Assertion: capacitor's charge | /r/HasProperty | equal
Facets:
value: to q
type: OTHER
value: mutually
type: MANNER
value: to the charge
type: OTHER
value: to the integral of the current
type: OTHER
value: to proportional
type: OTHER
Source sentences:
text: Thus the charge on the electrodes is equal to the integral of the current as well as proportional to the voltage, as discussed above.
text: In order to explain why the charges at every capacitor are mutually equal, and equal to the total amount of charge stored in the complete series connection block, let us assume that all capacitors were uncharged at one point in time.
text: This means that charge carriers (electrons) have simply shifted through all the capacitors, which is the reason that the charges at each capacitor are equal.
text: The charge (Q) supplied from the battery is equal to the charge on all three capacitors.
text: the total charge stored by a series combination is the charge on each of the two outer plates and is equal to the charge stored on each individual capacitor
text: This expression shows that when t is equal to τ, i.e. after one time constant has elapsed, the charge remaining is equal to Q 0 e–1, or Q 0 /e