11
R
load
=
0.5
ohm
R
s1
=
1
R
s2
=
5
mohm
L
s1
=
4
L
s2
=
100
nH
R
a1
=
100
R
a2
=
100
R
a3
=
10
R
b1
=
10
R
b2
=
10
mohm
L
a1
=
1
L
a2
=
1
L
a3
=
1
L
b1
=
10
L
b2
=
10
nH
C
a1
=
10
C
a2
=
10
C
a3
=
1000
C
b1
=
1000
C
b2
=
1000
µ
F
696.6 Hz
52.06 degrees
Stability Analysis Tool
Notepad Area for JFW050A Module
Please enter the circuit parameters below
Gain crossover frequency:
Phase Margin:
Phase of the Loop Gain
-180
-120
-60
0
60
120
180
100
1000
10000
100000
Frequency (Hz)
P
h
ase
(d
eg)
Magnitude of the Loop Gain
-60
-40
-20
0
20
40
100
1000
10000
100000
Frequency (Hz)
Ga
in
(d
B
)
Clic k to Ca lc ula te Stability
C
a1
L
S1
R
S1
R
a 1
R
L
DC /DC
C O NVERTER
L
a1
C
a2
R
a2
L
a2
SENSE
L
S2
R
S2
C
b1
R
b1
L
b1
C
a3
R
a3
L
a3
C
b2
R
b2
L
b2
Fig. 5. Voltage-loop-response Bode plot with phase margin and gain crossover
frequency calculated and displayed.
R
load
=
0.5
ohm
R
s1
=
1
R
s2
=
5
mohm
L
s1
=
4
L
s2
=
100
nH
R
a1
=
100
R
a2
=
100
R
a3
=
10
R
b1
=
10
R
b2
=
10
mohm
L
a1
=
1
L
a2
=
1
L
a3
=
1
L
b1
=
10
L
b2
=
10
nH
C
a1
=
10
C
a2
=
10
C
a3
=
1000
C
b1
=
1000
C
b2
=
6800
µ
F
399.5 Hz
42.8 degrees
Stability Analysis Tool
Notepad Area for JFW050A Module
Please enter the circuit parameters below
Gain crossover frequency:
Phase Margin:
Phase of the Loop Gain
-180
-120
-60
0
60
120
180
100
1000
10000
100000
Frequency (Hz)
P
h
ase
(d
eg)
Magnitude of the Loop Gain
-60
-40
-20
0
20
40
100
1000
10000
100000
Frequency (Hz)
Ga
in
(d
B)
Clic k to Calc ula te Sta bility
C
a 1
L
S1
R
S1
R
a1
R
L
DC /DC
C O NV E RTE R
L
a1
C
a2
R
a2
L
a2
SENSE
L
S2
R
S2
C
b1
R
b1
L
b1
C
a 3
R
a 3
L
a3
C
b2
R
b2
L
b2
Fig. 6. Voltage loop response Bode plot when C
b2
=6800
µ
F