- Location
- Lockport, IL
- Occupation
- Semi-Retired Electrical Engineer
Re: speed of electrons
Very true Ed. Here's why:
Current is created within a capacitor by an attempt (on the part of the outside world) to change its applied voltage. In other words, the change in current happens RIGHT AWAY (in the manner I?ve described above), whenever the voltage BEGINS to change (i.e., before the voltage reaches its new value). That is why current leads voltage in a capacitor. The mathematical version of this statement is I = C (dV/dt). The ?dV? means a change (?d? for difference) in voltage, the ?dt? means per unit of time.
By contrast, an inductor will resist any change in current, by creating an internal voltage of opposite polarity. In other words, the change in voltage happens RIGHT AWAY whenever the current BEGINS to change (i.e., before the current reaches its new value). That is why current lags voltage in an inductor. The mathematical version of this statement is V = L (dI/dt). The ?dI? means a change in current, the ?dt? means per unit of time.
An AC voltage is always changing, so a capacitor?s current is always changing, but earlier in time (i.e., ?leading? the voltage). Similarly, AC current is always changing, so an inductor?s voltage is always changing, but earlier in time (i.e., current changes occur later in time - ?lagging? the voltage).
Very true Ed. Here's why:
Current is created within a capacitor by an attempt (on the part of the outside world) to change its applied voltage. In other words, the change in current happens RIGHT AWAY (in the manner I?ve described above), whenever the voltage BEGINS to change (i.e., before the voltage reaches its new value). That is why current leads voltage in a capacitor. The mathematical version of this statement is I = C (dV/dt). The ?dV? means a change (?d? for difference) in voltage, the ?dt? means per unit of time.
By contrast, an inductor will resist any change in current, by creating an internal voltage of opposite polarity. In other words, the change in voltage happens RIGHT AWAY whenever the current BEGINS to change (i.e., before the current reaches its new value). That is why current lags voltage in an inductor. The mathematical version of this statement is V = L (dI/dt). The ?dI? means a change in current, the ?dt? means per unit of time.
An AC voltage is always changing, so a capacitor?s current is always changing, but earlier in time (i.e., ?leading? the voltage). Similarly, AC current is always changing, so an inductor?s voltage is always changing, but earlier in time (i.e., current changes occur later in time - ?lagging? the voltage).