How Difis/LSD Work

Many people assume that at least two wheels receive power from the power train. Their logic assumes both front wheels pull a front-wheel-drive vehicle or both rear wheels push a Rear-wheel-drive vehicle. In about 95 percent of all vehicles, this is an incorrect assumption. In actuality, almost all vehicles on the road use an “open” differential; a mechanism that dates back to the third century in China. As a result, there are situations where the open differential only directs power to a single wheel. When putting the power to a single wheel, it tends to be the wheel with the least amount of traction. By understanding the purpose that a differential serves, we will explore the function of the open differentials, limited-slip differentials and the spool.

When a vehicle is going in a straight line, all wheels are travelling at the same rotational speed. This, of course, assumes that you have the same size tires on the left and right sides of the vehicle and that both the front and rear tires are of the same height. If different size tires are being run from the front to the rear, the rotational speed of the front wheels will not match the rotational speed of the rear tires. However, as long as the tires match from the left to the right side of the vehicle, both front tires will share the same rotational speed while both rear tires will share the same rotational speed. While travelling in a straight-line doesn't require a differential, the need for a differential becomes apparent when you begin to understand the dynamics that occur when a vehicle makes a turn.

During a turn, the outside wheel must travel at a higher rotational speed than the inside wheel. If that sounds weird, consider this situation for clarification. If a vehicle makes a 9D-degree turn on a radius of 25-feet to the inside tire, the outside tire travels on a radius of 25-feet plus the track width of the vehicle (distance between the center points of the two tires). For this example, let's say that the track width is 60 inches or 1 foot. This would mean that the outside tire must travel on a radius of 25 plus 5 feet or 30 feet. In this example the total distance travelled during this turn by the tires would be:

• Inside tire: (25 feet x 2 X pi)/4=39.25 feet
• Outside tire: (30 feet x 2 x pi)/4=47.10 feet

To solve this equation, we use the formula that the circumference of a circle is equal to pi times the diameter (where the diameter equals the radius times two). We also know that there are 360 degrees in a full circle and that go degree, the angle of our turn, only accounts for a quarter of the entire circumference of the circle. This is why we divide our circumference product by four in this example to establish the distance travelled by each wheel.

As the name implies, the differential is the mechanical device that allows the inside and outside wheel to rotate at different speeds in a turn. An "open” differential is the simplest type of differentials utilized by vehicle manufacturers. In an open differential, the axles go into the side gears contained with the carrier. These side gears (a.k.a. sun gears) mate to spider gears (a.k.a. planet gears) mounted on a cross-shaft or planet trunnion. While you don’t need to know all the parts, you do need to understand the function. The open differential allows the inside and outside wheels to turn at different speeds. This difference in speed occurs in the center of the carrier between the side and spider gears. That's the good news about an open differential.

The downside to an open differential is that when the pedal meets the metal, power gets distributed to the wheel with the least amount of traction.

During straight-line acceleration, an open differential will put the power to the wheel with less traction. As a result, a “peg—leg” type bum out is generally the result. This diminishes straight-line performance and the result is slower 6D-foot, 0 to 60 mph or quarter-mile elapsed times. During aggressive cornering under power, an open differential will tend to spin the inside tire (the tire that has less traction since the turn has caused the body and weight to transfer to the outside wheel). This diminishes the ability of a vehicle to traverse a road course or curve with ultimate speed. As you could imagine, there is a significant advantage to having both wheels pushing or pulling a vehicle. Hence, the limited-slip differential was born.

What if a differential could be designed to work in bath an "open" configuration and a "locked" configuration? This was the purpose behind the development of the limited-slip differentials. Before we explore the inner workings of the various types of limited-slip differentials in existence, let's first understand the basic function and operation of the LSD in both a straight-line and cornering situation.

As the name implies, the purpose of the limited-slip differential is to limit or control the amount of slip allowed in the differential.

For maximum straight—line acceleration, an “ideal” LSD would allow zero slip between the left and right drive wheels. This would cause both drive wheels to equally propel the vehicle forward. Instead of just a single contact patch from an "open" differential, properly-functioning LSD would be able to use both tire contact patches to maximize vehicle traction and acceleration. The result is better acceleration times.

In a corner, a well—designed LSD would also prove to be beneficial. In this situation, the LSD would neither provide a full—lock or a full—open situation. Instead, the LSD would seek to bias additional power to the outside wheel. This, in turn, would reduce inner wheel spin and allow the driver to begin accelerating out of the turn sooner.