A great revolution in producing affordable, abundant, convenient, clean and… energy so that one kilogram of it, could supply the power of moving a machine for years!

Nowadays, about 90% of our appliances are electron-dependent. It can be said that the moving electron has a high ability to do work. All we know, the speed of electron in wires is close to the speed of light, but another effective parameter that makes electron have a very high ability to perform various tasks is its density:

ρ = m_e / V_e ⇒ ρ = (9×10^-31) / (2.19×10^-44) = 4.1×10¹³ (kg/m³)

It can be said that the product of velocity (s) in density (ρ) is an effective parameter in the high ability of electron to do work.

E_ff = ρs

Now we calculate the energy of “n” electrons to do the work:

E_n = n (½ ms²)

E_n = n[½ ρs(sV)]

n=∆m / m_e

Where ∆m is the mass changes of the source before and after doing the work and m_e is the mass of one electron. So:

E_n=\frac{\mathrm{\Delta }\mathrm{m}}{{\mathrm{m}}_{\mathrm{e}}}\left[\frac{1}{2}E_{ff}\ sV_e\right]

s ≅ 3×10⁸ m/s

V_e = 2.19×10^-44 m³

Now by placing the density and speed of electron to calculate the energy of 1 gram of electrons:

E_n ≅ 10¹³ j

For 1 kg of electrons, we have:

E_n ≅ 10¹⁶ j

Now, consider a 2-ton car. It requires about 10⁹ j energy to travel 100 km. Therefore 1 kg of electrons can easily provide the energy to travel more than 500,000 km. In this article we will explain the different applicable ways to produce such Electron Tank.