Energy Independence
Solved!


Energy Storage Technology

Energy Density of various storage devices
Device Energy Density (Wh/Kg)
Gasoline 12000
LI-Ion Battery 120
Conventional Capacitor 0.05
CarbonNanotube Ultra Capacitor >60

The "Critical Success Factor" for energy independence lies in creating a device with high energy density, both by unit mass and volume, that can be quickly re-charged. As discussed in the energy generation section, this device does not need to be as dense as gasoline, only about 1/4 as dense. Quick re-charging is necessary for mass conversion to electric vehicles because it is not always practical to take a long time to charge a vehicle battery. Many urban dwellers live in places where they cannot charge their vehicles overnight. Travelers on long journeys want to quickly re-supply their vehicle with energy rather than wait a long time for a re-charge.

      Electrical energy may be stored by converting it to chemical energy in a battery, or as charge in a capacitor. Capacitors are more efficient but typically have much lower capacity and storage lifetimes compared to batteries. Capacitors can charge very quickly compared to batteries, which gives them the quick charge characteristic we need for automobiles. Where batteries take hours to re-charge a large capacitor could charge in minutes. So if a capacitor could be designed with adequate capacity for an automobile it could be recharged as quickly as a tank of gas in a car can be refilled.

Nanotechnology now gives us an unprecedented opportunity. With the advent of carbon nanotube supercapacitors we possibly could create a capacitor with the capability of replacing a tank of gasoline. The basic idea for why these capacitors have greatly increased capacity over other capacitors can be understood by looking at the basic equation for capacitance of a parallel-plate capacitor:

  C=eA/d  

Where ε is the permittivity of the material between the plates (just think of it as a constant that depends on the material being used), and A is the area of the plates, and d is the distance between the plates. Now picture two parallel plates held a small distance apart separated by a small layer of plastic film. Ok that is your basic parallel plate capacitor. Now take these flat plates and cover them with carbon nanotubes only several nanometers in diameter. These nanotubes are very closely spaced on the plates. Sort of like short hair on a scalp but the nanotubes are much finer (about a million times) than hair and spaced much closer together than hair. The result is the surface area of the plates has increased thousands of times and thus the capacitance of the device will increase proportionately.

"Supercapacitors" like these are being worked on in several places. EEstor in Texas has a patent in the area and has received several million dollars in venture capital funding. Riccardo Signorelli, Joel Schindall, and John Kassakian at MIT are working this see: Carbon Nanotube Enhanced Double Layer Capacitor and also Carbon Nanotube Enhanced Ultra Capacitor