Data Sheet ADuM3223/ADuM4223
Rev. I | Page 17 of 20
Given the geometry of the receiving coil in the ADuM3223/
ADuM4223 and an imposed requirement that the induced
voltage is, at most, 50% of the 0.5 V margin at the decoder, a
maximum allowable magnetic field is calculated, as shown in
Figure 23.
Figure 23. Maximum Allowable External Magnetic Flux Density
For example, at a magnetic field frequency of 1 MHz, the
maximum allowable magnetic field of 0.08 kgauss induces a
voltage of 0.25 V at the receiving coil. This is about 50% of the
sensing threshold and does not cause a faulty output transition.
Similarly, if such an event were to occur during a transmitted
pulse (and had the worst-case polarity), the received pulse is
reduced from >1.0 V to 0.75 V, still well above the 0.5 V sensing
threshold of the decoder.
The preceding magnetic flux density values correspond to
specific current magnitudes at given distances away from the
ADuM3223/ADuM4223 transformers. Figure 24 expresses
these allowable current magnitudes as a function of frequency
for selected distances. As shown, the ADuM3223/ADuM4223
are immune and only can be affected by extremely large currents
operated at a high frequency and very close to the component.
For the 1 MHz example, a 0.2 kA current must be placed 5 mm
away from the ADuM3223/ADuM4223 to affect the
component’s operation.
Figure 24. Maximum Allowable Current for Various
Current-to-ADuM3223/ADuM4223 Spacings
POWER CONSUMPTION
The supply current at a given channel of the ADuM3223/
ADuM4223 isolator is a function of the supply voltage,
channel data rate, and channel output load.
During the driving of a MOSFET gate, the driver must dissipate
power. This power is not insignificant and can lead to thermal
shutdown (TSD) if considerations are not made. The gate of a
MOSFET can be simulated approximately as a capacitive load.
Due to Miller capacitance and other nonlinearities, it is common
practice to take the stated input capacitance, C
ISS
, of a given
MOSFET and multiply it by a factor of 5 to arrive at a conservative
estimate to approximate the load being driven. With this value,
the estimated total power dissipation per channel due to
switching action is given by
P
DISS
= C
EST
× (V
DDx
)
2
× f
S
where:
C
EST
= C
ISS
× 5.
f
S
is the switching frequency.
Alternately, use the gate charge to obtain a more precise value
for P
DISS
.
P
DISS
= Q
GATE
× V
DDx
× f
S
where:
Q
GATE
is the gate charge for the MOSFET.
f
S
is the switching frequency.
This power dissipation is shared between the internal on
resistances of the internal gate driver switches and the external
gate resistances, R
GON
and R
GOFF
. The ratio of the internal gate
resistances to the total series resistance allows the calculation of
losses seen within the ADuM3223/ADuM4223 chips per
channel.
P
DISS_IC
= P
DISS
× ½ × (R
DSON_P
/(R
EXT_X
+ R
DSON_P
) +
R
DSON_N
/(R
EXT_X
+ R
DSON_N
))
Taking the power dissipation found inside the chip and
multiplying it by θ
JA
gives the rise above ambient temperature
that the ADuM3223/ADuM4223 experiences, multiplied by two
to reflect that there are two channels.
T
J
= θ
JA
× 2 × P
DISS_IC
+ T
AMB
For the device to remain within specification, T
J
must not
exceed 125°C. If T
J
exceeds 150°C (typical), the device enters TSD.
Quiescent power dissipation may also be added to give a more
accurate number for temperature rise, but the switching power
losses are often the largest source of power dissipation, and
quiescent losses can often be ignored. To calculate the total
supply current, the quiescent supply currents for each input and
output channel corresponding to I
DD1(Q)
, I
DDA(Q)
, and I
DDB(Q)
are
added. The full equation for the T
J
becomes
T
J
= θ
JA
× (2 × P
DISS_IC
+ V
DD1
× I
DD1(Q)
+ V
DDA
× I
DDA(Q)
+
V
DDB
× I
DDB(Q)
) + T
AMB
100
10
1
0.1
0.01
0.001
1k 10k 100k 1M 10M 100M
MAXIMUM ALLOWABLE MAGNETIC FLUX
DENSITY (kgauss)
MAGNETIC FIELD FREQUENCY (Hz)
10450-122
1k
100
10
1
0.1
0.01
1k 10k 100k 1M 10M 100M
MAXIMUM ALLOWABLE CURRENT (kA)
MAGNETIC FIELD FREQUENCY (Hz)
10450-123
DISTANCE = 1m
DISTANCE = 100mm
DISTANCE = 5mm