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Burning of metals in nearly pure oxygen

The extent of this impurity effect is surprising and is worthy of examination. Consideration of Eq. (6.111) readily shows [23] for heterogeneous oxidation that there is no apparent gas-phase reaction. This equation is now written in the form [Pg.524]

One can see that ks is a form of a Damkohler number [ks/(DJrs) which indicates the ratio of the kinetic rate to the diffusion rate. [Pg.525]

Knowing Yoy and k,., one can iteratively determine m0 from Eq. (9.37) and knowing m0 one can determine the metal burning rate from mf = imQ. The surface oxidizer concentration is given by [Pg.525]

The next consideration is how small amounts of inert affect the burning rate. Thus, Eq. (9.37) is considered in the limit YaVj — 1. In this limit, as can be noted from Eq. (9.37), m0 ks. Thus rewriting Eq. (9.37) as [Pg.525]

Two observations can be made regarding Eq. (9.40). First, differentiating Eq. (9.40) with respect to the oxygen mass fraction, one obtains [Pg.526]


See other pages where Burning of metals in nearly pure oxygen is mentioned: [Pg.524]    [Pg.460]   


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