Example of "hypermilling" 


In 2015, two men drove a car through all 48 contiguous U.S. states on less than $300 of diesel fuel, or just eight tankfuls. During the 8,233 trip, they achieved a fuel economy of 81.17 miles per gallon or 2.89 liters per 100 km. They trounced the official rating for the car they used -- a VW Golf TDI rated by the EPA for 31 and 45 mpg in city and highway driving respectively -- earning a world record.


How did they do it?

By applying a technique known as 'hypermiling, which anyone can use to slash their fuel consumption, no matter which car they drive.





Hypermiling

 Eco-Driving / Hypermiling 

using the Universal Force of INERTIA has potentially huge
BENEFITS:

  • Instant Eco-Driving;

  • Instant Hyper-Milling;

  • Improve road safety;

  • Enhance driving skills.  

  • ENVIRONTMENT: 

  • Reduce greenhouse gas emissions (CO2);

  • Fewer local air pollutants;

  • Reduce noise.


           Financial

  • Save fuel and money;

  • Lower vehicle maintenance;  

  • Pays for itself at the pump;

  • No out-of-pocket money;
  • Expand life expectancy of:

    • Your tires;

    • Your brake pads;

    • Your engine;

     
             Social  

  • More responsible driving;

  • Less stress while driving;

  • Higher comfort for passengers


Hypermiling is simple using the EcoTraineR: All you have to do is to drive on the green light from stop to the speed you select.  It's not always easy but with practice, this will become a second nature.


The difficult part is only during the start when the vehicle does not move.  But as the vehicle's speed increases the inertia builds-up and it becomes easy to maintain the speed or to reach the speed you want to drive.  Once you master this technique it will be greatly appreciated especially on heavy traffic.


This driving technique is practiced  by drivers trying to establish MPG records and I call it "hyperbolic driving" a.k.a. "hypermiling".




F= Inertia Force generated
a= Distance the vehicle will move
     without the engine
m= Mass (weight) of the vehicle