McLaren May Be Clouted By Its Own Unreliability

Atlas F1

McLaren May Be Clouted By Its Own Unreliability

by Biranit Goren, Israel

As David Coulthard retired on lap 21 of the Canadian Grand Prix with a throttle failure, raising McLaren's number of DNFs for this season due to mechanical breakdowns to 4, it occurred to me that maybe McLaren's strong performance is taking a toll on the car that might eventually be the deciding factor in the World Championship. I know very little about the technical aspect of motor racing, but I know enough to realize that very rarely does a team achieve both reliability and speed in the same make. Usually, when the car is very fast and powerful, it also suffers more breakdowns. Bearing this in mind, I remembered how the 1994 Ferrari was considered one of the fastest cars on track, but also one of the most unreliable. I had a look: in that year, Ferrari had 11 DNFs due to mechanical failure. Thus, out of 32 possible finishes (2 for every one of the 16 Grand Prix held that year), Ferrari had a 34.4% unreliability rate. McLaren's unreliability rate so far for the 1998 season is 28.6% (4 retirements out of 14 possible finishes).

This is a very high rate, and one which should trouble Ron Dennis, McLaren's team boss. In fact, it is even higher than McLaren's last year's, which was 26.5% (9 mechanical DNFs out of 34 possible finishes). Moreover, When looking at the unreliability rate of the four top teams in Formula One - McLaren, Williams, Ferrari and Benetton - in the last 5 years, it also appears to be a high rate by any means, and certainly not a rate which a Constructors Champion can afford.

It seems close to certain the McLaren will take both the CC and WC this year. But, if there is any chance that McLaren will lose their championship, especially that of the drivers, it will be due to unreliability. In fact, Michael Schumacher and his Ferrari team need not hope for much more than for McLaren to keep up retiring at the exact same rate as they do so far. With Ferrari's high reliability rate in the last two years and Schumacher's consistency, it doesn't take more than that to hand the world championship to the German.

There is also one more thing to note from the equation between the top teams' reliability in the last 5 years: it is usually the team with the highest consistency that wins the FIA F1 Constructors and\or Drivers Championship. Except last year. Benetton was by far the most reliable car last season - with only one mechanical DNF all year long - and yet it finished third in the championship. Which means reliability is not the only factor to take into account. Drivers count too. So do other parameters, such as accidents, spin offs, car design, and more. However, both Williams, who won both championships last year, and Ferrari, who was a close second, had a fairly low unreliability rate. Which means you cannot win a championship with a close 30% unreliability, such as the McLaren's this year. This is something to bear in mind, as we go back to the European circuits, some very demanding on the cars, and await the second half of the season to unfold the mechanical changes that both McLaren and its rivals bring.

               1994      1995      1996      1997      1998 
# of races     (16)      (17)      (17)      (17)       (7) 
                                                            
                                                            
McLaren        34.4%     29.4%     17.7%     26.5%     28.6%
               (11)      (10)      (6)       (9)        (4) 
                                                            
Ferrari        34.4%     32.4%     35.3%      8.8%      7.2%
               (11)      (11)      (12)       (3)       (1) 
                                                            
Williams       12.5%     17.6%     8.8%      11.8%       0  
                (4)       (6)      (3)        (4)        -  
                                                            
Benetton       12.5%      2.9%    20.6%       2.9%     14.3%
                (4)       (1)      (7)        (1)       (2) 


Biranit Goren
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