Measured in amperes(A)/Amps, using an ammeter in series.
I=TQ
The ammeter should have a very very low resistance, which allows the current to pass through without being affected.
Charge:
Can be positive, negative or neutral.
Measured in coulombs(C), using a coulomb-meter
The coulomb, in SI base units, is equal to the quantity of electricity conveyed in one second by a current of one ampere i.e. 1 C = 1 As
Q=IT
Charge is quantised, it comes in definite/finite quantities.
Elementary charge is 1.6×10−19C.
The up quark has a charge of +32e
The down quark has a charge of −31e
The strange quark has a charge of −31e
Kirchhoff's 1st law:
The sum of the currents entering a junction is equal to the sum of the currents leaving the junction.
In a simple circuit with a single loop, the current is the same throughout the loop.
In a parallel circuit, the total current entering a junction is equal to the sum of the currents in each branch.
Kirchhoff's 2nd law:
The sum of the Emf's in a closed circuit is equal to the sum of the potential difference.
Total energy gained equals total energy lost.
Potential difference:
A measurement of the energy transferred per coulomb of charge, as the charge passes through a component.
Measured in Volts(V), using a voltmeter in parallel.
An ideal voltmeter should have infinite resistance, otherwise it will draw extra current from the cell
V=IR
V=QE or V=QW
A potential difference of 1.5v means each coulomb of charge transferers 1.5j of energy to a component.
Filament lamp:
As potential difference increases, resistance does also. This is because the bulb get hotter so electrons have more kinetic energy, therefore the amplitude and frequency of collisions increases.