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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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Again, the rate <strong>of</strong> use <strong>of</strong> the feedstock from seasonal supplies may be slower<br />

than the production rate to allow fuel production beyond the harvest periods.<br />

For seasonal supplies, if there is excess feedstock left over in the store at the end<br />

<strong>of</strong> the simulation period, and this is more than the minimum required for the fuel<br />

production process, the entire simulation period is analysed again, and the<br />

results from this second simulation period are used.<br />

6.4.2 Continuous Process Characteristics<br />

As the continuous process cannot be easily started and stopped, it must run<br />

continuously throughout the day, and not between set times. The following<br />

process information is required to create the temporal fuel production and<br />

energy use pr<strong>of</strong>iles.<br />

• The maximum and minimum feedstock feed rates (kg/hr).<br />

• Any other inputs (e.g. yeast, water, malt), type, amount and units per<br />

hour.<br />

• The ethanol production rate (litres/hr).<br />

• The wet and dry animal feed production rates (kg/hr).<br />

• Any other outputs (e.g. carbon dioxide), type, amount and units per hour.<br />

• The electricity and heat demands (kW).<br />

For each timestep, if more feedstock than necessary (feedstock feed rate /<br />

timesteps per hour) is available for that timestep, the process outputs, inputs and<br />

energy use are as input. If the amount <strong>of</strong> available feedstock is between the<br />

maximum and minimum feedstock required for that timestep, a partial<br />

production factor is calculated using Equation 6.6, and is applied to all inputs<br />

and outputs. The partial production factor is also applied to the heat demand, as<br />

this would vary with the amount <strong>of</strong> feedstock. It is not applied to the electricity<br />

demand, as this would not vary with the amount <strong>of</strong> feedstock. If there is not<br />

enough feedstock available, the process does not run. Feedstock is subtracted<br />

from the stored volume as it is used.<br />

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