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Autoignition Temperatures for Mixtures of Flammable Liquids with ...

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The Semen<strong>of</strong>f plots can be used to estimate the<br />

autoigniton temperatures at even higher pressures.<br />

Semen<strong>of</strong>f's equation seems to indicate that it is possible<br />

to lower the AIT to arbitrarily low values by increasing<br />

the pressure. But the higher the total pressure <strong>of</strong> the<br />

fuel/air mixture, the higher is also the partial pressure <strong>of</strong><br />

the fuel required to reach the most critical fuel<br />

concentration. At some temperature the required partial<br />

pressure will become equal to the fuel vapour pressure.<br />

At even higher pressures and lower temperatures it is<br />

impossible to reach the critical fuel concentration, and<br />

the depression <strong>of</strong> the AIT is expected to stop. A similar<br />

mechanism has been employed to explain the reincrease<br />

<strong>of</strong> the standard AIT <strong>with</strong> chain length <strong>for</strong> very<br />

long chain molecules /5/.<br />

Conclusions<br />

For a number <strong>of</strong> pure compounds, the pressure<br />

dependence <strong>of</strong> autoignition temperatures and the upper<br />

explosion limits at a temperature <strong>of</strong> 200°C have been<br />

determined. The results show that mostly the explosion<br />

range widens dramatically <strong>with</strong> increasing pressure at<br />

the UEL. There<strong>for</strong>e, although the most sensitive fuel<br />

concentrations in AIT determination lie at very rich<br />

mixtures, they are always well <strong>with</strong>in the explosion<br />

range. No special mechanism <strong>for</strong> the ignition at AIT<br />

needs to be applied.<br />

The pressure dependence <strong>of</strong> the autoignition temperature<br />

has been shown to meet a Semen<strong>of</strong>f relation,<br />

which can be used to predict the AITs at pressures.<br />

Similarily, the ignition delay times follow an Arrheniuslike<br />

relation leading sometimes to very long delays near<br />

AIT at high pressures.<br />

When discussing the AIT and the UEL <strong>of</strong> a liquid,<br />

its vapour pressure curve also must be considered. Due<br />

to the rise <strong>of</strong> the UEL <strong>with</strong> pressure, it will <strong>of</strong>ten be<br />

impossible to find an UEL at elevated pressure at a<br />

specified temperature as the limited vapour pressure<br />

prevents reaching the necessary fuel concentration. That<br />

means it is not possible to exceed the UEL. Similarily<br />

<strong>with</strong> respect to AIT a point will be reached when<br />

increasing the pressure where the fuel vapour pressure<br />

limits the mixture concentration. Rich mixtures that<br />

would be necessary to find the AITs predicted by<br />

Semen<strong>of</strong>fs relation cannot be obtained, and a further<br />

decrease <strong>of</strong> AITs <strong>with</strong> increasing pressure will not be<br />

observed. There<strong>for</strong>e the AIT will stop to decrease<br />

further. This <strong>of</strong>fers the possibility <strong>of</strong> calculating a<br />

‘lowest possible AIT’ <strong>for</strong> the substance under<br />

consideration provided its vapour pressure curve is<br />

known.<br />

The values found at 1 bar <strong>with</strong> the open standard<br />

apparatus <strong>of</strong>ten do not fit well to the Semen<strong>of</strong>f or<br />

Arrhenius relations found in the autoclave experiments.<br />

This shows that the differences in experimental set-ups<br />

have substantial influence on the results. It is there<strong>for</strong>e<br />

desirable to get AIT values <strong>for</strong> 1 bar under isochore<br />

conditions, <strong>for</strong> example <strong>with</strong> the present autoclave.<br />

Acknowledgements<br />

We thank M. Gödde, W. Möller, G Riesner and J.<br />

Scheffler <strong>for</strong> carrying out the experiments and operating<br />

the autoclaves.<br />

For financial support we thank the Hauptverband der<br />

gewerblichen Berufsgenossenschaften<br />

References<br />

1. Semen<strong>of</strong>f, N.: Zur Theorie des Verbrennungsprozesses,<br />

Z.Phys. 48(1928), 571<br />

2. IEC 60079-4: Electrical apparatus <strong>for</strong> explosive gas<br />

atmospheres. Part 4: Method <strong>of</strong> test <strong>for</strong> ignition temperature<br />

3. Gödde, M.: Zündtemperaturen organischer Verbindungen<br />

in Abhängigkeit von chemischer Struktur<br />

und Druck, PTB-Bericht ThEx-8, Wirtschaftsverlag<br />

NW Verlag für Neue Wissenschaft, Bremerhaven<br />

1998<br />

4. Semen<strong>of</strong>f, N.N.: Some Problems in Chemical Kinetics<br />

and Reactivity, Princeton Univ. Press, v.2, 1959,<br />

331 pp.<br />

5. Gödde, M, Brandes, E. and Cammenga, H. K.:<br />

Zündtemperaturen homologer Reihen Teil 2, PTB-<br />

Mitteilungen 108(1998), 437<br />

5

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