Calibration concepts for load and resistance factor design (LRFD) of ...
Rectifier Concepts 1.Basic Concepts a.Pure resistive load b.Inductive load c.Load with an internal...
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Transcript of Rectifier Concepts 1.Basic Concepts a.Pure resistive load b.Inductive load c.Load with an internal...
Rectifier Concepts1. Basic Concepts
a. Pure resistive loadb. Inductive load
c. Load with an internal DC voltage
Single-phase bridge rectifiers1. Idealised circuit with 0sL
)0()cos1(2
sin2
sin2
00
LiLItV
dtdt
diLdttV
dt
diLtV
dus
tt
s
s
uu
When the source voltage is zero and increasing, we call it t = 0.
Just prior to that instant, diode D3 is conducting and the voltage at the top of the diode is approximately zero volts.
Let i(t) be the inductor current; load current Id.
When D3 is conducting.
Note that i(0) is zero and when D2 turns off the inductor current is Id.
Single-phase bridge rectifiers
1. Idealised circuit with
2. Effect of on current commutation
sL
0sL
sL
Single-phase bridge rectifiers
sL
sL
f
b
f
bt
t
t
t
ds
s
dbds
dtdt
diLdtVtV
V
Vt
dt
diLVtV
)sin2(
2sin
1;sin2 1
This equation gives the final time.
Three-phase, full-bridge rectifiers
Idealised circuit with
sL
0sL
Three-phase, full-bridge rectifiers
1. Effect of on current commutationsL
Tutorial problems – 5-1, 5-3, 5-4, 5-11, 5-23, 5-25.
When D1 starts to conduct, D5 is already in conduction but doesn't switcho®becauseof the inductors.
va ¡ L sdiadt
+L sdicdt
¡ vc =0
Since I d = ia +ic and I d is constant, wehave:
va ¡ 2L sdiadt
¡ vc = 0
va ¡ vc =p(2)Vs (sin! t ¡ sin(! t ¡ 240)) =
p(3)
p(2)Vs sin(! t ¡ 30) giving
2L s
Z u+¼=6
¼=6
diadtd! t =
p(3)
p(2)Vs
Z u+¼=6
¼=6sin(! t ¡ 30)d! t
This means (with ia(¼=3) = 0 and ia(¼=3+u) = I d):
2! L sp(3)
p(2)Vs
=1¡ cosu:
Theaverageoutput voltagecan begiven by:
1¼=3
ÃZ u+¼=6
¼=6(va ¡ L s
diadt
¡ vb)d! t +Z ¼=6+¼=3
u+¼=6(va ¡ vb)d! t
!
=
=1¼=3
ÃZ ¼=6+¼=3
¼=6(va ¡ vb)d! t ¡
Z u+¼=6
¼=6L sdiadtd! t
!
=1¼=3
ÃZ ¼=6+¼=3
¼=6(va ¡ vb)d! t ¡ ! L sI d
!
Z ®+u
®212Vs sin! td(! t) =
Z ®+u
®L sdisdtd(! t)
= ! L s
Z I d
¡ I d
dis
) cos(®+u) = cos®¡2! L sI dp2Vs
Maple Script is: restart; currentdir("C:\\wattle\\courses\\PowerElectronics\\maple\\");
read "scrPracticalPage133.ma";
scrfw1phase-2.cir has the pSpice script to simulate it.
Tutorial Problems
• 6-1
• 6-3 • 6-5 (b) DPF = 0.707, PF = 0.636, THD = 48.55%. (c) DPF = 0.5, PF = 0.45,
THD = 48.43%.
• 6-9
• 6-12
• 6-18