ADUM1234BRWZ-RL Analog Devices Inc, ADUM1234BRWZ-RL Datasheet - Page 8
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ADUM1234BRWZ-RL
Manufacturer Part Number
ADUM1234BRWZ-RL
Description
IC,Dual MOSFET Driver,SOP,16PIN,PLASTIC
Manufacturer
Analog Devices Inc
Series
iCoupler®r
Datasheet
1.ADUM1234BRWZ-RL.pdf
(12 pages)
Specifications of ADUM1234BRWZ-RL
Inputs - Side 1/side 2
2/0
Number Of Channels
2
Isolation Rating
2500Vrms
Voltage - Supply
4.5 V ~ 5.5 V
Data Rate
10Mbps
Propagation Delay
124ns
Output Type
Logic
Package / Case
16-SOIC (0.300", 7.5mm Width)
Operating Temperature
-40°C ~ 105°C
Lead Free Status / RoHS Status
Lead free / RoHS Compliant
Available stocks
Company
Part Number
Manufacturer
Quantity
Price
Company:
Part Number:
ADUM1234BRWZ-RL
Manufacturer:
NANYA
Quantity:
1 001
ADuM1234
APPLICATION NOTES
COMMON-MODE TRANSIENT IMMUNITY
In general, common-mode transients consist of linear and
sinusoidal components. The linear component of a common-
mode transient is given by
where ΔV/Δt is the slope of the transient shown in Figure 11
and Figure 12.
The transient of the linear component is given by
Figure 8 characterizes the ability of the ADuM1234 to operate
correctly in the presence of linear transients. The data is based
on design simulation and is the maximum linear transient
magnitude that the ADuM1234 can tolerate without an
operational error. This data shows a higher level of robustness
than what is listed in Table 5 because the transient immunity
values obtained in Table 5 use measured data and apply
allowances for measurement error and margin.
The sinusoidal component (at a given frequency) is given by
where:
V
f is the frequency of the sinusoidal.
The transient magnitude of the sinusoidal component is given by
Figure 9 and Figure 10 characterize the ability of the
ADuM1234 to operate correctly in the presence of sinusoidal
transients. The data is based on design simulation and is the
maximum sinusoidal transient magnitude (2πf V
ADuM1234 can tolerate without an operational error. Values
for immunity against sinusoidal transients are not included in
Table 5 because measurements to obtain such values have not
been possible.
0
is the magnitude of the sinusoidal.
V
dV
V
dV
Figure 8. Transient Immunity (Linear Transients) vs. Temperature
400
350
300
250
200
150
100
CM, sinusoidal
CM, linear
50
CM
CM
0
–40
/dt = ΔV/Δt
/dt = 2πf V
= (ΔV/Δt)t
–20
= V
WORST-CASE PROCESS VARIATION
0
sin(2πft)
0
0
TEMPERATURE (°C)
BEST-CASE PROCESS VARIATION
20
40
60
0
80
) that the
100
Rev. 0 | Page 8 of 12
GND
GND
GND
Figure 11. Common-Mode Transient Immunity Waveforms, Input to Output
V
V
V
DDA
DDA
DDB
A
A
A
/GND
/GND
AND GND
/V
/V
AND V
300
250
200
150
100
DDB
DDA
50
250
200
150
100
0
50
B
B
GND
Figure 12. Common-Mode Transient Immunity Waveforms,
0
V
0
DDB
DD1
0
Figure 10. Transient Immunity (Sinusoidal Transients),
Figure 9. Transient Immunity (Sinusoidal Transients),
B
BEST-CASE PROCESS VARIATION
1
15V
BEST-CASE PROCESS VARIATION
15V
250
15V
250
5V
500
WORST-CASE PROCESS VARIATION
ΔV
Δt
500
100°C Ambient Temperature
27°C Ambient Temperature
ΔV
Δt
WORST-CASE PROCESS VARIATION
750
FREQUENCY (MHz)
Between Outputs
15V
FREQUENCY (MHz)
750
15V
1000
1000
GND
V
GND
GND
DDA
V
V
A
DDA
DDB
AND GND
1250
AND V
A
B
/GND
/GND
1250
/V
/V
GND
DDB
DDA
V
DDB
DD1
B
A
B
1
1500
1500
15V
ΔV
Δt
5V
ΔV
Δt
15V
15V
1750
1750
2000
2000
15V
15V