# Fundamental Physics/Electromagnetic Electricity

## Electromagnetic Electricity

It is observed that Electromanetic wave radiation produces electricity

${\displaystyle E=hf=h{\frac {C}{\lambda }}}$

Provided that

${\displaystyle f>f_{o}={\frac {C}{\lambda _{o}}}}$

When a photon of energy ${\displaystyle E=hf}$ interacts with dark matter . Matter absorbs energy to the maximum at threshold frequency fo${\displaystyle E_{o}=hf_{o}}$ . Energy level above maximum energy matter can absorbs is used to release an electron off matter's atom ${\displaystyle E_{e}={\frac {1}{2}}v^{2}}$

Therefore,

${\displaystyle hf=hf_{o}+{\frac {1}{2}}mv^{2}}$
${\displaystyle v={\sqrt {{\frac {2}{m}}(hf-hf_{o})}}}$

To have free electron speed of free electron must be greater than zero . Hence, f must be greater than fo

${\displaystyle v={\sqrt {{\frac {2}{m}}(n+1)hf_{o}-hf_{o}}}={\sqrt {{\frac {2}{m}}(nhf_{o})}}}$

## Application

Photonic Cell
Photonic Transistor
Thunder