There are two major steps to this formula: the first is determined by the simple
characteristics of weight, power, and top speed; the second is a
rating of the technical design, varying with the systems for protection and repair costs. The initial constant equal to 20 is merely to increase the group's end result so that all models have the same value, which avoids confusion with the old method of setting the group which resulted in values ranging from 4 to 20.
The group is equal to:
20+
(27.88 x (DIN horsepower/unloaded mass in kilograms + 200)) +
(1/13 x (top speed in km/h - 130)) +
(0.00283 x GVWR)
the value obtained by this first step of the formula is then multiplied by (1 + design rating)
It is necessary to determine the importance of the weighting by the design rating of the vehicle. It is easy to establish by calculating the group of our 841 versions with the first step in the formula and comparing it to the value obtained by SRA with the whole formula. The correlation coefficient is very high indicating a very low intervention of the second step of the formula, at the very least for current vehicles which are those tested by Euro NCAP and which we have used in this present analysis. The coefficient may be far less lenient for "atypical" vehicles.
It is useful to analyse relations between the group of insurance companies and the variables set up from simple physical data able to translate the notion of vehicles' "aggressiveness" vis-Ă -vis occupants of other private cars. It must be noted that taking into account speed in the insurance companies' formula is interesting due to its reference to 130 km/h,
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)
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