
Trailer Weight
Now let's quadruple your speed to 40 mph and run the numbers again. This time we come up with 428,044 ft-lbs. Wow! now that's a lot. In fact it looks like too much! Reasonable people would assume that the kinetic energy at 40 mph should be four times more than at 10 mph. That would be only 107,012 ft-lbs, not 428,044 ft-lbs So what happened? Is this an error? This is not an error... it is right on. The squaring4 of the velocity (speed) dictates a non linear increase in kinetic energy for your rig. Check the graph of speed vs kinetic energy below.

Maybe the animation below will make it more clear. Watch the speed and energy balls on the graph.
It is obvious that no amount of safety equipment or driving skill changes the amount of kinetic energy stored in your rig as you drive. Adding better tires, new shocks, an anti sway bar, or better brakes does not remove any kinetic energy... it does not defuse the bomb! It is still there ready to explode should you hit another vehicle or a bridge abutment (at 70 mph our rig has 1,120,000 ft lbs of energy... more than a stick of dynamite). Kinetic energy is there all coiled up like spring ready to toss you over and over and over again should you roll the rig. It is also there to make it harder to bleed off speed when you need to brake. It NEVER goes away unless you slow down!
Why drive like an explosive just because you can?
Conversion factors
1 pound = 0.45359237 kilogram
1 mph = 0.44704 meters per second
1 foot pounds of force = 1.35581795 joules
1sticky subject converting/describing newtons/mass/pounds but in this case it is ok as pounds for now.
2read potential energy
3although similar to torque, ft-lbs it is used here to convert the physics measure of the Joule to the English measure.... think of it as straight-line torque
4multiplying a number by itself