| Static Weight: Front Bias and Left Bias | | | | Cross weight (AKA wedge) is slightly more |
| The most fundamental way of changing the handling | | | | complicated. Front bias and left bias adjustments are |
| of your car is by redistributing the weight. The | | | | made by actually moving components of the car |
| weight distribution of a car is determined by literally | | | | around to try to achieve the desired weight |
| placing a scale under each wheel. When making | | | | distribution (e.g. moving the battery to the left side |
| weight distribution adjustments, you must consider | | | | or rear of the car). Cross weight is adjusted by |
| the weight transitions that the car experiences while | | | | lowering or raising the upper spring perches on each |
| you are driving. For example, when you accelerate, | | | | corner of the car to raise or lower that corner. |
| weight shifts toward the back of the car onto the | | | | To understand how cross weight works, imagine a |
| rear wheels. When you turn right, weight shifts to | | | | car that is perfectly level with the ground (equal ride |
| the left side of the car. You can feel these weight | | | | height at each corner). If you raise the left rear |
| transfers on your body while you are driving. | | | | corner (increase cross weight), that corner now |
| The most useful weight adjustment for road racing is | | | | carries more weight because it is sticking up. In |
| front bias, or the weight distribution between the | | | | addition, the car is leaning towards the right front |
| front and rear wheels. The purpose of adjusting | | | | (trying to compress the right front spring) so that |
| front bias is to balance the weight of the car evenly | | | | corner is holding more weight than it did when the |
| between the front and rear wheels while the car is | | | | car was level. The left rear and right front hold more |
| turning. If the front tires have more weight on them | | | | of the weight of the car than the right rear and left |
| while turning, then they will have to exert more force | | | | front. |
| on the racetrack than the rear tires to keep from | | | | If you lower the left rear corner of the car, then the |
| sliding. The same goes for the rear tires. This can be | | | | left front and right rear corners are sticking up more |
| seen from basic physics: | | | | than the left rear. Therefore, the left front and right |
| F = ma = (m * v^2) / R | | | | rear hold more of the weight while there is less |
| F = Forcem = massa = accelerationv = velocity | | | | weight on the left rear. Since the left rear corner is |
| R = radius | | | | lowered, the car leans in that direction, which also |
| It can be determined that the acceleration of an | | | | takes weight off of the right front tire. In summary, |
| object of mass "m" traveling around a circle of radius | | | | by lowering the left rear (decreasing cross weight), |
| "R" with a velocity "v" is v^2/R, and the force | | | | the weight on the left front and right rear increases, |
| necessary to stay on the circular path with this | | | | and the weight on the right front and left rear |
| velocity is just the object's mass multiplied by that | | | | decreases. |
| acceleration. Let's assume that your car has more | | | | Cross weight is usually measured as a percentage of |
| weight on the front tires than on the rear tires. | | | | the total weight of the car. Take the following |
| Looking at the formula above, we can see that mass | | | | weight distribution as an example: |
| is the only thing that changes the force that the tires | | | | Left front: 750 lbs., Right front: 700 lbs. |
| must exert since the square of velocity and radius | | | | Left rear: 700 lbs., Right rear: 750 lbs. |
| are essentially identical for the front and rear of the | | | | The cross weight is simply the left rear/right front |
| car. Therefore, since the front has more mass, the | | | | (diagonal) weight divided by the total weight of the |
| front tires will have to provide more force than the | | | | car and multiplied by 100 to make it a percentage. In |
| rear tires to keep from sliding. Eventually, the front | | | | this case, the cross weight is: |
| tires will begin to slip before the rear tires, which is | | | | [(2 * 700) / (2 * 700 + 2 * 750)] * 100 = 48.3 % |
| the definition of understeer. | | | | Cross weight will not change left bias or front bias |
| Making the weight on the front tires and the rear | | | | weight distribution. Using the example above, you can |
| tires equal in a turn does not necessarily mean that | | | | see that front bias is 50% ((750+700)/(750+700)), |
| the weight distribution should be 50/50 (50% front, | | | | and left bias is also 50%. Assume you decrease |
| 50% rear) while the car is standing still. The type of | | | | cross weight to 46.6 % with the following settings |
| track you plan to drive on determines the ideal | | | | (while keeping total weight the same as before): |
| weight distribution. If the track requires getting on | | | | Left front: 775 lbs., Right front: 675 lbs. |
| the throttle early in the turns, then weight will be | | | | Left rear: 675 lbs., Right rear: 775 lbs. |
| transferred to the rear of the car while you are in | | | | The front bias and left bias are both still 50%. |
| the turn. Therefore, you should add weight to the | | | | Decreasing cross weight adds oversteer to the car in |
| front of the car to offset the weight transfer when | | | | left turns. The front tires grip better since the left |
| you get on the throttle. | | | | front starts out with more weight than the right |
| Instead of using a 50/50 distribution, you might want | | | | front. In the turn, weight transfers from the left |
| to try 55/45. The front of the car will be heavier | | | | front to the right front, which balances the front of |
| than the rear when the car is standing still, but when | | | | the car and maximizes grip. On the other hand, the |
| you accelerate in a turn, weight will shift to the rear | | | | rear of the car is not balanced in a turn. The right |
| and balance the car. If you are driving on a track | | | | rear holds much more weight than the left rear. |
| with short, sharp turns, then you will probably be | | | | Therefore, the rear tires do not grip as well as the |
| getting on the throttle late in the turn. Therefore, | | | | front tires, which creates oversteer. With the same |
| you want a more even weight distribution to start | | | | kind of reasoning, you can see why increasing cross |
| out with (possibly 51/49) so that the weight will be | | | | weight creates understeer. |
| evenly distributed as you drive through the turn. | | | | Cross weight is usually difficult and time consuming to |
| Generally, if you are driving on a road coarse with | | | | adjust on a street car even if you have installed |
| approximately the same number of left and right | | | | aftermarket suspension components such as |
| turns, front bias should be the only weight | | | | coilovers. Unless you are building a pure race car for |
| adjustment that you work with. However, there are | | | | oval tracks, you don't have to worry about cross |
| two other adjustments that can improve handling if | | | | weight adjustments. Remember that the weight |
| you will be racing on an oval or a track with | | | | distribution of your car, particularly front bias, is the |
| predominantly right or left turns: left weight bias and | | | | most fundamental characteristic that affects how |
| cross weight. Left bias is adding weight to the left | | | | your car handles. Keep in mind that the weight of the |
| side of the car so that it will be balanced in left turns. | | | | driver affects weight bias. Placing parts on the right |
| The same can be done for right turns. | | | | side of the car will help balance the weight of the |
| Cross Weight | | | | driver on the left side. |