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PhD Thesis - Energy Systems Research Unit - University of Strathclyde

PhD Thesis - Energy Systems Research Unit - University of Strathclyde

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Feedstock per day (kg/day) = Land x Yield (6.3)<br />

Days<br />

Where Land = Available land (ha)<br />

Yield = Crop Yield (kg/ha)<br />

Days = Number <strong>of</strong> days in harvest period<br />

This feedstock is put into a store on the last timestep <strong>of</strong> each day it is available,<br />

to allow for harvesting and feedstock processing, and, again, a degradation rate<br />

is applied, where appropriate, to any feedstock remaining in store before this<br />

new amount is added. The electricity required for feedstock pre-processing is<br />

calculated as before, and it is assumed that feedstock is processed, where<br />

necessary, as it is harvested, as this makes it easier to store, and <strong>of</strong>ten greatly<br />

reduces any possible degradation. If this is not the case, any required electricity<br />

demand can be added to the process requirements discussed in section 6.1.2.<br />

The algorithm dealing with the feedstock availability is shown in Figure 6.1.<br />

This is followed for each timestep in turn.<br />

Although the fuel is only available to put into storage during the harvest period,<br />

it can be used from this store at a much slower rate, if desired, allowing fuel<br />

production beyond the harvest period. If there is excess feedstock left over in<br />

the store at the end <strong>of</strong> the simulation period, and this is more than the minimum<br />

required for the fuel production process, the entire simulation period is analysed<br />

again, in the same manner, but starting with the excess stored amount <strong>of</strong><br />

feedstock available for processing. Using the results from this second<br />

simulation period allows the inclusion <strong>of</strong> fuel derived from feedstock remaining<br />

at the end <strong>of</strong> the first period. This is shown in Figure 6.2, where the feedstock<br />

remaining at the end <strong>of</strong> the year, from the June to September harvest, continues<br />

to be available into the next year, until finally running out in April. If there<br />

continues to be an excess <strong>of</strong> feedstock at the start <strong>of</strong> the next harvest period, the<br />

process will not be able to exceed its maximum feed rate, so there will continue<br />

to be an excess <strong>of</strong> feedstock, and production will be constant throughout the<br />

year. Care should be taken to match the feedstock availability to the process<br />

feedstock feed rate (kg/hr), either to ensure that all <strong>of</strong> the available feedstock is<br />

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