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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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5.1.2 Storage and Refuelling Options<br />

As vehicles have onboard storage, it is unrealistic to model them as continuous<br />

users <strong>of</strong> fuel. Instead they require refuelling when their tank is running low, or<br />

at certain times each day, depending on the users requirements. Therefore, the<br />

initial fuel level as a percentage <strong>of</strong> the tank capacity must be known, and a<br />

refuelling method must be defined. Options for refuelling given in the program<br />

are, refilling to maximum when the level falls below a given minimum<br />

percentage, or choosing to refuel at the same time or times each day. If<br />

continuous use is to be analysed, the options to always keep at maximum or an<br />

input minimum, where possible, are also available. These options are available<br />

for all types <strong>of</strong> vehicle, except electric vehicles, whose recharging is a separate<br />

case with specific considerations, which is described later.<br />

The amount <strong>of</strong> storage available on the vehicle is also an important factor when<br />

considering fuel use and refuelling pr<strong>of</strong>iles. This is not <strong>of</strong>ten quoted as a storage<br />

amount, and where these figures are available, they are again subject to<br />

confusion due to the different storage methods for gases. However, a parameter<br />

that is widely available, which is directly related to the storage capacity <strong>of</strong> the<br />

vehicle, is the driving range between refuelling. If the range and fuel<br />

consumption <strong>of</strong> a vehicle, and the number <strong>of</strong> vehicles, are known, the total<br />

available onboard storage capacity can easily be calculated using Equation 5.3.<br />

This parameter is required for the vehicle use algorithm described later. Where<br />

more than one vehicle is being used, an even distribution <strong>of</strong> use across these<br />

vehicles is assumed.<br />

Total Storage = (Number x Range x FC) (5.3)<br />

100<br />

Where Total Storage = Total storage (litres, litres(eq), or kWh)<br />

FC = Fuel consumption (litres/100km,<br />

litres(eq)/100km or kWh/100km)<br />

Range = Range (km)<br />

Number = Number <strong>of</strong> vehicles<br />

110

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