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En model for godstransportens udvikling - DCE - Nationalt Center for ...

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stability of the regression results a secondary regression were made,<br />

where the (subjectively chosen) most deviating observation is removed<br />

be<strong>for</strong>ehand. If the sign of the estimated parameters remains<br />

the same and if the size of the parameters remains at the same level, it<br />

is taken as an indicator of a reasonable accuracy. On the other hand<br />

signs of misspecification shows up. This problem arise in three cases;<br />

potatoes (3), fatty substances (9) and semi-products from metals (15). In all<br />

three cases a discussion is provided on whether the original estimate<br />

should be used. In all cases the first estimate is chosen because of the<br />

very few observations, but also because the sign in all these cases are<br />

the same as the overall trend.<br />

A secondary element in the analysis of the handling factor is the distribution<br />

between the size of the vehicles, and on own and haulage<br />

transport. It is possible to calculate this directly from the production<br />

in tonnes, but the uncertainty is so large that it has been chosen to<br />

split the calculations into two parts: the general handling factor and<br />

the “modal split”. The modal split is explained by technological<br />

trends .<br />

34<br />

. It has not been possible to explain the split using relative<br />

prices. However, looking at the aggregate the prices do seem to have<br />

some explanatory power. The prices point at one of the main developments<br />

in the freight transport. Higher prices leads to less transport<br />

in small vehicles and less transport using own vehicles. This is due to<br />

a shift into more efficient transports, and a demand <strong>for</strong> more flexible<br />

transports.<br />

However, the relative prices and the trend have the same explanatory<br />

power. It is there<strong>for</strong>e chosen to use the trends as the explanations in<br />

the <strong>model</strong>. The calculation of the handling factor in these two steps<br />

does not result in less precision of the predictions of the <strong>model</strong>.<br />

Average length and load<br />

The average trip length <strong>for</strong> small company owned vehicles has in the<br />

period 1980 to 1997 risen from approximately 37 km per trip to 66 km<br />

per trip. The average trip length <strong>for</strong> the large company owned vehicles<br />

has risen from 56 to 89 km per trip, whereas the average trip<br />

length <strong>for</strong> the small haulage vehicles has risen from 35 to 71 km per<br />

trip and <strong>for</strong> the large haulage vehicles from 65 to 90 km per trip (a<br />

similar picture arise when looking at the average load, which we<br />

have left out here). This is the overall picture, but significant differences<br />

arise when splitting the in<strong>for</strong>mation on different types of<br />

goods. It is there<strong>for</strong>e necessary to retain the high level of detail also<br />

<strong>for</strong> these calculations.<br />

The development is in most categories (goods, size and mode) nice.<br />

However, there still does not seem to be any kind of relation between<br />

the development of relative prices and the average figures. On the<br />

other hand it is possible to achieve very good results using technological<br />

trends. The main problem in relation to the prices mentioned<br />

is that we have only got one single price. It is an enormous task <strong>for</strong><br />

this price to be able to describe the differences between the many<br />

different types of goods. For instance the price on transport of building<br />

material is very different from the price of transport of chemicals<br />

(high risk goods). These prices will furthermore differ individually,

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