THe Volt and other plug-in hybrids are destined (along with fuelcell vehicles) to play a very important part in reducing our need for petroleum. However, the significant reduction of demand for gas due to plug-in hybrids will take some time and some considerable investment. Below is a link to a spreadsheet which computes the number of gallons saved by the Volt versus a Toyota Corolla (or any car getting 30 mpg) and the time in years to reach any given fraction of our total gasoline consumption.
It's pretty surprising, but for the Volt to save the amount of gas equalling 3% of the total gasoline consumption it will take 19 years if you assume 100 mpg avg for the Volt, 100,000 initial sales and 20% annual sales growth. It would take 15,642,857 Volts at a cost (assuming $37,500 price at introduction with a quantity adjustment to price, which can be performed at user's discretion) of $217 Billion.
NOw if you assume 30% annual sales growth you reach 3% of total gas consumption saved (over a 30 mpg car (improving to 39 mpg over the time period)) in just under 15 years. To get to 30% of total gas consumption it would take just under 24 yrs and cost just over $2 Trillion. - I assumed that the Volt would gain in efficiency but also that the ICE would gain in efficiency too. THe improved efficiency is also calculated.
Click here to see spreadsheet and run your own assumptions You can enter whatever assumptions you like for (user input areas are shaded green):
mpg for the Volt (a table also shows years to reach target and cost using several mpg figures),
initial sales,
annual rate of sales growth,
fraction of total gasoline demand you want to calculate for.
The spreadsheet calculates years to reach that percentage saved and the number of Volts needed and the cost of the volts needed to get there.
on edit: If I made some errors or the spreadsheet could be improved I'm open to your ideas.