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AD5758 Datasheet(PDF) 70 Page - Analog Devices

Part # AD5758
Description  Single-Channel, 16-Bit Current and Voltage Output DAC
PDF  72 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

AD5758 Datasheet(HTML) 70 Page - Analog Devices

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AD5758
Data Sheet
Rev. 0 | Page 70 of 72
APPLICATIONS INFORMATION
EXAMPLE MODULE POWER CALCULATION
Using the example module shown in Figure 93, the module
power dissipation (excluding the power dissipated in the load)
can be calculated using the methodology shown in the Power
Calculation Methodology (RLOAD = 1 kΩ) section. Assuming
a maximum IOUT value of 20 mA and RLOAD value of 1 kΩ, the
total module power is calculated as approximately 226 mW.
Note that power associated with the external digital isolation is
not included in the calculations because this power is dependent
on the choice of component used.
Replacing the 1 kΩ load with a short circuit, the power dissipation
calculation is shown in the Power Calculation Methodology
(RLOAD = 0 Ω) section, which shows that the total module
power becomes approximately 206 mW in a short-circuit load
condition.
Power Calculation Methodology (RLOAD = 1 kΩ)
Table 51. Quiescent Current Power Calculation
Voltage (V)
Current (mA)
Power (mW)
AVDD1 = 24
AIDD1 = 0.05
1.2
AVDD2 = 5
AIDD2 = 2.9
14.5
AVSS = −15
AISS = 0.23
3.45
VLOGIC = 3.3
ILOGIC = 0.01
0.033
Using the voltage and current values in Table 51, the total
quiescent current power is 19.18 mW.
Next, perform the following calculation:
(VDPC+) × (20 mA + IDPC+) = 22.5 V × 20.5 mA = 461.25 mW
Assume the dc-to-dc converter is at 90% efficiency. Therefore,
VDPC+ power = 512.5 mW. The total input power at the AD5758
side of the isolated dc-to-dc power module is therefore 512.5 mW +
19.18 mW = 531.68 mW. Subtracting the 400 mW load power
from this value gives the power associated only with the
AD5758, which is 131.68 mW.
Assuming an 85% efficiency isolated, dc-to-dc power module,
the total input power becomes 625.5 mW (see Figure 93).
Total Module Power
= Input Power − Load Power
Therefore,
625.5 mW − 400 mW = 225.5 mW
Power Calculation Methodology (RLOAD = 0 Ω)
Using the voltage and current values in Table 51, the total
quiescent current power is 19.18 mW.
Next,
(VDPC+) × (20 mA + IDPC+) = 4.95 V × 20.5 mA = 101.5 mW
Assume dc-to-dc converter at 65% efficiency. Therefore, VDPC+
power = 156.2 mW. The total input power at the AD5758 side of
the isolated dc-to-dc power module is therefore 156.2 mW +
19.18 mW = 175.38 mW. Subtracting the 0 mW load power
from this value gives the power associated only with the
AD5758, which is 175.38 mW.
Assuming an 85% efficiency isolated, dc-to-dc power module,
the total input power becomes 206.33 mW (see Figure 93).
Total Module Power
= Input Power − Load Power
Therefore,
206.33 mW − 0 mW = 206.33 mW
AVSS
AVDD1
AVDD2
VDPC+
LDO
DC-TO-DC
CIRCUITRY
OUTPUT
CIRCUITRY
+5V
–15V
+24V
+3.3V
VIOUT
R LOAD
AD5758
ADuCM3029
ISOLATED
DC-TO-DC
POWER
MODULE
(85% EFFICIENCY)
+5V
–15V
+24V
+24V RAIL
(1) TOTAL INPUT POWER
(2) LOAD POWER
(3) TOTAL MODULE POWER
Figure 93. Example Module Containing AD5758



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