The current i1 leads i2 by ϕ degrees or i2 lags behind i1 by ϕ. On the other hand, the current i3 = Im sin (wt + ϕ) is said to lead i1 by ϕ degrees.
PHASE AND PHASE DIFFERENCE
Consider
the two quantities
i1=
Im sin wt; i2 = Imsin (wt - ϕ), i3
= Im sin (wt + ϕ)
i1,
i2 is and is are sinusoidal quantities varying with the same peak
value and frequency. However i1, i2 and is do not reach
the maximum and minimum values at the same instant of time. This is clear from
figure 3.3 (a). i2 reaches the maximum only " ϕ " degrees
after i1.
The
current i1 leads i2 by ϕ degrees or i2 lags
behind i1 by ϕ. On the other hand, the current i3 = Im
sin (wt + ϕ) is said to lead i1 by ϕ degrees. As another example
consider V1 = Vm sin wt and v2 = Vm2sin
wt. These two are in phase as they reach their maximum and minimum values at
the same time and of course have the same frequency. It is shown in figure 3.3
(b).
Electric Circuit Analysis: Chapter - 3: Basic Circuit Analysis - AC : Tag: : - Phase and Phase Difference