TL;DR: Think of driving in terms of energy where your objective is to minimise the amount of work your car has to do to achieve and maintain your desired velocity.
More thorough explanation below. (Wall of text incoming)
What is work?
In physics, a force is said to do work if, when acting on a body, there is a displacement of the point of application in the direction of the force.[sup]1[/sup]
Work is measured in Joules (J).
How does a car do work?
For a car equipped with a (conventional) internal combustion engine (ICE), a fuel-air mixture is ignited in a confined space (the cylinder). This combustion converts chemical energy into kinetic & heat energy. The kinetic energy of the expanding gas forces the piston down in a linear fashion. This linear momentum is converted into angular momentum via the crankshaft which turns the gears in your gearbox, which turn your wheels via some mechanism (constant velocity joint, propulsion shaft, etc).
There are losses throughout this entire system such that the effective energy stored within the air-fuel mixture is diminished quite significantly. The biggest loss is the conversion of chemical energy to heat energy and kinetic energy to heat energy. Heat energy in general cannot be recovered and used to propel the car.[sup]2[/sup]
Why is the car doing work?
To get you moving and to maintain that velocity.
What is the car doing work against?
- Inertia (Inertia is the resistance of any physical object to any change in its state of motion)[sup]3[/sup];
- Internal friction (any mechanical component that moves generates friction (conversion of kinetic energy into heat energy);
- External friction (the car needs to overcome the static friction of the tyres against the surface to get moving, and it needs to constantly work to overcome the dynamic friction);
- Air resistance (drag);
- Gravity.
Where are my biggest energy costs?
This is where things can get hugely technical with equations, graphs, force-body diagrams, etc. So I won't be delving into that. The assumption I'm making here is that you're doing regular highway speeds of between 80 km/h to 120 km/h.
In general the answer is that your biggest energy cost is the energy it takes to get you up to your desired velocity.
Once you have reached a constant velocity, the biggest cost comes from air resistance (drag). Drag is a function of an object's velocity, it's cross sectional area and an empirical coefficient (the drag coefficient) based on it's shape. The higher an object's velocity, for the same cross sectional area and same shape, the more drag the object will experience. Thus your car has to do more work to maintain a velocity of 120 km/h versus a velocity of 80 km/h.
So how should I drive?
Drive analogous to how water flows. Pick the path of least resistance.
- Maintain a constant velocity (thus constant momentum) as much as possible. This means, minimise acceleration and deceleration. If you need to slow down, coast/glide to do so.
- Be smooth with your acceleration and your gear changes. You should change gears just before you reach maximum torque. Revving your engine higher to get up to speed quicker costs you due to the increased heat and subsequent drop in efficiency.
- Watch your velocity. Higher velocities cost more energy to maintain.
That's all I can think of right now.
[sup]1[/sup]
Work (physics) - Wikipedia, the free encyclopedia
[sup]2[/sup] If you have a hybrid vehicle that has a kinetic energy regeneration system (KERS), when you brake you convert your kinetic energy into heat energy which then charges the vehicle's batteries. This in turn can be used to propel the vehicle along. This has diminishing returns though.
[sup]3[/sup]
Inertia - Wikipedia, the free encyclopedia