ac graph is
sinusoidal
. up part positive current
. down part negative current
in ac
direction of current reverses every half cycle
do ac and shm have same graph
yes
sinusoidal
having a magnitude that varies in the form of a sine curve
ac graph axis
. x is time
. y is current
ac graph equation
I = Io * sin wt
. where Io is peak value of alternating current
. where w is angular frequency of supply
alternating current producted in
power stations by large generators
generator
coil rotating on magnetic field
producing ac (what happens)
. generator is coil rotating in magnetic field
. emf induced in coil according to Faraday’s and Lenz’s laws of em induction
. emf V varies sinusoidally
alternating voltage
. sinusoidal
. V = Vo * sin wt
oscilloscope used to measure
frequency and voltage of ac
types of oscilloscope
cathode ray oscilloscope (CRO)
. electron beam goes through two pairs of parallel plates
. when beam hit screen, spot of light is produced
. x shift and y shift can be controlled
. voltage time graph
digital oscilloscope
. more compact
. stores data
. display traces later
is current and voltage are varying all the time
power is always varying too
root mean square (rms) value
the rms value of an alternating current is that steady current that delivers the same average power as the ac to a resistive load
direct voltage in relation to Vo
about 70% of Vo
rms of ac is
steady current that delivers the same average power as the ac to a resistive load
rms value
Irms = Io/ root 2
. where Io is peak current
Vrms = Vo/ root 2
where Vo is peak voltage
why do we need average power
power contantly varying
how to find average power, overall
need to compare ac and dc and find common value where average power is same
how to find average power, method
. two filament lamps, one ac one dc
. adjuct ac supply so brightness is equal
. compare output voltages on oscilloscope
ac may at times deliever more or less power than dc, but avgrage power is same
all power equations
P = I²R
P = IV
P = V²/R
for ac peak power is
twice average power
explaining rms
<I²> = 0.5Io²
Irms = root <I²> = root 0.5Io²
Io = (root 2) *Irms