Lectures 5-6 Flashcards
Transformer equation is
V p / V s = N p / N s = I s / I p
V - voltage
N - number of turns
I - current
Transformer power can be calculated as
P =
V p X I p = V s X I s
Power in a transformer has units of
Why
VA rather than W
Volt ampere
Watt is used to measure P when the voltage and current are in phase
How much more does a full wave rectified signal lose its output voltage by, compared to a half wave rectified signal? Why?
Double, as the full wave signal requires the conduction of two diodes
Capacitor equation linking I, C and V is
I = C (dV / dt)
Capacitance has the unit of
Farad (F)
Capacitors are used to smooth out
the voltage variation in a rectified signal
What is the change in voltage due to charging and discharging a capacitor, in a rectified signal called?
Ripple voltage
As Capacitance increases, —- —- decreases
ripple voltage
The ripple voltage equation is
Change in V =
( I / C ) X change in t
change in t is the discharging time
Two approximations we make about the capacitor
- Capacitor current is not constant
- Capacitor discharges for the full time between the voltage peaks
What do we assume as we know capacitor current is not constant
Capacitor current is constant at its maximum ripple value
Equivalent to the load current
Equation linking t and f for a half wave rectified signal
change in t = 1 / f
Equation linking t and f for a full wave rectified signal
change in t = 1 / 2f
as two waves peaks occur in the space of one “wavelength”
Inputting the time period equation into the capacitance equation for each rectifier gives us…
C =
For half wave: (I 0 X change in t) / change in V = I 0 / (change in V X f)
For full wave: (I 0 X change in t) / change in V = I 0 / (change in V X 2f)