Downforce is a downwards thrust created by the aerodynamic characteristics of a car. The purpose of downforce is to allow a car to travel faster through a corner by increasing the vertical force on the tires, thus creating more grip.
The same principle that allows an airplane to rise off the ground by creating lift from its wings is used in reverse to apply force that presses the race car against the surface of the track. This effect is referred to as "aerodynamic grip" and is distinguished from "mechanical grip," which is a function of the car mass repartition, tires and suspension. The creation of downforce by passive devices almost always can only be achieved at the cost of increased aerodynamic drag (or friction), and the optimum setup is almost always a compromise between the two. The aerodynamic setup for a car can vary considerably between race tracks, depending on the length of the straights and the types of corners; some drivers also make different choices on setup. Because it is a function of the flow of air over and under the car, and because aerodynamic forces increase with the square of velocity, downforce increases with the square of the car's speed and requires a certain minimum speed in order to produce a significant effect. But some cars have had rather unstable aerodynamics, such that a minor change in angle of attack or height of the vehicle and this can cause large changes in the downforce. In the very worse cases the can cause the car to experience lift, not downforce, for example, caused by a bump on the track or slipstreaming over a crest, and sometimes can have disastrous consequences. A notorious example of this was Peter Dumbreck's Mercedes-Benz CLR in the 1999 Le Mans 24 hours, which flipped spectacularly after closely following a competitor car over a hump.
Two primary components of a racing car can be used to create downforce when the car is travelling at racing speed:
- the shape of the body, and
- the use of airfoils.
Most racing formulae have a ban on aerodynamic devices that can be adjusted during a race, except at pit stops.
The formula for downforce of a wing is given by:
- D is downforce in newtons
- WS is wingspan in metres
- H is height in metres
- AoA is angle of attack
- F is drag coefficient
- ρ is air density in kg/m³
- V is velocity in m/s
The rounded and tapered shape of the top of the car is designed to slice through the air and minimize wind resistance. Detailed pieces of bodywork on top of the car can be added to allow a smooth flow of air to reach the downforce-creating elements (i.e., wings or spoilers, and underbody tunnels).
The overall shape of a street car resembles an airplane wing with air flowing over it faster than the air flows under it causing a difference in air pressure. Almost all street cars have aerodynamic lift as a result of this shape. There are many techniques that are used to counter-balance a street car. Looking at the profile of most street cars, the front bumper has the lowest ground clearance followed by the section between the front and rear tires, and followed yet by a rear bumper usually with the highest clearance. Using this method, the air flowing under the front bumper will be constricted to a lower cross sectional area, and thus achieve a lower pressure. Additional downforce comes from the rake (or angle) of the vehicles' body, which directs the underside air up and creates a downward force, and increases the pressure on top of the car because the air flow direction comes closer to perpendicular to the surface. Volume does not affect the air pressure because it is not an enclosed volume, despite the common misconception. Race cars will exemplify this effect by adding a rear diffuser to accelerate air under the car in front of the diffuser, and raise the air pressure behind it to lessen the car's wake. Other aerodynamic components can be found on the underside to improve downforce and/or reduce drag include a splitter and a diffuser and vortex generators.
The amount of downforce created by the wings or spoilers on a car is dependent primarily on two things:
- The shape, including surface area, aspect ratio and cross-section of the device, and
- The device's orientation (or angle of attack).
A larger surface area creates greater downforce and greater drag (also known as air resistance). The aspect ratio is the width of the airfoil divided by its depth. The aspect ratio formula is written like AR=b squared/s, where AR=aspect ratio, b=spand squared, and s=wing area. Also, a greater angle of attack (or tilt) of the wing or spoiler, creates more downforce, which puts more pressure on the rear wheels and more drag.
The function of the airfoils at the front of the car is twofold. They create downforce that enhances the grip of the front tires, while also optimizing (or minimizing disturbance to) the flow of air to the rest of the car. The front wings on an open-wheeled car undergo constant modification as data is gathered from race to race, and are customized for every characteristic of a particular circuit (see top photos). In most series, the wings are even designed for adjustment during the race itself when the car is serviced.
The flow of air at the rear of the car is affected by the front wings, front wheels, mirrors, driver's helmet, side pods and exhaust. This causes the rear wing to be less aerodynamically efficient than the front wing, Yet, because it must generate more than twice as much downforce as the front wings in order to maintain the handling to balance the car, the rear wing typically has a much larger aspect ratio, and often uses two or more elements to compound the amount of downforce created (see photo at left). Like the front wings, each of these elements can often be adjusted when the car is serviced, before or even during a race, and are the object of constant attention and modification.
Wings in unusual places
Partly as a consequence of rules aimed at reducing downforce from the front and rear wings of F1 cars, several teams have sought to find other places to position wings. Small wings mounted on the rear of the cars' sidepods began to appear in mid-1994, and were virtually standard on all F1 cars in one form or another, until all such devices were outlawed in 2009. Other wings have sprung up in various other places about the car, but these modifications are usually only used at circuits where downforce is most sought, particularly the twisty Hungary and Monaco racetracks.
The 1995 McLaren Mercedes MP4/10 was one of the first cars to feature a "midwing", using a loophole in the regulations to mount a wing on top of the engine cover. This arrangement has since been used by every team on the grid at one time or another, and in the 2007 Monaco Grand Prix all but two teams used them. These midwings are not to be confused either with the roll-hoop mounted cameras which each car carries as standard in all races, or with the bull-horn shaped flow controllers first used by McLaren and since by BMW Sauber, whose primary function is to smooth and redirect the airflow in order to make the rear wing more effective rather than to generate downforce themselves.
A variation on this theme was "X-wings", high wings mounted on the front of the sidepods which used a similar loophole to midwings. These were first used by Tyrrell in 1997, and were last used in the 1998 San Marino Grand Prix, by which time Ferrari, Sauber, Jordan and others had used such an arrangement. However it was decided they would have to be banned in view of the obstruction they caused during refueling and the risk they posed to the driver should a car roll over. (It is rumored that Bernie Ecclestone saw them as being too ugly on television and therefore had them banned.)
Various other extra wings have been tried from time to time, but nowadays it is more common for teams to seek to improve the performance of the front and rear wings by the use of various flow controllers such as the afore-mentioned "bull-horns" used by McLaren.
- Lift (force)
- Bernoulli's principle
- Ground effect in cars
- Wind tunnel
- Formula One cars
- Grip (autoracing)
Competition Car Downforce: A Practical Handbook by Simon McBeath (2nd edition), SAE International 2000 ISBN 1-85960-662-8
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