When one of the plates of an isolated capacitor is grounded, does the charge become zero on that plate or just the charge on the outer surface become zero? The charge on that plate becomes the same as the charge on Earth.
Suppose one plate of the capacitor is grounded which means there is charge present at only one plate. We know that the potential across the capacitor will be 0, i.e., V=0. And capacitance of the Capacitor will be C=Q/V C=Q/0 implying C=∞ So it means that the capacitance of a grounded capacitor is Infinite.
Both the plates are initially charged and then one is earthed.Effective intensity outside the capacitor system is zero.There will be no effect on some uncharged body external to the system. A charged external body may redistribute the charges on the plates and the plates again will produce a secondary effect on the said external body.
From this we may see that earth (ground+atmosphere) is a capacitor itself. It was experimentally checked that the ground has negative charge and so it is the source of electrons. So in your question you plug one capacitor to the half of the other one with huge charge. The answer is - no it will NOT discharge COMPLETELY.
Let the capacitor be initially uncharged. In each plate of the capacitor, there are many negative and positive charges, but the number of negative charges balances the number of positive charges, so that there is no net charge, and therefore no electric field between the plates.
This has contributed towards the accumulation of positive charge on the left plate.There was a temporary flow of current which stopped due to the potential on the left plate getting equal to zero.Since the positive plate is connected to the ground ,the ground+plate system has an infinite capacitance.
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