Two infinite and parallel sheets of charge have the same surface density. What is the field in the region between the sheets
We know that
Surface charge density
"\\sigma=\\frac{Q}{A}"
Now plate left side electric field
"E_L=\\frac{-\\sigma}{2\\epsilon_0}+\\frac{\\sigma}{2\\epsilon_0}=0"
Plate right side electric field
"E_R=\\frac{\\sigma}{2\\epsilon_0}-\\frac{\\sigma}{2\\epsilon_0}=0"
Plate mid point electric field
"E_m=\\frac{\\sigma}{2\\epsilon_0}+\\frac{\\sigma}{2\\epsilon_0}=\\frac{\\sigma}{\\epsilon_0}"
To infinite and parallel sheet between electric field
"E_m=\\frac{\\sigma}{2\\epsilon_0}+\\frac{\\sigma}{2\\epsilon_0}=\\frac{\\sigma}{\\epsilon_0}"
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