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R. Meyer J. Köhler A. Homburg Explosives

R. Meyer J. Köhler A. Homburg Explosives

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Thermodynamic Calculation of Decomposition Reactions<br />

CO2: 8.19<br />

H2O: 20.24<br />

N2: 9.37<br />

O2: 0.39<br />

sum: 38.19 V22.4 = 855 l/kg Volume of Explosion Gases.<br />

1.3 Explosion temperature.<br />

The heat of explosion raises the reaction products to the explosion<br />

temperature. Table 31 gives the internal energies of the reaction products<br />

in relation to the temperature. The best way to calculate the<br />

explosion temperature is to assume two temperature values and to<br />

sum up the internal energies for the reaction product multiplied by their<br />

corresponding mole number. Two calorific values are obtained, of<br />

which one may be slightly higher than the calculated heat of explosion<br />

and the other slightly lower. The explosion temperature is found by<br />

interpolation between these two values.<br />

For the example composition at: 3600 K and 3700 K. Table 31 gives for<br />

3600 K Mole<br />

Number<br />

Product<br />

kcal<br />

3700 K Product<br />

kcal<br />

CO2 38.76 8.19 317.4 40.10 328.4<br />

H2O 30.50 20.24 617.3 31.63 640.2<br />

N2 20.74 9.37 194.3 21.45 201.0<br />

O2 22.37 0.39 8.7 23.15 9.0<br />

38.19 1138 1178<br />

The interpolated temperature value for 1167 kcal/kg is 3670 K.<br />

For industrial nitroglycerine-ammonium nitrate explosives, the following<br />

estimated temperature values can be recommended:<br />

Table 32<br />

Heat of Explosion<br />

Found<br />

Lower value Upper Value<br />

kcal/kg K K<br />

900 2900 3000<br />

950 3000 3100<br />

1000 3100 3200<br />

1050 3300 3400<br />

1100 3400 3500<br />

1150 3500 3600<br />

1200 3700 3800<br />

316

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