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D5 Annex report WP 4 - ETIS plus

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<strong>D5</strong> <strong>Annex</strong> <strong>WP</strong> 4: <strong>ETIS</strong> DATABASE METHODOLOGY AND DATABASE USER<br />

MANUAL – PASSENGER DEMAND<br />

Figure 4.3<br />

Distribution of Dateline origins and destinations<br />

In a first step, the DATELINE observations will be used together with socio­economic datasets<br />

and LOS datasets for non­chosen transportation modes (<strong>ETIS</strong> tasks <strong>WP</strong>2 and <strong>WP</strong>7) to estimate<br />

a destination/mode choice model for the modes road, air, and rail and the trip purpose “work”<br />

and “non­work”. In this simplified set of transportation alternatives, ferry transport is associated<br />

with the mode that the ferry carries (train = rail; motor vehicle = road). Also, the characteristics<br />

of the intermodal access and egress to airports for the air mode are included as generalised costs<br />

from each NUTS centroid to each airport in the air mode (from <strong>ETIS</strong> task <strong>WP</strong>7). Finally, tour<br />

buses cannot at the moment be modelled due to a lack of data about their level of service. The<br />

trip purpose “non­work” will consist of the DATELINE purposes “holiday” and “other private”.<br />

The parameters (generalised costs) of the model will be compared with those of the synthetic<br />

<strong>ETIS</strong> matrices. This is a first check of the OD matrices’ consistency.<br />

In a second step, the flows from the synthetic <strong>ETIS</strong> matrix will be compared with a derived flow<br />

matrix that is based on DATELINE. These flows are extrapolated as follows: the DATELINE<br />

matrix is first assigned to a network model (Bleisch and Fröhlich 2003), constrained by the<br />

estimated parameters of the discrete choice model. Then, the flows are adjusted according to<br />

UN/ECE (road) and IATA (air) link flows by an OD estimation method (Vrtic, Axhausen, Bell,<br />

Grosso and Matthews 2004 or Ortuzar and Willumsen 1995). The resulting DATELINE­based<br />

flow matrix can then be used as a basis for adjustments to the synthetic <strong>ETIS</strong> OD flow matrix<br />

using a suitable data fusion technique (See for example Peter Davidson Consultancy, 2003).<br />

28<br />

Document3<br />

27 May 2004

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