@Philou:
Again, that water can be thermally cracked and reacts with hot electropositive metals to form hydrogen and metal oxide is not in dispute here.
These would be necessary conditions needed to make happen what you claim. But are they also sufficient conditions?
That’s not clear when you look at the situation more closely.
Thermites ‘burn’ by means of a reaction front that propagates in spatial dimensions. For example, schematically in just one direction, the
reaction zone propagates in the x-direction:
Temperature gradients cause heat fluxes (the wider arrows) from the hottest to cooler zones, in particular to the unreacted zone (highest temperature
gradient). This is of course needed to make the reaction self-sustaining.
T is a function of both time and x, probably something like:
$$\frac{\partial T}{\partial t}=v(x)\frac{\partial T}{\partial x}+\kappa \frac{\partial^2T}{\partial x^2}+\frac{1}{\rho c_p}Q(x)$$
... a heat conduction advection equation where v(x) is the propagation speed of the reaction zone, kappa(x) the thermal diffusivity of the material
and Q(x) the heat generated by the reaction.
The point is though that the temperature profile of the unreacted zone could easily allow the water to evaporate off (at T<sub>w</sub>,
about 100 C), well below the temperatures needed to thermally crack the water or for it to react significantly with any hot metal.
[Edited on 20-6-2016 by blogfast25] |