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Etude de la combustion de gaz de synthèse issus d'un processus de ...

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Chapter 7<br />

7.2 Recommendations for future work<br />

Research works are open narratives and hence some recommendations are ma<strong>de</strong> for<br />

possible <strong>de</strong>velopments.<br />

tel-00623090, version 1 - 13 Sep 2011<br />

In or<strong>de</strong>r to make precise studies on the use of syngas will be necessary to consi<strong>de</strong>r<br />

that its composition will be rather constant. The <strong>de</strong>velopment of mathematical mo<strong>de</strong>ls<br />

fully validated experimentally may be a very useful tool to <strong>de</strong>termine the final<br />

composition of syngas by changes in initial conditions without <strong>la</strong>borious and expensive<br />

experimental tests. Besi<strong>de</strong>s the best performance of the downdraft syngas<br />

composition, fluidized bed gasification is the technology that has been topic of the most<br />

recent <strong>de</strong>velopments. This is due to the fact that downdraft gasification is the ultimate<br />

technology and is limited to low scale systems. In opposite, fluidized bed gasification<br />

can be significant improved by optimizing all the variables evolved to a <strong>de</strong>termined<br />

biomass kind or multi-biomass systems.<br />

Various methods for burning velocity <strong>de</strong>termination are avai<strong>la</strong>ble in the literature, and<br />

thus, some comparison between them could be done in or<strong>de</strong>r to <strong>de</strong>termine the error.<br />

The linear methodology adopted in the constant pressure method is currently the most<br />

used, however a novel linear methodology of Tahtouh, (2009) as well as the non-linear<br />

theory of Buckmaster, (1977) could be follow. Thus a research line is open in this case<br />

in terms of comparison between linear and non-linear theories.<br />

In the constant volume method there are also various approaches to the mass burning<br />

rate that could be compared. The linear approximation, introduced by Lewis and Von<br />

Elbe (1961), is still the most wi<strong>de</strong>spread analytical re<strong>la</strong>tion to interpret burning velocity<br />

data. Differences in <strong>la</strong>minar burning velocities between the varieties of fractional<br />

pressure rise were quantified by Luijten et al., (2009) for the example case of<br />

stoichiometric methane–air <strong>combustion</strong>, <strong>de</strong>monstrating that <strong>de</strong>viations between burning<br />

velocities from bomb data and other methods can at least partly be ascribed to the<br />

limited accuracy of the linear approximation. For the example case, differences up to<br />

8% were found.<br />

Several simu<strong>la</strong>tion co<strong>de</strong>s of varying <strong>de</strong>gree of sophistication of the SI engine<br />

<strong>combustion</strong> process have been <strong>de</strong>veloped and applied to predict engine performance<br />

over the past years. Multi-zone mo<strong>de</strong>ls are useful when the objective is to evaluate a<br />

<strong>la</strong>rge range of conditions, perform parametric studies and/or predict optimum engine<br />

settings. The main drawback of this kind of mo<strong>de</strong>ling is presence of calibration<br />

199

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