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N2O production in a single stage nitritation/anammox MBBR process

N2O production in a single stage nitritation/anammox MBBR process

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Appendix B<br />

Calculations of <strong>N2O</strong> emissions<br />

The purpose is to calculate the produced amount of nitrous oxide as percentage of<br />

removed <strong>in</strong>organic nitrogen.<br />

It is assumed that the <strong>MBBR</strong> is behav<strong>in</strong>g like an ideal completely stirred tank reactor,<br />

(CSTR), and that the general mass balance equation for a given component can be<br />

implied:<br />

<br />

eq.(3.1)<br />

The <strong>in</strong> and output terms are molar fluxes over the reactor boundary, acquired as the<br />

product of the volumetric flow rates, Q (m/s) and the concentrations, c (mole/l).<br />

Production with<strong>in</strong> the system is described by the k<strong>in</strong>etic rate equation, r (mole/m 3 s)<br />

times the reactor volume, V (m 3 ), (negative sign <strong>in</strong>dicat<strong>in</strong>g consumption <strong>in</strong>stead of<br />

<strong>production</strong>). Accumulation is quantified by the molar change of a substance per unit<br />

time, described by a time dependent differential <strong>in</strong>clud<strong>in</strong>g the concentration, c (mol/l)<br />

and the reactor volume, V (m 3 ). The mass balance equation for a component j can be<br />

rewritten as:<br />

( )<br />

mol/s<br />

eq.(3.2)<br />

<br />

For a react<strong>in</strong>g system like the <strong>MBBR</strong> where some substances are consumed and others<br />

are produced various k<strong>in</strong>ds of substances will be pass<strong>in</strong>g the system borders <strong>in</strong> the<br />

<strong>in</strong>fluent, effluent and through the gas phase, see Figure B1.<br />

Figure B1. Mass transfer over the <strong>MBBR</strong> system boundaries.<br />

67

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