CP620, Shock Compression of Condensed Matter - 2001 edited by M. D. Furnish, N. N. Thadhani, and Y. Horie © 2002 American Institute of Physics 0-7354-0068-7/02/$ 19.00 INVESTIGATION OF ISENTROPE FOR DETONATION PRODUCTS OF TATB-BASED COMPOSITION Yu.A. Aminov, M.M. Gorshkov, V.T. Zaikin, G.V. Kovalenko, Yu.R. Nikitenko, G.N. Rykovanov Russian Federal Nuclear Center - VNIITF, Snezhinsk 456770 Abstract. The modified impedance matching method was used for investigation of isentropic expansion of the detonation products of plasticized TATB-based composition. Experimental installation consists of flat aluminum flyer plate, aluminum "shield", the sample of explosive and inert barrier. The thickness of explosive sample is 15 mm. It was used 14 substances with various densities. Measured values of the shock wave velocity in the barrier were used for determination of particle velocity and pressure. Obtained results are in agreement with simulation and with experimental data for similar composition T2. INTRODUCTION HE sample For build-up of empirical equations of state (EOS) for detonation products (DP) the information on DP shock compression and isentropic expansion is necessary in addition to usually determined explosive parameters (initial density, stationary detonation velocity, DP parameters in ChapmanJouguet point, etc.). The impedance matching method is usually used for such experiments. In this method a shock wave velocity D is measured in inert barrier bordering to explosive charge. In this case, pressure P and particle velocity U in contacting substances are equal and can be found if the equation of state for barrier substance is known. Selecting different materials for barrier, it is possible to receive experimental data in, for example, P(U) form for investigated explosive. In our experiments, the modified impedance matching method was used for investigation of the plasticized TATB-based composition (PCT) with initial density po^l.91 g/cc. Gauges Flyer plate "Shield" Barrier FIGURE 1. The installation for impedance matching method experiments. A 15 mm thick explosive sample was shocked by an 8 mm aluminum flyer plate through a 4 mm aluminum "shield". The flyer velocity was W=3.6 km/s, that corresponds to the values of pressure in PCT at the leading shock front «28 GPa according (1). The time to detonation for similar explosive PBX-9502 at such pressure does not exceed 0.1 us (2). The choice of barrier materials (Table 1) was made to investigate DP in pressure range P=0.150 GPa. The mean shock velocity D in a barrier was measured apart from L}=5 mm up to L2=10 mm by EXPERIMENTAL INSTALLATION Figure 1 shows the scheme of experimental installation used in our experiments. 875 pressure is more than Chapman-Jouguet pressure (Pa), electrocontact gauges to exclude the influence of chemical reaction zone. In each measuring planes 8 gauges apart from 7 mm up to 21 mm from axis of symmetry placed, the obtained data averaged. In experiments with non-metallic substances, the gauges were covered with an aluminum foil of 10 um width. In experiences with liquids, the gauges were positioned in handsets with brass bottom of 50 urn width. For preliminary calculations of experimental system we used one-dimensional hydrodynamic code VOLNA (3), permitting calculations with precise fronts of shock and detonation waves. The equations of state from (4) were used for unreacted explosive and its detonation products. The reaction rate parameters were selected from the plane-wave experiments results (4). At these parameters run to detonation is near 7 mm that is in agreement with data (2) for PBX-9502 and allows us to use in experiment a 15 mm explosive charge. The calculated reaction zone length is near 1 mm. Its influence has an effect in a barrier apart less than 6 mm. According to calculation, the rarefaction wave does not perturb a constant pressure profile during measuring. ou- I 0 T, (5) T 2 ( 6) • PCT 50- }———— * 40- 0 T 0 A ou < o' 200 10- A"" -»-i O «• *S...A...-4 0- 1 2 3 4 5 6 7 Particle velocity (mm/us) FIGURE 2. Experimental data for PCT and T2 explosives 60 experiment calculation with EOS (4) main isentrope for EOS (4) 50- DISCUSSION OF RESULTS OH Table 1 shows the measured in a barrier shock wave velocities and substances used for the barrier. For determination of the particle velocity U and the pressures P were used the law of momentum conservation on shock front and linear D(U) dependence for barrier: 1 2 3 4 5 6 7 Particle velocity (mm/^is) FIGURE 3. Comparison of experimental and calculated with EOS (4) curves. we obtain an overdriven detonation. For similar compositions (with TATB/inert ratio approximately 90/10) the experimental and theoretical ChapmanJouguet pressure spread is 26-31 GPa. To investigate influence of C-J pressure value on experimental results the VOLNA calculations were carried out with DP equations of state from (4) (Po=30.6 GPa) and (7) (PCj=26 GPa). As it is seen from figures 3 and 4 the calculations is in the good agreement with experiments for both EOS, therefore at the used scheme of initiation it is possible the DP supracompression. Thus, the obtained experimental data can be used for EOS verification only if in the calculations the experimental set-up is accurately reproduced. P=p0DU, D= The experimental points in P(U) form are shown in Fig. 2, where they are compared to the experimental data for similar composition T2 (p0=1.855 g/cc). Impedance matching method (5) and laser interferometry (6) were used to receive the data for T2. The good agreement with the laser interferometry data (6) is observed, while the lower pressures are measured in experiments (5). In our experiments the constant pressure profile in DP was created by a thick flyer plate. If this 876 TABLE 1. Experimental Data Obtained in Impedance Matching Method Experiments D U Po Substance g/cc mm/us mm/jis copper 8.92 5.528±0.068 1.07±0.05 P GPa 52.813.3 aluminium 2.73 7.772±0.079 1.7310.06 36.811.7 magnesium 1.74 7.345±0.034 2.27±0.04 29.010.7 PMMA 1.18 6.785±0.135 2.76±0.11 22.111.4 water 1.00 6.460±0.067 3.00±0.09 19.310.7 polyethylene 0.92 7.296±0.028 2.92±0.07 19.610.6 ethyl alcohol 0.80 6.634±0.155 3.16±0.12 16.811.1 n-hexane 0.65 6.688±0.063 3.34±0.10 14.510.6 0.77 5.881±0.031 3.30±0.12 15.010.7 0.72 5.895±0.066 3.45±0.11 14.610.6 0.51 5.647±0.109 3.72±0.11 10.710.5 0.31 5.498±0.124 4.1610.15 7.110.4 0.16 5.583±0.068 4.5510.13 4.110.2 0.00115 7.675±0.079 7.0210.10 0.0610.003 polystyrene air REFERENCES 1. 60 50- 2. t • experiment o calculation with EOS (7) —— main isentrope for EOS (7) 3. 4030- 4. 2010- 5. 01 2 3 4 5 6 7 Particle velocity (mm/us) 6. FIGURE 4. Comparison of experimental and calculated with EOS (7) curves. 7. 877 Shorokhov, E.V., and Litvinov, B.V., Chemical Physics 12 722 (1993). Dick, J.J., Forest, C.A., Ramsey, J.B., and Seitz, W.L., "The Hugoniot and Shock Sensitivity of a Plastic-Bonded TATB Explosive PBX 9502", Journal of Applied Physics Kuropatenko, V.F., Kovalenko, G.V., Problems of an atomic science and techniques. Mathematical simulation of physical processes (1989). Aminov, Yu.A., Vershinin, A.V. et al., "Research of shock-wave sensitivity of plasticized TATB-based composition", Physics of Combustion and Explosion 31 (1995). Pinegre, M, Aveille, J., Leroy, J.C et al., "Expansion Isentropes of TATB Composition Released into Argon", Eighth Symposium (International) on Detonation, Albuquerque, New Mexico, 1985. Chirat, R., and Baute, J., "An Extensive Application of WCA4 Equation of State for Explosives", Eighth Symposium (International) on Detonation, Portland, Oregon, 1989. Davis, W.C., "Equation of State for Detonation Products", Tenth International Detonation Symposium, Boston, Massachusetts, 1993.
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