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MIC2132 数据表(PDF) 36 Page - Microchip Technology

部件名 MIC2132
功能描述  75V Dual Phase, Advanced COT Buck Controller, Stackable for Multiphase Operation
PDF  48 Pages
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制造商  MICROCHIP [Microchip Technology]
网页  http://www.microchip.com
标志 MICROCHIP - Microchip Technology

MIC2132 数据表(HTML) 36 Page - Microchip Technology

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MIC2132
DS20006654B-page 36
 2022 Microchip Technology Inc. and its subsidiaries
The output voltage is determined by Equation 5-37.
EQUATION 5-37:
A typical value of R1 can be between 3 kΩ and 10 kΩ.
If R1 is too large, it may allow noise to be introduced
into the voltage feedback loop. If R1 is too small, it
decreases the efficiency of the buck converter,
especially at light loads. After R1 is selected, R2 can be
calculated using the formula found in Equation 5-38.
EQUATION 5-38:
5.7
AVP Droop Load Line Resistance
The AVP droop load line resistance can be calculated
using Equation 5-39.
EQUATION 5-39:
5.8
Power Dissipation in MIC2132
The MIC2132 features two Low-Dropout (LDO)
regulators to supply power at the PVDD pin from either
VIN or EXTVDD, depending on the voltage at the
EXTVDD pin. PVDD powers the MOSFET drivers and
the VDD pin powers the internal circuitry and is
recommended to connect to PVDD through a low-pass
filter. In the applications where the output voltage is 5V
and above (up to 14V), it is recommended to connect
EXTVDD to the output to reduce the power dissipation
in the MIC2132, in order to reduce the MIC2132
junction temperature and to improve system efficiency.
The power dissipation in the MIC2132 depends on the
internal LDO being in use, gate charge of the external
MOSFETs and switching frequency. The power
dissipation and the junction temperature of the
MIC2132 can be estimated using Equation 5-40,
Equation 5-41 and Equation 5-42.
Power dissipation in the MIC2132 is calculated in
Equation 5-40 when EXTVDD is not used.
EQUATION 5-40:
Power dissipation in the MIC2132 is calculated in
Equation 5-41 when EXTVDD is used.
EQUATION 5-41:
The junction temperature of the MIC2132 can be
estimated using Equation 5-42.
EQUATION 5-42:
Where:
VREF =0.6V
VOUT = VREF ×1 +
R1
R2
R2 =
VREF × R1
VOUT – VREF
Where:
∆VOUT(DROOP) = Change in Output Voltage with Load
∆IL(PK) = Total Change in Peak Inductor
Current for All Phases for a Given
Change in Load Current
RSENSE = Current Sense Resistance
VREF = Reference Voltage (0.6V typical)
VOUT = Output Voltage
RDROOP = Resistance of Droop Setting Resistor
Connected at the DROOP Pin
RFBB2 = Lower Bottom Feedback Resistance
Value
RLOADLINE =
VOUT(DROOP)
IL(PK)
VREF
VOUT
 × RSENSE
RDROOP
RFBB2
1 +
=
× 1 –
×
VREF
VOUT
Where:
IG(TOTAL) = Total Average Gate Drive Current for
All Phases
IQ = Quiescent Current of MIC2132
QG(HS1), QG(LS1) = Gate Charge of High-Side and
Low-Side MOSFETs in Phase 1
QG(HS2), QG(LS2) = Gate Charge of High-Side and
Low-Side MOSFETs in Phase 2
PIC = VIN × (IG(TOTAL) + IQ)
IG(TOTAL) = (QG(HS1) × QG(LS1) + QG(HS2) + QG(LS2))fSW
Where:
VEXTVDD = Voltage at EXTVDD Pin
(4.7V ≤ VEXTVDD ≤ 14V typically)
IG(TOTAL) = Total Average Gate Drive Current for All
Phases
IQ = Quiescent Current of MIC2132
PIC = VEXTVDD × (IG(TOTAL) + IQ)
Where:
TJ = Junction Temperature of MIC2132
TA = Ambient Temperature
PIC = Power Dissipation of MIC2132
JA = Junction-to-Ambient Thermal Resistance of
MIC2132 (34°C/W typical)
TJ = PIC × JA + TA



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