I had never been interested in learning about
fuel pumps or control arms.
Don’t get me wrong, I know what
fuel pumps and control arms do, but that’s about as much as I wanted to know.
I was recently forced to learn more about control arms when I had to replace one of mine. Isn’t it amazing how you can go for so long not caring about something until it hits your wallet?
Here is a bit of information I found out after I had to put in a few hours replacing my own lower control arm.
![](data:image/jpeg;base64,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)
Control arms are an important part of the suspension system.
There are several types of control arms, including upper, and lower control arms, which are located in both the front and the rear of the vehicle.
Control arms by nature must be able to handle a great deal of weight, therefore the shape and size of these units can vary greatly between models. The wide end of a control arm attaches to the frame of the car and pivots on a bushing, while the skinny end of the control arm attaches to the knuckle which
pivots on a ball joint.
A two control arm set-up per wheel makes up a double wishbone suspension that is found on most modern vehicles.
On a side note, I thought it was fitting that I had to replace a part referred to as a “wishbone,” so close to Thanksgiving.
Alright, I am getting hungry again; let’s get back to these control arms.
When there is only one control arm per wheel, than that control arm is most commonly the lower part of a MacPherson strut suspension system.
Like most suspension components, control arms allow for a smooth ride even over a rough surface. This explains why it felt like I was driving over invisible speed bumps. The control arm assemblies were designed to attach the suspension to the vehicles while using bushings to cushion the impacts taken by the wheels. The reason there are usually two control arms per wheel is to add stability, and secure the wheel as the car travels over uneven surfaces. Think of it like a wheel barrel, which is a lot easier to keep going smoothly when you have two handles to grasp onto. Imagine how much more difficult it would be with only one handle. Though, not all cars have two control arms per wheel. Front wheel drive vehicles that have strut assemblies instead of shocks usually have the lower control arms, but not the upper.
Control arms need to be inspected on a regular basis and serviced if damage or cracking has occurred. Make sure to have them inspected regularly so you don’t have to blow another Sunday in the garage instead of on the golf course. If you don’t properly service them, the control arms can prematurely fail which will cause the handling of the car to become erratic and unsteady. Just like driving on the golf course, this can raise your handicap by about two to three strokes. A sure sign that a control arm bushing is worn out is a knocking sound when driving over bumps, or when turning the steering wheel back and forth.