducted both in reflection and in transmission. Here we have deployed both the
transmission and reflection measurements, where, the reflection kinetics is utilized for the deformation and velocity
profile computation and the transmission kinetics is deployed for determination of any change in mass due to impact.
Some details of the experimental setup were described elsewhere [3].
A series of live shot experiments were conducted at the Army Research Laboratory’s Survivability/Lethality Analysis
Directorate (Aberdeen Proving Ground, MD 21005) facility. Here, either a multi-layered panel or an actual helmet
(called “target” in Fig. 1) was mounted on a sturdy platform. The target was subjected to ballistic shots of pre-calculated
velocity. The kinetics spectra were captured in real-time.
Fig. 1. Deformation kinetics measurement system via terahertz reflectometry. The terahertz is generated by an
electro-optic dendrimer based CW source [4].
3. RESULTS AND DISCUSSION
3.1. Results of live firing test
The test results and findings are summarized in Table 1. This experiment yielded a bigger picture about the robustness
of the technique and sets the stage for a THz test protocol for trauma diagnosis. Two different kinds of panels and a
helmet (total 18 shots) were tested. Thus, the results demonstrate that the proposed terahertz technology is suitable for a
bio-marker-less diagnostic tool. Column 1 of Table 1 lists the number assigned to a particular live shot. Column 2
indicates the mode of measurement, i.e., either in reflection or in transmission, while Column 3 gives a brief description
about the nature of the short and related observation. The actual kinetics spectra corresponding to respective shots are
given in Table 2.
3.2. Computation of parameters
Once the maximum displacement is read off of the kinetics spectrum utilizing the calibration curve (not shown here), the
deformation propagation profile is calculated from the kinetics spectrum (see Fig. 2). From this profile the next most
important parameter to calculate is the velocity profile of deformation. Here the following boundary conditions are
utilized. Initially the target is at rest; therefore, the initial velocity, , is zero. As the deformation propagates, the
propagation accelerates and then at the maximum deformation the velocity is again zero. If the target recoils (in the
opposite direction), the velocity again increases and then comes to zero when the target stops at the relaxed position. So
one can utilize the fundamental physical principle, the Newton’s law for uniformly accelerated motion:
,
where, is the deformation (see Fig. 1), is the acceleration and is the time. Since  
. Knowing the acceleration, , one can then determine the velocity, , from,
Proc. of SPIE Vol. 9110 91100K-2
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(1)
Table 1. Summary of observation of different shot experiment. Kinetics spectra are shown in Table 2. Each
shot was taken on a different panel on an unaffected region of the panel.
Shot# Mode Comment
201 Reflection Typical reflection kinetics spectrum of a multi-layered panel. The spectrum is used
for computing deformation and propagation profile, and other parameters. The
vibrations in the tail end of the spectrum (at 0.2s onward) are indicative of vibration
of the mounting platform.
202 Reflection Typical kinetics but two distinctly different slopes with an upward shift in the fast
decay region that indicates shaking of the mounting platform during the shot.
203 Reflection Typical kinetics acquired over a shorter period (0.3 s)
204 Reflection Two or more slopes in the fast decay region indicative of movement of composite
layers in groups (clusters) leading to subsequent delamination of internal layers.
205 Reflection Similar to shot 204 but a bigger variation in reflected intensity is indicative of a
bigger deformation depth.
207 Reflection Incomplete data due to data acquisition synchronization error
208 Reflection More than one slope in the fast decay region is indicative of movement of a cluster
of layers as opposed to the whole panel and subsequent delamination of internal
layers.
209 Reflection Typical kinetics similar to shot 204. Two or more slopes in the fast decay region
indicative of movement of composite layers in groups (or clusters) leading to
subsequent delamination of internal layers. See Fig. 2 for analysis.
210 Reflection This shot is on a helmet. The helmet was mounted with a clamp system that could
not be made very sturdy. So this spectrum cannot be interpreted unless further
helmet shot is taken
301 Transmission Incomplete data due to acquisition start error
302 Transmission Typical transmission kinetics except the initial portion was not captured due to
synchronization error in data acquisition. Some loss of mass due to the bullet shot
causes an increase of the transmitted intensity. A priori calibration of mass vs.
transmission may be used to quantify the loss of mass due to the ballistic event.
303 Transmission Typical transmission kinetics profile. Once calibrated with respect to transmission
vs. mass change for a given panel, this curve will quantify the loss of mass during
ballistic deformation.
304 Transmission This kinetics shows the flaw in mounting apparatus. The oscillatory nature of the
platform holding the panel is clearly visible
305 Transmission While this curve shows initial increase of power, indicative of mass loss due to
impact. However, the moving panel and its vibrations due to weak mounting are
responsible for the decrease in transmission.
306 Transmission Resembles a typical transmission kinetics spectrum. Once calibrated with respect
to transmission vs. mass change, this curve will quantify the change in mass during
ballistic deformation
307 Transmission This shot was done with BB ball instead of a bullet as was in the previous cases.
Kinetics was inconclusive due to vibration of the unstable mounting platform.
308 Transmission Also a BB ball shot. Transmission increased immediately after shot. The
oscillatory pattern is due to vibration of the mounting platform. However, the
transmission takes off towards the end because this shot actually went through the
panel creating a hole that caused the increased transmission.
309 Transmission Also a BB ball shot. This shot is very similar to typical transmission kinetics.
However, the BB ball got stuck in the panel that caused a sharp decrease in the
transmission.
Proc. of SPIE Vol. 9110 91100K-3
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SIAM
Sus 20I
220E+08
iE.08
2.108.08
Z8SE+08
280E+08
° 1.95E+08
1.90E+08
185E+08
180EOB
1.]5E+08 '1
0.05
1 1
0.1 0.15
1
0.2 025
I
0.3 035
lintels)
Table 2: The kinetic spectra below were measured in reflection. The X-axis is the time of duration and the Y-axis is the
reflected intensity (counts). Shot number is arbitrary, mainly for identifying the shot corresponding to the
comments in Table 1.
201
202
203
204
205
207
208 209
210
Proc. of SPIE Vol. 9110 91100K-4
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E
A
,
ssoS
Table 2 (contd.): The kinetic spectra below were measured in transmission. The X-axis is the time of duration and the
Y-axis is the reflected intensity (counts). Shot number is arbitrary, mainly for identifying the shot
corresponding to the comments in Table 1.
301
302
303
304
305
306
307
308
309
Proc. of SPIE Vol. 9110 91100K-5
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35
30 -
,..., 25 -
E
E
c 20 -
c 15 -
w
a)
a
10 -
5 -
0
0.20 0.25
-Deformation (mm)
-Velocity (m /s)
is'Apt
45
- 40
- 35
- 30
Ñ
- 25
e
t'
-20ó
>
- 15
- 10
- 5
1111 .I. . ...I 'I 0
0.30 0.35 0.40 0.45 0.50 0.55 0 60
Time (s)
Fig. 2 displays the calculated deformation profile from the kinetics spectrum (shot 209, Table 1) and the velocity profile
calculated from Eq. (1). Here the kinetics spectrum was de-noised with a curve-fitting routine and then a moving
average was adapted for calculating velocity profile. Since the deformation calibration for this sample was not done
ahead of time, the information available from a simultaneous digital image correlation (DIC) measurement [see
reference 2] was used to calculate the deformation profile. The velocity profile of Fig. 2 reveals that the deceleration of
the panel after the initial acceleration (between time 0.26s and ~0.28s) exhibit several small accelerations (indicated by
the upward shots or “kinks” in the blue curve) followed by small decelerations. This is indicative of the clusters of layers
are moving together as opposed to the whole panel; i.e., a few layers forming a cluster and being delaminated whose
motion is captured by the kinks in the velocity profile. Altogether 4 clusters are visible following the initial deceleration
of the panel. It is notable here that being able to apply the Newton’s law of motion lends credibility to the approach that
does not depend on any empirical formula.
Fig. 2. Analysis of shot 209 in Table 2. Deformation profile (left Y-axis) calculated from the kinetics spectrum with
a depth of 34 mm (from DIC under identical conditions). Calculated velocity profile of deformation is
shown in blue (right Y-axis).
4. CONCLUSIONS
Real-time terahertz reflection kinetics spectra of ballistic events have been used for determination of deformation profile
and velocity profile of deformation for layered materials used for making personal protective device such as helmet and
body armor. Live firing test data have been analyzed. The Newton’s law of motion for uniform acceleration was
deployed for the computation. The velocity thus experimentally determined provides ability for accurate calculation of
Sturdivan energy which then may be used for formulating criteria leading to non-invasive diagnosis of trauma/stigma
and/or concussion for less-than-lethal ballistic impact. In addition, change in mass of the trauma generating segment of
a helmet can be simultaneously determined from a priory calibration of the layered material from the transmission
kinetics spectrum.
5. REFERENCES
[1] Sturdivan, L., Viano, D., and Champion, H., Analysis of injury criteria to assess chest and abdominal injury risks in blunt and
ballistic impacts. The Journal of Trauma Injury, Infection, and Critical Care, 2005. 56(651–663).
[2] Reu, P.L., and T J Miller, The application of high-speed digital image correlation. J. Strain Analysis, 2008. 43: p. 673-688.
[3] Rahman, Anis and Mentzer, Mark, Terahertz Dynamic Scanning Reflectometry of Soldier Personal Protective Material, in
Terahertz Technology and Applications V, edited by Laurence P. Sadwick, Créidhe M. O'Sullivan, Proc. of SPIE Vol. 8261,
826105, 2012.
[4] Rahman, Anis and Rahman, Aunik, Wide Range Broadband Terahertz Emission From High χ(2) Dendrimer, in Terahertz
Technology and Applications V, edited by L. P. Sadwick, C. M. O'Sullivan, Proc. of SPIE Vol. 8261, 82610H, 2012.
Proc. of SPIE Vol. 9110 91100K-6
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Deformation kinetics of layered personal protective material under impact via terahertz reflectometry

  • 1. Deformation kinetics of layered personal protective material under impact via terahertz reflectometry Anis Rahmana , Aunik Rahmana and Mark A. Mentzerb a Applied Research & Photonics (ARP), 470 Friendship Road, Suite 10, Harrisburg, PA 17111. Phone: 717-623-8201, Fax: 717-566-1177, email: a.rahman@arphotonics.net; b Neuroscience Applications Group, LLC, Dept. SIG, 11 S. Somerset Avenue, Crisfield MD 21817 ABSTRACT Terahertz dynamic scanning reflectometry (TDSR) was used for measuring layered materials’ deformation kinetics spectra. Multi-layered materials are used for protective devices such as helmet and body armor. An in-situ measurement of deformation profile and other dynamic characteristics is important when such material is subjected to ballistic impacts. Current instrumentation is limited in their abilities to provide sub-surface information in a non-destructive fashion. A high sensitivity TDSR has been used to measure dynamic surface deformation characteristics in real-time (in-situ) and also at post deformation (ex-situ). Real-time ballistic deformation kinetics was captured with a high speed measurement system. The kinetics spectra was used to compute a number of crucial parameters such as deformation length and its propagation profile, the relaxation position, and the macroscopic vibration profile. In addition, the loss of mass due to impact was quantified for accurate determination of the trauma causing energy. For non-metallic substrates, a transmitted beam was used to calibrate mass loss, a priori, of the laminate layers due to impact. Deformation kinetics information may then be used to formulate trauma diagnosis conditions from blunt hit via the Sturdivan criterion [1]. The basic difference in the proposed approach is that here diagnostic criteria are inferred by measuring the helmet itself; no need to draw blood or any biopsy from the patient. Keywords: Terahertz reflectomtery, kinetics spectrum, layered materials, helmet deformation 1. INTRODUCTION Most trauma detection methods available today are based primarily on biological detection (e.g., either of a biomarker, or some sort of cellular biochemical, or neurochemical). A different approach is proposed where the diagnostic criteria are inferred by measuring the helmet itself; no need to draw blood or any biopsy from the patient. For example, it takes some specific amount of energy on the skull for trauma that is imparted through the helmet during a collision. For a moderate hit which may generate only stigma but not trauma, a specific biomarker is not likely to be present. Consequently, use of a biomarker approach may not be feasible for less than trauma hits. We propose to measure the energy imparted by the helmet to the skull either in real time or by testing the helmet after impact. This energy, termed as the Sturdivan energy [1] may then be used to formulate a diagnostic protocol for classifying the trauma/stigma/concussion conditions. Currently a technique called digital image correlation (DIC) is used for characterizing the layered material before making the helmets [2]. But the DIC is simply based on the measurement of the surface of the helmet, and is neither sensitive to delamination of the interior layers nor to any loss or gain of mass due to the impact. However, since it is the interior of the helmet that imparts energy to the skull causing trauma etc. Therefore, it is crucial to monitor the interior delamination of a helmet’s trauma generating volume, which cannot be probed by DIC. With terahertz, one can probe the surface as well as the delamination of the interior layers. In addition, any loss or gain of mass due to delamination may also be determined via a calibration library. This information is crucial for accurate determination of the energy which could then be used in the diagnosis process. In the followings we review the requirements of deformation characterization for less-than-lethal impact, the so called blunt criterion prescribed by Sturdivan [1]. The experimental procedure is outlined with brief description of the terahertz source and detection system. The materials under test, ballistic experiments and results are described subsequently, followed by summary and conclusions. 2. EXPERIMENTAL As outlined in Fig. 1, a high speed measurement system is deployed for capturing the kinetics during the ballistic impact. Here the target is placed at a fixed position and the terahertz beam is incident at a known angle, . The layered materials Dimensional Optical Metrology and Inspection for Practical Applications III, edited by Kevin G. Harding, Toru Yoshizawa, Song Zhang, Proc. of SPIE Vol. 9110, 91100K © 2014 SPIE · CCC code: 0277-786X/14/$18 · doi: 10.1117/12.2049792 Proc. of SPIE Vol. 9110 91100K-1 Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms
  • 2. used for helmet are transparent to terahertz but a significant portion is also reflected from different layers of the target. Therefore, measurements may be conducted both in reflection and in transmission. Here we have deployed both the transmission and reflection measurements, where, the reflection kinetics is utilized for the deformation and velocity profile computation and the transmission kinetics is deployed for determination of any change in mass due to impact. Some details of the experimental setup were described elsewhere [3]. A series of live shot experiments were conducted at the Army Research Laboratory’s Survivability/Lethality Analysis Directorate (Aberdeen Proving Ground, MD 21005) facility. Here, either a multi-layered panel or an actual helmet (called “target” in Fig. 1) was mounted on a sturdy platform. The target was subjected to ballistic shots of pre-calculated velocity. The kinetics spectra were captured in real-time. Fig. 1. Deformation kinetics measurement system via terahertz reflectometry. The terahertz is generated by an electro-optic dendrimer based CW source [4]. 3. RESULTS AND DISCUSSION 3.1. Results of live firing test The test results and findings are summarized in Table 1. This experiment yielded a bigger picture about the robustness of the technique and sets the stage for a THz test protocol for trauma diagnosis. Two different kinds of panels and a helmet (total 18 shots) were tested. Thus, the results demonstrate that the proposed terahertz technology is suitable for a bio-marker-less diagnostic tool. Column 1 of Table 1 lists the number assigned to a particular live shot. Column 2 indicates the mode of measurement, i.e., either in reflection or in transmission, while Column 3 gives a brief description about the nature of the short and related observation. The actual kinetics spectra corresponding to respective shots are given in Table 2. 3.2. Computation of parameters Once the maximum displacement is read off of the kinetics spectrum utilizing the calibration curve (not shown here), the deformation propagation profile is calculated from the kinetics spectrum (see Fig. 2). From this profile the next most important parameter to calculate is the velocity profile of deformation. Here the following boundary conditions are utilized. Initially the target is at rest; therefore, the initial velocity, , is zero. As the deformation propagates, the propagation accelerates and then at the maximum deformation the velocity is again zero. If the target recoils (in the opposite direction), the velocity again increases and then comes to zero when the target stops at the relaxed position. So one can utilize the fundamental physical principle, the Newton’s law for uniformly accelerated motion: , where, is the deformation (see Fig. 1), is the acceleration and is the time. Since   . Knowing the acceleration, , one can then determine the velocity, , from, Proc. of SPIE Vol. 9110 91100K-2 Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms
  • 3. (1) Table 1. Summary of observation of different shot experiment. Kinetics spectra are shown in Table 2. Each shot was taken on a different panel on an unaffected region of the panel. Shot# Mode Comment 201 Reflection Typical reflection kinetics spectrum of a multi-layered panel. The spectrum is used for computing deformation and propagation profile, and other parameters. The vibrations in the tail end of the spectrum (at 0.2s onward) are indicative of vibration of the mounting platform. 202 Reflection Typical kinetics but two distinctly different slopes with an upward shift in the fast decay region that indicates shaking of the mounting platform during the shot. 203 Reflection Typical kinetics acquired over a shorter period (0.3 s) 204 Reflection Two or more slopes in the fast decay region indicative of movement of composite layers in groups (clusters) leading to subsequent delamination of internal layers. 205 Reflection Similar to shot 204 but a bigger variation in reflected intensity is indicative of a bigger deformation depth. 207 Reflection Incomplete data due to data acquisition synchronization error 208 Reflection More than one slope in the fast decay region is indicative of movement of a cluster of layers as opposed to the whole panel and subsequent delamination of internal layers. 209 Reflection Typical kinetics similar to shot 204. Two or more slopes in the fast decay region indicative of movement of composite layers in groups (or clusters) leading to subsequent delamination of internal layers. See Fig. 2 for analysis. 210 Reflection This shot is on a helmet. The helmet was mounted with a clamp system that could not be made very sturdy. So this spectrum cannot be interpreted unless further helmet shot is taken 301 Transmission Incomplete data due to acquisition start error 302 Transmission Typical transmission kinetics except the initial portion was not captured due to synchronization error in data acquisition. Some loss of mass due to the bullet shot causes an increase of the transmitted intensity. A priori calibration of mass vs. transmission may be used to quantify the loss of mass due to the ballistic event. 303 Transmission Typical transmission kinetics profile. Once calibrated with respect to transmission vs. mass change for a given panel, this curve will quantify the loss of mass during ballistic deformation. 304 Transmission This kinetics shows the flaw in mounting apparatus. The oscillatory nature of the platform holding the panel is clearly visible 305 Transmission While this curve shows initial increase of power, indicative of mass loss due to impact. However, the moving panel and its vibrations due to weak mounting are responsible for the decrease in transmission. 306 Transmission Resembles a typical transmission kinetics spectrum. Once calibrated with respect to transmission vs. mass change, this curve will quantify the change in mass during ballistic deformation 307 Transmission This shot was done with BB ball instead of a bullet as was in the previous cases. Kinetics was inconclusive due to vibration of the unstable mounting platform. 308 Transmission Also a BB ball shot. Transmission increased immediately after shot. The oscillatory pattern is due to vibration of the mounting platform. However, the transmission takes off towards the end because this shot actually went through the panel creating a hole that caused the increased transmission. 309 Transmission Also a BB ball shot. This shot is very similar to typical transmission kinetics. However, the BB ball got stuck in the panel that caused a sharp decrease in the transmission. Proc. of SPIE Vol. 9110 91100K-3 Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms
  • 4. SIAM Sus 20I 220E+08 iE.08 2.108.08 Z8SE+08 280E+08 ° 1.95E+08 1.90E+08 185E+08 180EOB 1.]5E+08 '1 0.05 1 1 0.1 0.15 1 0.2 025 I 0.3 035 lintels) Table 2: The kinetic spectra below were measured in reflection. The X-axis is the time of duration and the Y-axis is the reflected intensity (counts). Shot number is arbitrary, mainly for identifying the shot corresponding to the comments in Table 1. 201 202 203 204 205 207 208 209 210 Proc. of SPIE Vol. 9110 91100K-4 Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms
  • 5. E A , ssoS Table 2 (contd.): The kinetic spectra below were measured in transmission. The X-axis is the time of duration and the Y-axis is the reflected intensity (counts). Shot number is arbitrary, mainly for identifying the shot corresponding to the comments in Table 1. 301 302 303 304 305 306 307 308 309 Proc. of SPIE Vol. 9110 91100K-5 Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms
  • 6. 35 30 - ,..., 25 - E E c 20 - c 15 - w a) a 10 - 5 - 0 0.20 0.25 -Deformation (mm) -Velocity (m /s) is'Apt 45 - 40 - 35 - 30 Ñ - 25 e t' -20ó > - 15 - 10 - 5 1111 .I. . ...I 'I 0 0.30 0.35 0.40 0.45 0.50 0.55 0 60 Time (s) Fig. 2 displays the calculated deformation profile from the kinetics spectrum (shot 209, Table 1) and the velocity profile calculated from Eq. (1). Here the kinetics spectrum was de-noised with a curve-fitting routine and then a moving average was adapted for calculating velocity profile. Since the deformation calibration for this sample was not done ahead of time, the information available from a simultaneous digital image correlation (DIC) measurement [see reference 2] was used to calculate the deformation profile. The velocity profile of Fig. 2 reveals that the deceleration of the panel after the initial acceleration (between time 0.26s and ~0.28s) exhibit several small accelerations (indicated by the upward shots or “kinks” in the blue curve) followed by small decelerations. This is indicative of the clusters of layers are moving together as opposed to the whole panel; i.e., a few layers forming a cluster and being delaminated whose motion is captured by the kinks in the velocity profile. Altogether 4 clusters are visible following the initial deceleration of the panel. It is notable here that being able to apply the Newton’s law of motion lends credibility to the approach that does not depend on any empirical formula. Fig. 2. Analysis of shot 209 in Table 2. Deformation profile (left Y-axis) calculated from the kinetics spectrum with a depth of 34 mm (from DIC under identical conditions). Calculated velocity profile of deformation is shown in blue (right Y-axis). 4. CONCLUSIONS Real-time terahertz reflection kinetics spectra of ballistic events have been used for determination of deformation profile and velocity profile of deformation for layered materials used for making personal protective device such as helmet and body armor. Live firing test data have been analyzed. The Newton’s law of motion for uniform acceleration was deployed for the computation. The velocity thus experimentally determined provides ability for accurate calculation of Sturdivan energy which then may be used for formulating criteria leading to non-invasive diagnosis of trauma/stigma and/or concussion for less-than-lethal ballistic impact. In addition, change in mass of the trauma generating segment of a helmet can be simultaneously determined from a priory calibration of the layered material from the transmission kinetics spectrum. 5. REFERENCES [1] Sturdivan, L., Viano, D., and Champion, H., Analysis of injury criteria to assess chest and abdominal injury risks in blunt and ballistic impacts. The Journal of Trauma Injury, Infection, and Critical Care, 2005. 56(651–663). [2] Reu, P.L., and T J Miller, The application of high-speed digital image correlation. J. Strain Analysis, 2008. 43: p. 673-688. [3] Rahman, Anis and Mentzer, Mark, Terahertz Dynamic Scanning Reflectometry of Soldier Personal Protective Material, in Terahertz Technology and Applications V, edited by Laurence P. Sadwick, Créidhe M. O'Sullivan, Proc. of SPIE Vol. 8261, 826105, 2012. [4] Rahman, Anis and Rahman, Aunik, Wide Range Broadband Terahertz Emission From High χ(2) Dendrimer, in Terahertz Technology and Applications V, edited by L. P. Sadwick, C. M. O'Sullivan, Proc. of SPIE Vol. 8261, 82610H, 2012. Proc. of SPIE Vol. 9110 91100K-6 Downloaded From: http://proceedings.spiedigitallibrary.org/ on 05/29/2014 Terms of Use: http://spiedl.org/terms