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1st Workshop BOOK - project RHEA

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Robotics and associated High technologies and Equipment for Agriculture<br />

The final decision on field spraying depends heavily on weather conditions.<br />

Consequently, the system includes a set of decision rules based on the expected<br />

wind, temperatures and rainfall at treatment time and in the following 24 h (Fig. 4).<br />

5. Step 4: Unit distribution & path planning<br />

Numerous planning methods for obtaining the routes that allow an efficient<br />

operation of agricultural vehicles have been proposed (Stoll, 2003; Jin and Tang,<br />

2010; Taix et al., 2006). These methods take into account, for only one vehicle,<br />

different factors: the strategy of operation, the surrounding areas, the geometry of<br />

the field, field-specific data (size, slope, obstacles in the field), specific restriction<br />

on the machinery (p.e. turning radius), or the operation direction. The change of<br />

the direction in the headlands is an important issue because of the long time<br />

needed for this operation. Stoll (2003) has calculated the turning paths keeping in<br />

mind the effective width, the minimum turning radius, the driving speed and the<br />

turning acceleration of the vehicle. It also includes additional time to consider the<br />

change of the direction in the turning.<br />

Path planning taking into account the previous factors is a very complex process<br />

that requires rather sophisticated tools in order to search the optimal solution. The<br />

problem becomes even more complex when a fleet of robots is used to perform<br />

the herbicide treatment. The problem can be enunciated as follows (Conesa-Muñoz<br />

and Ribeiro, 2011): Given a set of robots with certain features (i.e., herbicide<br />

loading capacity, motion characteristics, width of the spraying boom), a field with<br />

specific dimensions, a crop growing in rows and a map of the weed patches, the<br />

aim is to find the subset of robots and associated paths that ensure the whole<br />

cover of the weed with the minimum cost (Fig. 5). The solution of this problem can<br />

be faced with a genetic algorithm approach where the fitness function considers<br />

several of the factors above explained (Conesa-Muñoz and Ribeiro, 2011).<br />

6 Step 5: Online decisions<br />

Although the prescription map provides basic information of the field areas that<br />

should be sprayed, this information needs to be contrasted with that obtained at<br />

spraying time with cameras or sensors that detect weed presence and discriminate<br />

different weed types. Once the detected weed patch has been considered as a<br />

suitable target for spraying, a fast-response controller will regulate discharge of the<br />

different herbicides in each individual nozzle (Fig. 6). Decision making could be<br />

made using a set of decision rules similar to those used in the long-term decision<br />

module.<br />

9

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