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PhD Thesis - Energy Systems Research Unit - University of Strathclyde

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No<br />

No<br />

tank = tank<br />

fuel used = 0<br />

residual = 0<br />

No<br />

tank = min<br />

fuel used = required<br />

residual = 0<br />

No<br />

keep at min<br />

when possible ?<br />

Yes<br />

is tank <<br />

min ?<br />

Yes<br />

required =<br />

min - tank<br />

is fuel supply<br />

< required ?<br />

Yes<br />

tank = tank + fuel<br />

supply<br />

is tank < 0 ?<br />

Yes<br />

fuel used = fuel supply<br />

residual = (-tank x<br />

timesteps per hour)<br />

/ fuel consumption<br />

tank = 0<br />

tank = tank<br />

fuel used = 0<br />

residual = 0<br />

No<br />

tank = total storage<br />

fuel used = required<br />

residual = 0<br />

No<br />

tank = tank<br />

fuel used = fuel supply<br />

residual = 0<br />

Figure 5.1(cont) Vehicle Use Algorithm<br />

No<br />

i = i - timesteps<br />

per day<br />

No<br />

114<br />

is tank <<br />

total storage?<br />

Yes<br />

required = total<br />

storage - tank<br />

is fuel supply<br />

< required ?<br />

Yes<br />

tank = tank + fuel<br />

supply<br />

is tank < 0 ?<br />

Yes<br />

Yes<br />

fuel used = fuel supply<br />

residual = (-tank x<br />

timesteps per hour)<br />

/ fuel consumption<br />

tank = 0<br />

refill to max if<br />

possible at start<br />

time1 (and start<br />

time2)<br />

Yes<br />

is i ><br />

timesteps per<br />

day?<br />

No<br />

is i = start<br />

time1 or start<br />

time2 ?<br />

No<br />

No<br />

tank = tank<br />

fuel used =fuel supply<br />

residual = 0<br />

is tank < 0 ?<br />

fuel used = fuel supply<br />

residual = (-tank x 2)<br />

/ fuel consumption<br />

tank = 0<br />

Yes

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