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MAX1958 Ver la hoja de datos (PDF) - Maxim Integrated

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MAX1958 Datasheet PDF : 24 Pages
First Prev 21 22 23 24
W-CDMA/N-CDMA Cellular Phone HBT PA
Management ICs
VIN
2.6V TO 5.5V
R2
20
C7
0.1µF
OFFSET
SHDN2
VCC
IN+
INP
MAX1958/
MAX1959
AOUT
IN-
VAOUT
= VIN+
×
1+
R6
R7 
R6
6.8k
R7
12k
VREF
HBT PA
Figure 4. Op-Amp Configuration
tures must be mounted on, or close to, the object
whose temperature they are intended to measure.
There is a good thermal path between the exposed
paddle of the package and the IC die; therefore, the
MAX1958/MAX1959 can accurately measure the
temperature of the circuit board to which they are sol-
dered. If the sensor is intended to measure the temper-
ature of a heat-generating component on the circuit
board, it should be mounted as close as possible to
that component and should share supply and ground
traces (if they are not noisy) with that component where
possible. This maximizes the heat transfer from the
component to the sensor.
The thermal path between the plastic package and the
die is not as good as the path through the exposed
paddle, so the MAX1958/MAX1959, like all temperature
sensors in plastic packages, are less sensitive to the
temperature of the surrounding air than they are to the
temperature of its exposed paddle. They can be suc-
cessfully used to sense ambient temperature if the cir-
cuit board is designed to track the ambient
temperature.
As with any IC, the wiring and circuits must be kept
insulated and dry to avoid leakage and corrosion,
especially if the part is operated at cold temperatures
where condensation can occur.
MAX1958/
MAX1959
AOUT
IN-
RISO
100
R6
R7
CLOAD
RLOAD
Figure 5. Configuration for Driving Larger Capacitive Loads
The junction-to-ambient thermal resistance (θJA) is the
parameter used to calculate the rise of a device junc-
tion temperature (TJ) due to its power dissipation. The
θJA for the 20-pin QFN package is +50°C/W. For the
MAX1958/MAX1959, use the following equation to
calculate the rise in die temperature:
( ) TJ = TA + Θ JA × PD(CONVERTER) + PD(OPAMP) + PD(TEMPSENSOR)
The power dissipated by the DC-to-DC converter domi-
nates in this equation. It is then reasonable to assume
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