7-Bit, Programmable,
3-Phase, Mobile CPU
Synchronous Buck Controller
The APD3212/NCP3218/NCP3218G is a highly efficient,
multi−phase, synchronous buck switching regulator controller. With
its integrated drivers, the APD3212/NCP3218/NCP3218G is
optimized for converting the notebook battery voltage into the core
supply voltage required by high performance Intel processors. An
internal 7−bit DAC is used to read a VID code directly from the
processor and to set the CPU core voltage to a value within the range
of 0.3 V to 1.5 V. The APD3212/NCP3218/NCP3218G is
programmable for 1−, 2−, or 3−phase operation. The output signals
ensure interleaved 2− or 3−phase operation.
The APD3212/NCP3218/NCP3218G uses a multimode architecture
run at a programmable switching frequency and optimized for
efficiency depending on the output current requirement. The
APD3212/NCP3218/NCP3218G switches between single− and
multi−phase operation to maximize efficiency with all load conditions.
The chip includes a programmable load line slope function to adjust the
output voltage as a function of the load current so that the core voltage is
always optimally positioned for a load transient. The APD3212/
NCP3218/NCP3218G also provides accurate and reliable short−circuit
protection, adjustable current limiting, and a delayed power−good
output. The IC supports On−The−Fly (OTF) output voltage changes
requested by the CPU.
The APD3212/NCP3218/NCP3218G are specified over
the extended commercial temperature range of −40°C to
100°C. The ADP3212 is available in a 48−lead QFN 7x7mm
0.5mm pitch package. The NCP3218/NCP3218G is
available in a 48−lead QFN 6x6mm 0.4mm pitch package.
ADP3212/NCP3218 has 1.1 V Vboot Voltage, while
NCP3218G has 987.5 mV Vboot Voltage. Except for the
packages and Vboot Voltages, the APD3212/NCP3218/
NCP3218G are identical. APD3212/NCP3218/NCP3218G
are Halogen−Free, Pb−Free and RoHS compliant.
Features
• Single−Chip Solution
• Fully Compatible with the Intel
Specifications
®
IMVP−6.5t
• Selectable 1−, 2−, or 3−Phase Operation with Up to 1
MHz per Phase Switching Frequency
• Phase 1 and Phase 2 Integrated MOSFET Drivers
• Input Voltage Range of 3.3 V to 22 V
• Active Current Balancing Between Output Phases
• Independent Current Limit and Load Line Setting
Inputs for Additional Design Flexibility
• Built−In Power−Good Blanking Supports Voltage
Identification (VID) On−The−Fly (OTF) Transients
• 7−Bit, Digitally Programmable DAC with 0.3 V to
1.5 V Output
• Short−Circuit Protection with Programmable Latchoff
Delay
• Clock Enable Output Delays the CPU Clock Until the
Stresses exceeding Maximum Ratings may damage the device. Maximum Ratings are stress ratings only. Functional operation above the
Recommended Operating Conditions is not implied. Extended exposure to stresses above the Recommended Operating Conditions may affect
device reliability.
NOTE: This device is ESD sensitive. Use standard ESD precautions when handling.
CC1
, PV
CC2
CC
−0.3 to +6.0V
V
−0.3 to +28
−0.3 to +33
V
−0.3 to +22
−0.3 to +28
V
−1.0 to +22
−6.0 to +28
V
−0.3 to +6.0
−5.0 to +6.0
30.5°C/W
°C
300
260
PIN ASSIGNMENT
Pin No.MnemonicDescription
1ENEnable Input. Driving this pin low shuts down the chip, disables the driver outputs, pulls PWRGD and
2PWRGDPower−Good Output. Open−drain output. A low logic state means that the output voltage is outside of the
3IMONCurrent Monitor Output. This pin sources a current proportional to the output load current. A resistor to
4CLKENClock Enable Output. Open−drain output. A low logic state enables the CPU internal PLL clock to lock to
5FBRTNFeedback Return Input/Output. This pin remotely senses the CPU core voltage. It is also used as the
6FBVoltage Error Amplifier Feedback Input. The inverting input of the voltage error amplifier.
7COMPVoltage Error Amplifier Output and Frequency Compensation Point.
8TRDETTransient Detect Output. This pin is pulled low when a load release transient is detected. During repetitive
9VARFREQVariable Frequency Enable Input. A high logic state enables the PWM clock frequency to vary with VID code.
10VRTTVoltage Regulator Thermal Throttling Output. Logic high state indicates that the voltage regulator
VRTT low, and pulls CLKEN
VID DAC defined range.
FBRTN sets the current monitor gain.
the external clock.
ground return for the VID DAC and the voltage error amplifier blocks.
load transients at high frequencies, this circuit optimally positions the maximum and minimum output
voltage into a specified loadline window.
temperature at the remote sensing point exceeded a set alarm threshold level.
high.
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ADP3212, NCP3218, NCP3218G
PIN ASSIGNMENT
Pin No.DescriptionMnemonic
11TTSNSThermal Throttling Sense and Crowbar Disable Input. A resistor divider where the upper resistor is connected
12GNDAnalog and Digital Signal Ground.
13IREF
14RPMRPM Mode Timing Control Input. A resistor between this pin to ground sets the RPM mode turn−on
15RTMulti−phase Frequency Setting Input. An external resistor connected between this pin and GND sets the
16RAMPPWM Ramp Slope Setting Input. An external resistor from the converter input voltage node to this pin sets
17LLINEOutput Load Line Programming Input. The center point of a resistor divider between CSREF and
18CSREFCurrent Sense Reference Input. This pin must be connected to the common point of the output inductors.
19CSSUMCurrent Sense Summing Input. External resistors from each switch node to this pin sum the inductor
20CSCOMPCurrent Sense Compensation Point. A resistor and capacitor from this pin to CSSUM determine the gain of
21ILIMCurrent Limit Setpoint. An external resistor from this pin to CSCOMP sets the current limit threshold of the
22OD3Multi−phase Output Disable Logic Output. This pin is actively pulled low when the APD3212/NCP3218/
23PWM3Logic−Level PWM Output for phase 3. Connect to the input of an external MOSFET driver such as the
24SWFB3Current Balance Input for phase 3. Input for measuring the current level in phase 3. SWFB3 should be left
25BST2High−Side Bootstrap Supply for Phase 2. A capacitor from this pin to SW2 holds the bootstrapped voltage
26DRVH2High−Side Gate Drive Output for Phase 2.
27SW2Current Return for High−Side Gate Drive for phase 2.
28SWFB2Current Balance Input for phase 2. Input for measuring the current level in phase 2. SWFB2 should be left
29DRVL2Low−Side Gate Drive Output for Phase 2.
30PGNDLow−Side Driver Power Ground
31DRVL1Low−Side Gate Drive Output for Phase 1.
32PVCCPower Supply Input/Output of Low−Side Gate Drivers.
33SWFB1Current Balance Input for phase 1. Input for measuring the current level in phase 1.
34SW1Current Return For High−Side Gate Drive for phase 1.
35DRVH1High−Side Gate Drive Output for Phase 1.
36BST1High−Side Bootstrap Supply for Phase 1. A capacitor from this pin to SW1 holds the bootstrapped voltage
37VCCPower Supply Input/Output of the Controller.
38PH1Phase Number Configuration Input. Connect to VCC for 3 phase configuration.
39PH0Phase Number Configuration Input. Connect to GND for 1 phase configuration. Connect to VCC for
40DPRSLPDeeper Sleep Control Input.
41PSIPower State Indicator Input. Pulling this pin to GND forces the APD3212/NCP3218/NCP3218G to operate
42 to48VID6 to VID0Voltage Identification DAC Inputs. When in normal operation mode, the DAC output programs the FB
to VCC, the lower resistor (NTC thermistor) is connected to GND, and the center point is connected to this
pin and acts as a temperature sensor half bridge. Connecting TTSNS to GND disables the thermal throttling
function and disables the crowbar, or Overvoltage Protection (OVP), feature of the chip.
This pin sets the internal bias currents. A 80 kW resistor is connected from this pin to ground.
threshold voltage.
oscillator frequency of the device when operating in multi−phase PWM mode threshold of the converter.
the slope of the internal PWM stabilizing ramp used for phase−current balancing.
CSCOMP is connected to this pin to set the load line slope.
The node is shorted to GND through an internal switch when the chip is disabled to provide soft stop
transient control of the converter output voltage.
currents to provide total current information.
the current−sense amplifier and the positioning loop response time.
converter.
NCP3218G enters single−phase mode or during shutdown. Connect this pin to the SD inputs of the
Phase−3 MOSFET drivers.
ADP3611.
open for 1 or 2 phase configuration.
while the high−side MOSFET is on.
open for 1 phase configuration.
while the high−side MOSFET is on.
multi−phase configuration.
in single−phase mode.
regulation voltage from 0.3 V to 1.5 V (see Table 3).
1. All limits at temperature extremes are guaranteed via correlation using standard statistical quality control (SQC).
2. Guaranteed by design or bench characterization, not production tested.
3. Based on bench characterization data.
4. Timing is referenced to the 90% and 10% points, unless otherwise noted.
= 1.2000 V, TA = −40°C to 100°C, unless otherwise noted. (Note 1) Current entering a pin (sink current) has a positive sign.
DAC
ParameterUnitsMaxTypMinConditionsSymbol
BST = PVCC1.83.3
BST = PVCC1.02.0
DRVH
tf
DRVH
DRVH
BST = PVCC, CL = 3 nF, Figure 2
BST = PVCC, C
= 3 nF, Figure 2
L
BST = PVCC, Figure 2153040ns
EN = H, no switching
15
13
1.0
200
30
25
10
1.72.8
0.81.7
DRVL
tf
DRVL
DRVL
TOSW
OFFSW
CL = 3 nF, Figure 2
C
= 3 nF, Figure 2
L
CL = 3 nF, Figure 21130ns
DRVH = L, SW = 2.5 V100250350ns
EN = H, no switching
15
14
35
35
2.5V
1.0
10
170
EN = L or EN = H and DRVL = H4.06.08.0
W
W
ns
mA
W
W
ns
mA
W
DRVL
DRVH
(WITH RESPECT TO SW)
SW
tpdh
tf
DRVL
tr
DRVH
DRVH
V
TH
Figure 2. Timing Diagram (Note 4)
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9
V
TH
1.0 V
tf
tpdh
tr
DRVL
DRVH
DRVL
Page 10
3.3 V
ADP3212, NCP3218, NCP3218G
TEST CIRCUITS
7−BIT CODE
48
1
EN
PWRGD
1 kW
GND
80 kW
VID1
VID2
VID0
IMON
CLKEN
FBRTN
FB
COMP
TRDET
VARFREQ
VRTT
TTSNS
IREF
RPMRTRAMP
VID3
VID6
VID5
VID4
ADP3212
LLINE
CSREF
CSSUM
PSI
PH1
PH2
DPRSLP
SWFB1
PVCC
DRVL1
PGND
DRVL2
SWFB2
CSCOMP
ILIM
OD3
20 kW
100 nF
VCC
SW1
SW2
PWM3
SWFB3
5 V
BST1
DRVH1
DRVH2
BST2
39 kW
1 kW
1.0 V
5.0 V
100 nF
37
20
19
18
12
VCC
CSCOMP
CSSUM
CSREF
GND
Figure 3. Closed−Loop Output Voltage Accuracy
5.0 V
ADP3212
−
+
CSCOMP * 1.0 V
V
+
OS
40 V
10 kW
DV
1.0 V
VCC
37
COMP
7
FB
6
LLINE
17
CSREF
18
GND
12
DVFB+ FBDV+ DV * FB
ADP3212
−
+
VID DAC
DV+0mV
Figure 4. Current Sense Amplifier, V
OS
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Figure 5. Positioning Accuracy
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ADP3212, NCP3218, NCP3218G
TYPICAL PERFORMANCE CHARACTERISTICS
V
= 1.5 V, TA = 20°C to 100°C, unless otherwise noted.
VID
400
350
300
250
200
150
FREQUENCY (kHz)
100
PER PHASE SWITCHING
50
0
VARFREQ = 0 V
VARFREQ = 5 V
VID OUTPUT VOLTAGE (V)
Figure 6. Switching Frequency vs. VID Output
Voltage in PWM Mode
Output Voltage
1
RT = 187 kW
2 Phase Mode
1000
VID = 0.8125 V
SWITCHING FREQUENCY (kHz)
100
1.501.251.000.750.500.25
Figure 7. Per Phase Switching Frequency vs.
1
VID = 1.4125 V
VID = 1.2125 V
VID = 1.1 V
VID = 0.6125 V
100010010
Rt RESISTANCE (kW)
RT Resistance
Output Voltage
PWRGD
2
3
4
1: 0.5 V/div
2: 2 V/div
3: 5 V/div
4: 5 V/div
PWRGD
CLKEN
1 ms/div
EN
GPU Mode
2
3
4
1: 0.5 V/div
2: 2 V/div
3: 5 V/div
4: 5 V/div
EN
4 ms/div
CLKEN
CPU Mode
Figure 8. Startup in GPU ModeFigure 9. Startup in CPU Mode
Output Voltage
1
2
3
4
1: 0.5 V/div
2: 2 V/div
PWRGD
EN
3: 2 V/div
4: 2 V/div
CLKEN
200 ms/div
1 A Load
Figure 10. Shutdown
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ADP3212, NCP3218, NCP3218G
TYPICAL PERFORMANCE CHARACTERISTICS
V
= 1.5 V, TA = 20°C to 100°C, unless otherwise noted.
VID
1
2
3
4
SW1
SW2
SW3
DPRSLP
1: 10 V/div
2: 10 V/div
3: 10 V/div
4: 2 V/div
4 ms/div
1
2
3
4
PSI
1: 10 V/div
2: 10 V/div
3: 10 V/div
4: 0.5 V/div
SW1
SW2
SW3
4 ms/div
Figure 11. DPRSLP Transition with PSI = HighFigure 12. PSI Transition with DPRSLP = Low
SW1
SW1
1
SW2
2
SW3
3
1
SW2
2
SW3
3
4
DPRSLP
1: 10 V/div
2: 10 V/div
3: 10 V/div
4: 2 V/div
4
4 ms/div
PSI
1: 10 V/div
2: 10 V/div
3: 10 V/div
4: 0.5 V/div
4 ms/div
Figure 13. DPRSLP Transition with PSI = HighFigure 14. PSI Transition with DPRSLP = Low
1
2
3
4
1: 10 V/div
2: 10 V/div
SW1
SW2
SW3
3: 10 V/div
4: 2 V/div
DPRSLP
4 ms/div
1
2
3
4
1: 10 V/div
2: 10 V/div
SW2
SW3
3: 10 V/div
4: 2 V/div
DPRSLP
4 ms/div
Figure 15. DPRSLP Transition with PSI = LowFigure 16. DPRSLP Transition with PSI = Low
SW1
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ADP3212, NCP3218, NCP3218G
Theory of Operation
The APD3212/NCP3218/NCP3218G combines multi−mode
Pulse−Width Modulated (PWM) control and Ramp−Pulse
Modulated (RPM) control with multi−phase logic outputs
for use in single−, dual−phase, or triple−phase synchronous
buck CPU core supply power converters. The internal 7−bit
VID DAC conforms to the Intel IMVP−6.5 specifications.
Multi−phase operation is important for producing the high
currents and low voltages demanded by today’s
microprocessors. Handling high currents in a single−phase
converter would put too high of a thermal stress on system
components such as the inductors and MOSFETs.
The multimode control of the APD3212/NCP3218/
NCP3218G is a stable, high performance architecture that
includes
• Current and thermal balance between phases.
• High speed response at the lowest possible switching
frequency and minimal count of output decoupling
capacitors.
• Minimized thermal switching losses due to lower
frequency operation.
• High accuracy load line regulation.
• High current output by supporting 2−phase or 3−phase
operation.
• Reduced output ripple due to multi−phase ripple
cancellation.
• High power conversion efficiency with heavy and light
loads.
• Increased immunity from noise introduced by PC board
layout constraints.
• Ease of use due to independent component selection.
• Flexibility in design by allowing optimization for either
low cost or high performance.
Number of Phases
The number of operational phases can be set by the user.
Tying the PH1 pin to the GND pin forces the chip into
single−phase operation. Tying PH0 to GND and PH1 to
VCC forces the chip into 2−phase operation. Tying PH0 and
PH1 to VCC forces the chip in 3−phase operation. PH0 and
PH1 should be hard wired to VCC or GND. The
APD3212/NCP3218/NCP3218G switches between single
phase and multi−phase operation with PSI
optimize power conversion efficiency. Table 1 summarizes
PH0 and PH1.
Table 1. PHASE NUMBER CONFIGURATION
PH0PH1Number of Phases Configured
001
101 (GPU Mode)
012
113
In mulit−phase configuration, the timing relationship
between the phases is determined by internal circuitry that
and DPRSLP to
monitors the PWM outputs. Because each phase is
monitored independently, operation approaching 100%
duty cycle is possible. In addition, more than one output can
be active at a time, permitting overlapping phases.
Operation Modes
The number of phases can be static (see the Number of
Phases section) or dynamically controlled by system signals
to optimize the power conversion efficiency with heavy and
light loads.
If APD3212/NCP3218/NCP3218G is configured for
mulit−phase configuration, during a VID transient or with a
heavy load condition (indicated by DPRSLP being low and
PSI
being high), the APD3212/NCP3218/NCP3218G runs
in multi−phase, interleaved PWM mode to achieve minimal
output voltage ripple and the best transient
V
CORE
performance possible. If the load becomes light (indicated by
PSI
being low or DPRSLP being high), APD3212/
NCP3218/NCP3218G switches to single−phase mode to
maximize the power conversion efficiency.
In addition to changing the number of phases, the
APD3212/NCP3218/NCP3218G is also capable of
dynamically changing the control method. In dual−phase
operation, the APD3212/NCP3218/NCP3218G runs in
PWM mode, where the switching frequency is controlled by
the master clock. In single−phase operation (commanded by
the DPRSLP high state), the APD3212/NCP3218/
NCP3218G runs in RPM mode, where the switching
frequency is controlled by the ripple voltage appearing on
the COMP pin. In RPM mode, the DRVH1 pin is driven high
each time the COMP pin voltage rises to a voltage limit set
by the VID voltage and an external resistor connected
between the RPM pin and GND. In RPM mode, the
APD3212/NCP3218/NCP3218G turns off the low−side
(synchronous rectifier) MOSFET when the inductor current
drops to 0. Turning off the low−side MOSFETs at the zero
current crossing prevents reversed inductor current build up
and breaks synchronous operation of high− and low−side
switches. Due to the asynchronous operation, the switching
frequency becomes slower as the load current decreases,
resulting in good power conversion efficiency with very
light loads.
Table 2 summarizes how the APD3212/NCP3218/
NCP3218G dynamically changes the number of active
phases and transitions the operation mode based on system
signals and operating conditions.
GPU Mode
The APD3212/NCP3218/NCP3218G can be used to
power IMVP−6.5 GMCH. To configure the APD3212/
NCP3218/NCP3218G in GPU, connect PH1 to VCC and
connect PH0 to GND. In GPU mode, the
APD3212/NCP3218/NCP3218G operates in single phase
only. In GPU mode, the boot voltage is disabled. During
startup, the output voltage ramps up to the programmed VID
voltage. There is no other difference between GPU mode
and normal CPU mode.
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ADP3212, NCP3218, NCP3218G
Table 2. PHASE NUMBER AND OPERATION MODES (Note 1)
VID Transition
No.DPRSLP
PSI
(Note 2)
Current Limit
**Ye s*N [3,2 or 1]NPWM, CCM only
10No*N [3,2 or 1]NPWM, CCM only
00NoNo*1RPM, CCM only
00NoYe sN [3,2 or 1]NPWM, CCM only
*1NoNo*1RPM, automatic CCM/DCM
*1NoYe s*1PWM, CCM only
1. * = Don’t Care.
2. VID transient period is the time following any VID change, including entry into and exit from deeper sleep mode. The duration of VID transient
period is the same as that of PWRGD masking time.
3. CCM stands for continuous current mode, and DCM stands for discontinuous current mode.
No. of Phases
Selected by
the User
No. of Phases
in Operation
Operation Modes
(Note 3)
IR = AR x I
C
R
RAMP
1 V
COMP
30 mV
VRMP
400 ns
R
A
C
FB
FLIP−FLOP
FLIP−FLOP
Q
Q
R2R1
R2
FB
C
A
R
S
RD
S
RD
1 V
VDC
+
+
+
FBRTN
C
B
FB
Q
GATE DRIVER
BST1
VCC
BST
DRVH
IN
DCM
Q
DRVL
SW
DRVH1
SW1
DRVL1
SWFB1
100 W
R
L
I
LOAD
BST2
VCC
L
R
I
R1
GATE DRIVER
BST
DRVH
IN
SW
DCM
DRVL
DRVH2
SW2
DRVL2
SWFB2
–
V
CS
–
CSREF
100 W
+
LLINE
CSCOMP
CSSUM
R
CS
C
CS
R
PH
R
PH
Figure 17. Single−Phase RPM Mode Operation
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ADP3212, NCP3218, NCP3218G
IR = AR x I
C
R
A
D
IR = AR x I
C
R
A
D
IR = AR x I
C
R
RAMP
RAMP
RAMP
Clock
Oscillator
−
+
0.2 V
Clock
Oscillator
−
+
0.2 V
Clock
Oscillator
Gate Driver
Flip−Flop
QS
+
−
+
−
+
−
RD
Flip−Flop
Q
S
RD
Flip−Flop
S
RD
Q
DRVH
IN
DRVL
Gate Driver
DRVH
IN
DRVL
BST
SW
BST
SW
BST1
DRVH1
SW1
DRVL1
SWFB1
BST2
DRVH2
SW2
DRVL2
SWFB2
PWM3
VCC
100 W
VCC
100 W
Gate Driver
BST
DRVH
IN
SW
DRVL
L
R
L
L
R
L
VCC
L
R
L
LOAD
COMP
−
+
0.2 V
+
DAC
_
+
+
S
FB
−
R
A
C
A
C
FB
+
FBRTN
C
B
R
B
_
S
+
CSCOMP
LLINE
VCC
RAMP
A
D
Figure 18. 3−Phase PWM Mode Operation
Setting Switch Frequency
Master Clock Frequency in PWM Mode
When the APD3212/NCP3218/NCP3218G runs in
PWM, the clock frequency is set by an external resistor
connected from the RT pin to GND. The frequency is
constant at a given VID code but varies with the VID
voltage: the lower the VID voltage, the lower the clock
frequency. The variation of clock frequency with VID
voltage maintains constant V
ripple and improves
CORE
power conversion efficiency at lower VID voltages. Figure
SWFB3
CSREF
+
−
R
CS
C
CS
CSSUM
100 W
R
PH
R
PH
R
PH
7 shows the relationship between clock frequency and VID
voltage, parameterized by RT resistance.
To determine the switching frequency per phase, divide
the clock by the number of phases in use.
Switching Frequency in RPM Mode; Single−Phase
Operation
In single−phase RPM mode, the switching frequency is
controlled by the ripple voltage on the COMP pin, rather
than by the master clock. Each time the COMP pin voltage
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ADP3212, NCP3218, NCP3218G
exceeds the RPM pin voltage threshold level determined by
the VID voltage and the external resistor RPM resistor, an
internal ramp signal is started and DRVH1 is driven high.
The slew rate of the internal ramp is programmed by the
current entering the RAMP pin. One−third of the RAMP
current charges an internal ramp capacitor (5 pF typical) and
creates a ramp. When the internal ramp signal intercepts the
COMP voltage, the DRVH1 pin is reset low.
Differential Sensing of Output Voltage
The APD3212/NCP3218/NCP3218G combines differential
sensing with a high accuracy VID DAC, referenced by a
precision band gap source and a low offset error amplifier,
to meet the rigorous accuracy requirement of the Intel
IMVP−6.5 specification. In steady−state mode, the
combination of the VID DAC and error amplifier maintain
the output voltage for a worst−case scenario within ±8 mV
of the full operating output voltage and temperature range.
The CPU core output voltage is sensed between the FB
and FBRTN pins. FB should be connected through a resistor
to the positive regulation point; the VCC remote sensing pin
of the microprocessor. FBRTN should be connected directly
to the negative remote sensing point; the V
sensing point
SS
of the CPU. The internal VID DAC and precision voltage
reference are referenced to FBRTN and have a maximum
current of 200 mA for guaranteed accurate remote sensing.
Output Current Sensing
The APD3212/NCP3218/NCP3218G includes a
dedicated Current Sense Amplifier (CSA) to monitor the
total output current of the converter for proper voltage
positioning vs. load current and for over current detection.
Sensing the current delivered to the load is an inherently
more accurate method than detecting peak current or
sampling the current across a sense element, such as the
low−side MOSFET. The current sense amplifier can be
configured several ways, depending on system optimization
objectives, and the current information can be obtained by:
• Output inductor ESR sensing without the use of a
thermistor for the lowest cost.
• Output inductor ESR sensing with the use of a
thermistor that tracks inductor temperature to improve
accuracy.
• Discrete resistor sensing for the highest accuracy.
At the positive input of the CSA, the CSREF pin is
connected to the output voltage. At the negative input (that
is, the CSSUM pin of the CSA), signals from the sensing
element (in the case of inductor DCR sensing, signals from
the switch node side of the output inductors) are summed
together by series summing resistors. The feedback resistor
between the CSCOMP and CSSUM pins sets the gain of the
current sense amplifier, and a filter capacitor is placed in
parallel with this resistor. The current information is then
given as the voltage difference between the CSCOMP and
CSREF pins. This signal is used internally as a differential
input for the current limit comparator.
An additional resistor divider connected between the
CSCOMP and CSREF pins with the midpoint connected to
the LLINE pin can be used to set the load line required by the
microprocessor specification. The current information to set
the load line is then given as the voltage difference between
the LLINE and CSREF pins. This configuration allows the
load line slope to be set independent from the current limit
threshold. If the current limit threshold and load line do not
have to be set independently, the resistor divider between the
CSCOMP and CSREF pins can be omitted and the
CSCOMP pin can be connected directly to LLINE. To
disable voltage positioning entirely (that is, to set no load
line), LLINE should be tied to CSREF.
To provide the best accuracy for current sensing, the CSA
has a low offset input voltage and the sensing gain is set by
an external resistor ratio.
Active Impedance Control Mode
To control the dynamic output voltage droop as a function
of the output current, the signal that is proportional to the
total output current, converted from the voltage difference
between LLINE and CSREF, can be scaled to be equal to the
required droop voltage. This droop voltage is calculated by
multiplying the droop impedance of the regulator by the
output current. This value is used as the control voltage of
the PWM regulator. The droop voltage is subtracted from the
DAC reference output voltage, and the resulting voltage is
used as the voltage positioning set point. The arrangement
results in an enhanced feed forward response.
Current Control Mode and Thermal Balance
The APD3212/NCP3218/NCP3218G has individual
inputs for monitoring the current of each phase. The phase
current information is combined with an internal ramp to
create a current−balancing feedback system that is
optimized for initial current accuracy and dynamic thermal
balance. The current balance information is independent
from the total inductor current information used for voltage
positioning described in the Active Impedance Control
Mode section.
The magnitude of the internal ramp can be set so that the
transient response of the system is optimal. The
APD3212/NCP3218/NCP3218G monitors the supply
voltage to achieve feed forward control whenever the supply
voltage changes. A resistor connected from the power input
voltage rail to the RAMP pin determines the slope of the
internal PWM ramp. More detail about programming the
ramp is provided in the Application Information section.
External resistors are placed in series with the SWFB1,
SWFB2, and SWFB3 pins to create an intentional current
imbalance. Such a condition can exist when one phase has
better cooling and supports higher currents the other phases.
Resistors RSWSB1, RSWFB2, and RSWFB3 (see
Figure 25) can be used to adjust thermal balance. It is
recommended to add these resistors during the initial design
to make sure placeholders are provided in the layout.
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ADP3212, NCP3218, NCP3218G
To increase the current in any given phase, users should
make RSWFB for that phase larger (that is, RSWFB = 100 W
for the hottest phase and do not change it during balance
optimization). Increasing RSWFB to 150 W makes a
substantial increase in phase current. Increase each RSWFB
value by small amounts to achieve thermal balance starting
with the coolest phase.
If adjusting current balance between phases is not needed,
RSWFB should be 100 W for all phases.
VDC
R
SWFB2
VDC
Phase 1
Inductor
Phase 3
Inductor
VDC
Phase 2
Inductor
ADP3212
SWFB1
SWFB2
SWFB3
R
33
28
R
24
SWFB1
SWFB3
PWRGD range is monitored. To prevent a false alarm, the
power−good circuit is masked during various system
transitions, including a VID change and entrance into or exit
out of deeper sleep. The duration of the PWRGD mask is set
to approximately 130 ms by an internal timer. If the voltage
drop is greater than 200 mV during deeper sleep entry or
slow deeper sleep exit, the duration of PWRGD masking is
extended by the internal logic circuit.
Powerup Sequence and Soft−Start
The power−on ramp−up time of the output voltage is set
internally. The APD3212/NCP3218/NCP3218G steps
sequentially through each VID code until it reaches the boot
voltage. The powerup sequence, including the soft−start is
illustrated in Figure 20.
After EN is asserted high, the soft−start sequence starts.
The core voltage ramps up linearly to the boot voltage. The
APD3212/NCP3218/NCP3218G regulates at the boot
voltage for approximately 90 ms. After the boot time is over,
CLKEN
VID pins are ignored. 9 ms after CLKEN
is asserted low. Before CLKEN is asserted low, the
is asserted low,
PWRGD is asserted high.
VCC = 5 V
EN
Figure 19. Current Balance Resistors
Voltage Control Mode
A high−gain bandwidth error amplifier is used for the
voltage mode control loop. The non−inverting input voltage
is set via the 7−bit VID DAC. The VID codes are listed in
Table 3. The non−inverting input voltage is offset by the
droop voltage as a function of current, commonly known as
active voltage positioning. The output of the error amplifier
is the COMP pin, which sets the termination voltage of the
internal PWM ramps.
At the negative input, the FB pin is tied to the output sense
location using R
, a resistor for sensing and controlling the
B
output voltage at the remote sensing point. The main loop
compensation is incorporated in the feedback network
connected between the FB and COMP pins.
Power−Good Monitoring
The power−good comparator monitors the output voltage
via the CSREF pin. The PWRGD pin is an open−drain
output that can be pulled up through an external resistor to
a voltage rail; not necessarily the same VCC voltage rail that
is running the controller. A logic high level indicates that the
output voltage is within the voltage limits defined by a range
around the VID voltage setting. PWRGD goes low when the
output voltage is outside of this range.
Following the IMVP−6.5 specification, the PWRGD
range is defined to be 300 mV less than and 200 mV greater
than the actual VID DAC output voltage. For any DAC
voltage less than 300 mV, only the upper limit of the
V
BOOT
V
CORE
t
BOOT
CLKEN
t
CPU_PWRGD
PWRGD
Figure 20. Powerup Sequence of
APD3212/NCP3218/NCP3218G
Current Limit
The APD3212/NCP3218/NCP3218G compares the
differential output of a current sense amplifier to a
programmable current limit set point to provide the current
limiting function. The current limit threshold is set by the user
with a resistor connected from the ILIM pin to CSCOMP.
Changing VID On−The−Fly (OTF)
The APD3212/NCP3218/NCP3218G is designed to track
dynamically changing VID code. As a consequence, the
CPU VCC voltage can change without the need to reset the
controller or the CPU. This concept is commonly referred to
as VID OTF transient. A VID OTF can occur with either
light or heavy load conditions. The processor alerts the
controller that a VID change is occurring by changing the
VID inputs in LSB incremental steps from the start code to
the finish code. The change can be either upwards or
downwards steps.
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ADP3212, NCP3218, NCP3218G
When a VID input changes, the APD3212/NCP3218/
NCP3218G detects the change but ignores new code for a
minimum of 400 ns. This delay is required to prevent the
device from reacting to digital signal skew while the 7−bit
VID input code is in transition. Additionally, the VID
change triggers a PWRGD masking timer to prevent a
PWRGD failure. Each VID change resets and retriggers the
internal PWRGD masking timer.
As listed in Table 3, during a VID transient, the
APD3212/NCP3218/NCP3218G forces PWM mode
regardless of the state of the system input signals. For
example, this means that if the chip is configured as a
dual−phase controller but is running in single−phase mode
due to a light load condition, a current overload event causes
the chip to switch to dual−phase mode to share the excessive
load until the delayed current limit latchoff cycle terminates.
In user−set single−phase mode, the APD3212/NCP3218/
NCP3218G usually runs in RPM mode. When a VID
transition occurs, however, the APD3212/NCP3218/
NCP3218G switches to dual−phase PWM mode.
Light Load RPM DCM Operation
In single−phase normal mode, DPRSLP is pulled low and
the APD3208 operates in Continuous Conduction Mode
(CCM) over the entire load range. The upper and lower
MOSFETs run synchronously and in complementary phase.
See Figure 21 for the typical waveforms of the
APD3212/NCP3218/NCP3218G running in CCM with a 7
A load current.
4
2
OUTPUT VOLTAGE
20 mV/DIV
INDUCTOR CURRENT
5 A/DIV
SWITCH NODE 5 V/DIV
In DCM with a light load, the APD3212/NCP3218/
NCP3218G monitors the switch node voltage to determine
when to turn off the low−side FET. Figure 27 shows a typical
waveform in DCM with a 1 A load current. Between t
t
, the inductor current ramps down. The current flows
2
and
1
through the source drain of the low−side FET and creates a
voltage drop across the FET with a slightly negative switch
node. As the inductor current ramps down to 0 A, the switch
voltage approaches 0 V, as seen just before t
. When the
2
switch voltage is approximately −6 mV, the low−side FET is
turned off.
Figure 26 shows a small, dampened ringing at t
. This is
2
caused by the LC created from capacitance on the switch
node, including the C
of the FETs and the output inductor.
DS
This ringing is normal.
The APD3212/NCP3218/NCP3218G automatically goes
into DCM with a light load. Figure 27 shows the typical
DCM waveform of the APD3212/NCP3218/NCP3218G.
As the load increases, the APD3212/NCP3218/NCP3218G
enters into CCM. In DCM, frequency decreases with load
current. Figure 28 shows switching frequency vs. load
current for a typical design. In DCM, switching frequency
is a function of the inductor, load current, input voltage, and
output voltage.
Q1
INPUT
VOLTAGE
DRVH
DRVL
Figure 22. Buck Topology
ON
Q2
SWITCH
NODE
L
L
OUTPUT
VOLTAGE
C
LOAD
3
1
LOW−SIDE GATE DRIVE 5 V/DIV
400 ns/DIV
Figure 21. Single−Phase Waveforms in CCM
If DPRSLP is pulled high, the APD3212/NCP3218/
NCP3218G operates in RPM mode. If the load condition is
light, the chip enters Discontinuous Conduction Mode
(DCM). Figure 22 shows a typical single−phase buck with
one upper FET, one lower FET, an output inductor, an output
capacitor, and a load resistor. Figure 23 shows the path of the
inductor current with the upper FET on and the lower FET
off. In Figure 24, the high−side FET is off and the low−side
FET is on. In CCM, if one FET is on, its complementary FET
must be off; however, in DCM, both high− and low−side
FETs are off and no current flows into the inductor (see
Figure 25). Figure 26 shows the inductor current and switch
node voltage in DCM.
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OFF
Figure 23. Buck Topology Inductor Current
During t0 and t
OFF
ON
Figure 24. Buck Topology Inductor Current
During t
OFF
OFF
Figure 25. Buck Topology Inductor Current During
t
and t
2
18
L
and t
1
3
1
C
2
L
C
LOAD
LOAD
C
LOAD
Page 19
ADP3212, NCP3218, NCP3218G
Output Crowbar
To prevent the CPU and other external components from
damage due to overvoltage, the APD3212/NCP3218/
Inductor
Current
Switch
Node
Voltage
t0t
1
t
2
t3t
4
Figure 26. Inductor Current and Switch Node in DCM
4
OUTPUT VOLTAGE
20 mV/DIV
SWITCH NODE 5 V/DIV
2
INDUCTOR CURRENT
5 A/DIV
3
1
LOW−SIDE GATE DRIVE 5 V/DIV
2 μs/DIV
Figure 27. Single−Phase Waveforms in DCM with 1 A
Load Current
400
350
300
250
200
150
FREQUENCY (kHz)
100
50
9 V INPUT
19 V INPUT
0
014
24681012
LOAD CURRENT (A)
Figure 28. Single−Phase CCM/DCM Frequency vs.
Load Current
NCP3218G turns off the DRVH1 and DRVH2 outputs and
turns on the DRVL1 and DRVL2 outputs when the output
voltage exceeds the OVP threshold (1.55 V typical).
Turning on the low−side MOSFETs forces the output
capacitor to discharge and the current to reverse due to
current build up in the inductors. If the output overvoltage
is due to a drain−source short of the high−side MOSFET,
turning on the low−side MOSFET results in a crowbar
across the input voltage rail. The crowbar action blows the
fuse of the input rail, breaking the circuit and thus protecting
the microprocessor from destruction.
When the OVP feature is triggered, the APD3212/
NCP3218/NCP3218G is latched off. The latchoff function
can be reset by removing and reapplying VCC to the
APD3212/NCP3218/NCP3218G or by briefly pulling the
EN pin low.
Pulling TTSNS to less than 1.0 V disables the overvoltage
protection function. In this configuration, VRTT should be
tied to ground.
Reverse Voltage Protection
Very large reverse current in inductors can cause negative
V
voltage, which is harmful to the CPU and other
CORE
output components. The APD3212/NCP3218/NCP3218G
provides a Reverse Voltage Protection (RVP) function
without additional system cost. The V
monitored through the CSREF pin. When the CSREF pin
voltage drops to less than −300 mV, the APD3212/
NCP3218/NCP3218G triggers the RVP function by
disabling all PWM outputs and driving DRVL1 and DRVL2
low, thus turning off all MOSFETs. The reverse inductor
currents can be quickly reset to 0 by discharging the built−up
energy in the inductor into the input dc voltage source via the
forward−biased body diode of the high−side MOSFETs. The
RVP function is terminated when the CSREF pin voltage
returns to greater than −100 mV.
Sometimes the crowbar feature inadvertently causes
output reverse voltage because turning on the low−side
MOSFETs results in a very large reverse inductor current. To
prevent damage to the CPU caused from negative voltage,
the APD3212/NCP3218/NCP3218G maintains its RVP
monitoring function even after OVP latchoff. During OVP
latchoff, if the CSREF pin voltage drops to less than
−300 mV, the low−side MOSFETs is turned off. DRVL
outputs are allowed to turn back on when the CSREF voltage
recovers to greater than −100 mV.
Output Enable and UVLO
For the APD3212/NCP3218/NCP3218G to begin
switching, the VCC supply voltage to the controller must be
greater than the V
threshold and the EN pin must be
CCOK
driven high. If the VCC voltage is less than the V
threshold or the EN pin is a logic low, the
CORE
voltage is
CCUVLO
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ADP3212, NCP3218, NCP3218G
APD3212/NCP3218/NCP3218G shuts off. In shutdown
mode, the controller holds the PWM outputs low, shorts the
capacitors of the SS and PGDELAY pins to ground, and
drives the DRVH and DRVL outputs low.
The user must adhere to proper power−supply sequencing
during startup and shutdown of the APD3212/NCP3218/
NCP3218G. All input pins must be at ground prior to
removing or applying VCC, and all output pins should be
left in high impedance state while VCC is off.
TTSNS pin. An internal comparator circuit compares the
TTSNS voltage to half the VCC threshold and outputs a
logic level signal at the VRTT output when the temperature
trips the user−set alarm threshold. The VRTT output is
designed to drive an external transistor that in turn provides
the high current, open−drain VRTT signal required by the
IMVP−6.5 specification. The internal VRTT comparator
has a hysteresis of approximately 100 mV to prevent high
frequency oscillation of VRTT when the temperature
approaches the set alarm point.
Thermal Throttling Control
The APD3212/NCP3218/NCP3218G includes a thermal
monitoring circuit to detect whether the temperature of the
VR has exceeded a user−defined thermal throttling
threshold. The thermal monitoring circuit requires an
external resistor divider connected between the VCC pin
and GND. The divider consists of an NTC thermistor and a
resistor. To generate a voltage that is proportional to
Output Current Monitor
The APD3212/NCP3218/NCP3218G has an output
current monitor. The IMON pin sources a current
proportional to the inductor current. A resistor from IMON
pin to FBRTN sets the gain. A 0.1 mF is added in parallel with
to filter the inductor ripple. The IMON pin is clamped
R
MON
to prevent it from going above 1.15 V.
temperature, the midpoint of the divider is connected to the
Table 3. VID CODE TABLE
VID6VID5VID4VID3VID2VID1VID0Output (V)
00000001.5000 V
00000001.5000 V
00000011.4875 V
00000101.4750 V
00000111.4625 V
00001001.4500 V
00001011.4375 V
00001101.4250 V
00001111.4125 V
00010001.4000 V
00010011.3875 V
00010101.3750 V
00010111.3625 V
00011001.3500 V
00011011.3375 V
00011101.3250 V
00011111.3125 V
00100001.3000 V
00100011.2875 V
00100101.2750 V
00100111.2625 V
00101001.2500 V
00101011.2375 V
00101101.2250 V
00101111.2125 V
00110001.2000 V
00110011.1875 V
00110101.1750 V
00110111.1625 V
00111001.1500 V
00111011.1375 V
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ADP3212, NCP3218, NCP3218G
Table 3. VID CODE TABLE (continued)
VID6Output (V)VID0VID1VID2VID3VID4VID5
00111101.1250 V
00111111.1125 V
01000001.1000 V
01000011.0875 V
01000101.0750 V
01000111.0625 V
01001001.0500 V
01001011.0375 V
01001101.0250 V
01001111.0125 V
01010001.0000 V
01010010.9875 V
01010100.9750 V
01010110.9625 V
01011000.9500 V
01011010.9375 V
01011100.9250 V
01011110.9125 V
01100000.9000 V
01100010.8875 V
01100100.8750 V
01100110.8625 V
01101000.8500 V
01101010.8375 V
01101100.8250 V
01101110.8125 V
01110000.8000 V
01110010.7875 V
01110100.7750 V
01110110.7625 V
01111000.7500 V
01111010.7375 V
01111100.7250 V
01111110.7125 V
10000000.7000 V
10000010.6875 V
10000100.6750 V
10000110.6625 V
10001000.6500 V
10001010.6375 V
10001100.6250 V
10001110.6125 V
10010000.6000 V
10010010.5875 V
10010100.5750 V
10010110.5625 V
10011000.5500 V
10011010.5375 V
10011100.5250 V
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ADP3212, NCP3218, NCP3218G
Table 3. VID CODE TABLE (continued)
VID6Output (V)VID0VID1VID2VID3VID4VID5
10011110.5125 V
10100000.5000 V
10100010.4875 V
10100100.4750 V
10100110.4625 V
10101000.4500 V
10101010.4375 V
10101100.4250 V
10101110.4125 V
10110000.4000 V
10110010.3875 V
10110100.3750 V
10110110.3625 V
10111000.3500 V
10111010.3375 V
10111100.3250 V
10111110.3125 V
11000000.3000 V
11000010.2875 V
11000100.2750 V
11000110.2625 V
11001000.2500 V
11001010.2375 V
11001100.2250 V
11001110.2125 V
11010000.2000 V
11010010.1875 V
11010100.1750 V
11010110.1625 V
11011000.1500 V
11011010.1375 V
11011100.1250 V
11011110.1125 V
11100000.1000 V
11100010.0875 V
11100100.0750 V
11100110.0625 V
11101000.0500 V
11101010.0375 V
11101100.0250 V
11101110.0125 V
11110000.0000 V
11110010.0000 V
11110100.0000 V
11110110.0000 V
11111000.0000 V
11111010.0000 V
11111100.0000 V
11111110.0000 V
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VSSSense
VSSSense
SHORTPIN
VCCSense
1
R50
100
VCCSense
2
2
C3310 mF
2
C34
2
C35
2
C36
2
C37
2
C3810 mF
2
C39
2
C40
2
C41
2
C42
2
C43
2
C44
2
C4510 mF
2
C46
2
C47
2
JP1
C4810 mF
2
12
C49
2
C5010 mF
2
C5110 mF
2
C52
2
C5310 mF
2
C54
2
C5510 mF
C5610 mF
C57
C58
C59
C60
C6110 mF
C62
C6310 mF
C64
VCC(core) RTN
100
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
12
12
12
12
12
12
12
12
12
1
R10
VSS_S
2
VCC(core)
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10 mF
10
mF
10 mF
10 mF
C65
2
330 mF
C66
2
330 mF
C67
2
DNP
C68
2
DNP
C69
2
330 mF
C70
2
330 mF
1
J6
VCC_S
1n
C14
12
12
12
73.2 k
12
220kTHERMISTOR 5%
Up to 32 pieces of MLCC, X5R, 0805, 6.3 V.
4 pieces of Panasonic SP CAP (SD) or Sanyo POSCAP.
1
1
1
1
1
1
1
J5
CSREF
J7
CON2
1 2
12
12
R19
C12
150p
C13
1
1.5n
165 k
R21
2
R22
R23
Place R23 close to
output inductor of
phase 1.
VCC
ADP3611
U13
DRVL
3
2
1
Q22
NTMFS4821N
C79
2
1
DNP
D9
DNP
0.45 mH/ESR =
1.1 mW
PH3_CS+
1
Note 2
2
CSREF
R20
12
DNP
12
0
R52
R63
R51 DNP
1
1
DNP
DNP
2
2
PH3_CS+
54321
CROWBAR
DRVLSD
SD
DRVH
GND
SW
6
8
7
9
4
5
6
7
8
3
2
1
Q20
NTMFS4821N
R57
1
2
C
DNP
12
SW3
SW3
1
L3
2
R64 10
RS3 DNP
1
1
JP4
2
DNP
R65
1
2
VCORE
2
Note 3
ADP3212, NCP3218, NCP3218G
C6
1
1.65 k
R12
2
1
C7
2
12
R13
12p
C8
7
8
9
TRDET
COMP
ADP3212
LFCSP48
PGND
DRVL2
28
30
29
12
100 W
4
3
2
1
C29
12
DNPD8
R54
10
12
Note 2
CSREF
12
R31
DNP
1
2
390 pF
39.2 k
12
6
FB
DRVL1
31
C15
VDC
12
R18
0
1n
12
C11
R26
R25 115 k
1
1
115 k
2
2
IN
4.7 mF/
BST
16 V
X5R
(1206)
10
C14
12
R42
12
0
C78
12
0.47 m
4
5
6
7
8
C103
12
1n
1
C21
J26
12
10 mF
C30
12
10 mF
C31
12
PH3 VCORE cut
10 mF
C32
1
2
10 mF
1
2
V5S
12
DNP
R73
12
0
R74
R27
2
80.6 k
R15
2
280 k
R16
2
402 k
R17
280 k
R24
1
115 k
2
NTMFS4821N
VDC
V5S
1
1
1
12
R14
2
1
4.53 k
100 W
SW3
5
6
7
8
NTMFS4821N
Q8
C102
1
1n
1
10 mF
1
10 mF
1
10 mF
C26
1
10 mF
VDC
J3
COMP
J2
TRDET
860 pF
TTSense
13
IREF
14
RPM
15
RT
16
RAMP
17
LLINE
18
CSREF
19
CSSUM
20
CSCOMP
21
ILIM
22
OD3
23
PWM3
24
SWFB3
12
R66
R33
12
C22
12
0.47 m
4
Q7
2
C23
2
C24
2
C25
2
2
PH2 VCORE cut
1
1
R68
1
2
C104
69.8 k
12
R67
1
2
4.99 k
VRTT
11
12
VRTT10TTSNS
GND
VARFREQ
SWFB2
DRVH2
BST2
SW2
27
26
25
R62
0
5
6
7
8
3
Q9
2
1
NTMFS4846N
R56
12
B
DNP
DNP
12
1
SW2
J9
1
NEC Tokin MPCG10LR45
L2
0.45 mH/ESR = 1.1 mW
2
(Optional)
1
RS2 DNP
12
JP3
2
VCORE
1
330p
0
2
5
FBRTN
PVCC
32
R61
4.7 mF
12
CSREF
R11
1
2
C5
1n
3
4
IMON
PWRGD
CLKEN
SWFB1
DRVH1
SW1
34
33
12
100 W
4
3
2
1
Q4
NTMFS4846N
C28
1
2
A
DNP
D5
R53
10
12
Note 2
12
R30
DNP
CLKEN#
1
J22
PWRGD
VR_ON
0.1 m
C4
1
2
EN
VID0
VID1
VID2
VID3
VID4
VID5
VID6
PSI
DPRSLP
PH0
PH1
VCC
BST1
36
35
5
6
7
8
R55
12
DNP
12
DNP
1
SW1
J8
L1
(Optional)
RS1 DNP
12
1
R46
IMON
1
V3.3S
J24
spot of the board.
R45
3 k
PWRGD
3 k
2
1
J23
R60
2
1
1
7.50 k
2
U1
48
VID0
47
VID1
46
VID2
45
VID3
44
VID4
43
VID5
42
VID6
41
PSI
40
DPRSLPVR
39
38
37
2
C3
1
2
R8
0
4
10 mF
10 mF
12
12
C16
C101
2
1n
2
C17
10 mF
2
C18
10 mF
C19
C20
5
6
Q2
7
NTMFS4821N
8
1
1
1
12
12
10
1
VDC
1 mF/16 V
X7R(0805)
R32
0.47 m
3
2
1
1
NEC Tokin MPCG10LR45
0.45 mH/ESR = 1.1 mW
2
PH1 VCORE cut
12
12
JP2
IMVP−6.5 solution for Penryn
processor: 3−phase/55−65 A
Thermistor R4 should be
placed close to the hot
R4
100 k
Therm..
5%
12
C1
10n
X7R
DNP
12
R69
R70
DNP
1
2
R72
R71
V5S
12
0
0
R1
7.32 k
TTSense
12
12
12
V5S
Figure 29. Typical Dual−Phase Application Circuit
http://onsemi.com
23
Page 24
ADP3212, NCP3218, NCP3218G
Application Information
The design parameters for a typical IMVP−6.5−compliant
CPU core VR application are as follows:
• Maximum input voltage (V
• Minimum input voltage (V
• Output voltage by VID setting (V
• Maximum output current (I
• Droop resistance (R
) = 1.9 mW
O
• Nominal output voltage at 40 A load (V
INMAX
INMIN
) = 52 A
O
) = 19 V
) = 8.0 V
) = 1.05 V
VID
OFL
) = 0.9512 V
• Static output voltage drop from no load to full load
(DV) = V
• Maximum output current step (DI
ONL
− V
= 1.05 V − 0.9512 V = 98 mV
OFL
) = 52 A
O
• Number of phases (n) = 2
• Switching frequency per phase (ƒ
• Duty cycle at maximum input voltage (D
• Duty cycle at minimum input voltage (D
Setting the Clock Frequency for PWM
In PWM operation, the APD3212/NCP3218/NCP3218G
uses a fixed−frequency control architecture. The frequency
is set by an external timing resistor (RT). The clock
frequency and the number of phases determine the switching
frequency per phase, which relates directly to the switching
losses and the sizes of the inductors and input and output
capacitors. For a dual−phase design, a clock frequency of
600 kHz sets the switching frequency to 300 kHz per phase.
This selection represents the trade−off between the
switching losses and the minimum sizes of the output filter
components. To achieve a 600 kHz oscillator frequency at a
VID voltage of 1.2 V, RT must be 181 kW. Alternatively, the
value for RT can be calculated by using the following
equation:
V
) 1.0 V
RT+
where:
9 pF and 16 kW are internal IC component values.
V
is the VID voltage in volts.
VID
n is the number of phases.
ƒ
is the switching frequency in hertz for each phase.
SW
For good initial accuracy and frequency stability, it is
recommended to use a 1% resistor.
When VARFREQ pin is connected to ground, the
switching frequency does not change with VID. The value
for RT can be calculated by using the following equation.
RT+
Setting the Switching Frequency for
RPM Operation of Phase 1
During the RPM operation of Phase 1, the APD3212/
NCP3218/NCP3218G runs in pseudoconstant frequency if
the load current is high enough for continuous current mode.
VID
2 n f
n 2 f
SW
1.0 V
SW
9pF
9pF
) = 300 kHz
SW
* 16 kW
* 16 kW
) = 0.13 V
MAX
) = 0.055 V
MIN
(eq. 1)
(eq. 2)
While in DCM, the switching frequency is reduced with the
load current in a linear manner.
To save power with light loads, lower switching frequency
is usually preferred during RPM operation. However, the
V
ripple specification of IMVP−6.5 sets a limitation
CORE
for the lowest switching frequency. Therefore, depending on
the inductor and output capacitors, the switching frequency
in RPM can be equal to, greater than, or less than its
counterpart in PWM.
A resistor from RPM to GND sets the pseudo constant
frequency as following:
R
RPM
+
V
2 R
VID
) 1.0 V
AR (1 * D) V
T
RR CR f
SW
VID
* 0.5 kW
(eq. 3)
where:
is the internal ramp amplifier gain.
A
R
C
is the internal ramp capacitor value.
R
R
is an external resistor on the RAMPADJ pin to set the
R
internal ramp magnitude.
Soft Start and Current Limit Latch−Off Delay Times
Inductor Selection
The choice of inductance determines the ripple current of
the inductor. Less inductance results in more ripple current,
which increases the output ripple voltage and the conduction
losses in the MOSFETs. However, this allows the use of
smaller−size inductors, and for a specified peak−to−peak
transient deviation, it allows less total output capacitance.
Conversely, a higher inductance results in lower ripple
current and reduced conduction losses, but it requires
larger−size inductors and more output capacitance for the
same peak−to−peak transient deviation. For a multi−phase
converter, the practical value for peak−to−peak inductor
ripple current is less than 50% of the maximum dc current
of that inductor. Equation 4 shows the relationship between
the inductance, oscillator frequency, and peak−to−peak
ripple current. Equation 5 can be used to determine the
minimum inductance based on a given output ripple voltage.
V
IR+
L w
(1 * D
VID
f
L
SW
V
RO ǒ1 * (n D
VID
fSW V
MIN
RIPPLE
)
Ǔ
)
MIN
(eq. 4)
(eq. 5)
Solving Equation 5 for a 16 mV peak−to−peak output
ripple voltage yields:
1.05 V 1.9 mW (1 * 2 0.055)
L w
300 kHz 16 mV
+ 528 nH
If the resultant ripple voltage is less than the initially
selected value, the inductor can be changed to a smaller
value until the ripple value is met. This iteration allows
optimal transient response and minimum output decoupling.
The smallest possible inductor should be used to minimize
the number of output capacitors. Choosing a 490 nH
inductor is a good choice for a starting point, and it provides
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24
Page 25
ADP3212, NCP3218, NCP3218G
a calculated ripple current of 9.0 A. The inductor should not
saturate at the peak current of 24.5 A, and it should be able
to handle the sum of the power dissipation caused by the
winding’s average current (20 A) plus the ac core loss. In this
example, 330 nH is used.
Another important factor in the inductor design is the
DCR, which is used for measuring the phase currents. Too
large of a DCR causes excessive power losses, whereas too
small of a value leads to increased measurement error. For
this example, an inductor with a DCR of 0.8 mW is used.
Selecting a Standard Inductor
After the inductance and DCR are known, select a
standard inductor that best meets the overall design goals. It
is also important to specify the inductance and DCR
tolerance to maintain the accuracy of the system. Using 20%
tolerance for the inductance and 15% for the DCR at room
temperature are reasonable values that most manufacturers
can meet.
Power Inductor Manufacturers
The following companies provide surface−mount power
inductors optimized for high power applications upon
request:
• Vishay Dale Electronics, Inc.
(605) 665−9301
• Panasonic
(714) 373−7334
• Sumida Electric Company
(847) 545−6700
• NEC Tokin Corporation
(510) 324−4110
Output Droop Resistance
The design requires that the regulator output voltage
measured at the CPU pins decreases when the output current
increases. The specified voltage drop corresponds to the
droop resistance (R
The output current is measured by summing the currents
of the resistors monitoring the voltage across each inductor
and by passing the signal through a low−pass filter. The
summing is implemented by the CS amplifier that is
).
O
configured with resistor R
(summer) and resistors R
PH(x)
CS
and CCS (filters). The output resistance of the regulator is set
by the following equations:
R
RO+
CCS+
where R
Either R
CS
is the DCR of the output inductors.
SENSE
or R
PH(x)
Due to the current drive ability of the CSCOMP pin, the R
CS
R
PH(x)
R
SENSE
R
L
SENSE
R
CS
(eq. 6)
(eq. 7)
can be chosen for added flexibility.
CS
resistance should be greater than 100 kW. For example,
initially select R
Equation 7 to solve for C
CCS+
to be equal to 200 kW, and then use
CS
:
CS
330 nH
0.8 mW 200 kW
+ 2.1 nF
If CCS is not a standard capacitance, RCS can be tuned. For
example, if the optimal C
capacitance is 1.5 nF, adjust R
CS
CS
to 280 kW. For best accuracy, CCS should be a 5% NPO
capacitor. In this example, a 220 kW is used for R
CS
to
achieve optimal results.
Next, solve for R
by rearranging Equation 6 as
PH(x)
follows:
w
0.8 mW
2.1 mW
220 kW + 83.8 kW
is 86.6 kW.
PH(x)
R
PH(x)
The standard 1% resistor for R
Inductor DCR Temperature Correction
If the DCR of the inductor is used as a sense element and
copper wire is the source of the DCR, the temperature
changes associated with the inductor’s winding must be
compensated for. Fortunately, copper has a well−known
Temperature Coefficient (TC) of 0.39%/°C.
If R
is designed to have an opposite but equal
CS
percentage of change in resistance, it cancels the
temperature variation of the inductor’s DCR. Due to the
nonlinear nature of NTC thermistors, series resistors R
and R
(see Figure 30) are needed to linearize the NTC and
CS2
CS1
produce the desired temperature coefficient tracking.
Keep This Path As Short
As Possible And Well Away
From Switch Node Lines
PH2
To V
Sense
OUT
R
PH3
Page 26
ADP3212, NCP3218, NCP3218G
The following procedure and expressions yield values for
R
, R
CS1
given R
, and RTH (the thermistor value at 25°C) for a
CS2
value.
CS
1. Select an NTC to be used based on its type and
value. Because the value needed is not yet
determined, start with a thermistor with a value
close to R
and an NTC with an initial tolerance
CS
of better than 5%.
2. Find the relative resistance value of the NTC at
two temperatures. The appropriate temperatures
will depend on the type of NTC, but 50°C and
90°C have been shown to work well for most types
of NTCs. The resistance values are called A (A is
R
(50°C)/RTH(25°C)) and B (B is
TH
R
(90°C)/RTH(25°C)). Note that the relative
TH
value of the NTC is always 1 at 25°C.
3. Find the relative value of R
required for each of
CS
the two temperatures. The relative value of R
based on the percentage of change needed, which
is initially assumed to be 0.39%/°C in this
example.
The relative values are called r
(T
− 25))) and r2 (r2 is 1/(1 + TC × (T2 − 25))),
1
where TC is 0.0039, T
is 50°C, and T2 is 90°C.
1
4. Compute the relative values for r
(r1 is 1/(1+ TC ×
1
, r
CS2
, and r
CS1
by using the following equations:
r
(A−B) r1 r2* A (1−B) r2) B (1−A) r
+
CS2
A (1 * B) r1* B (1 * A) r2* (A * B)
1*r
1*r
1
1
CS2
(1 * A)
*
CS2
1
*
r
r
1
1
CS1
*r
A
CS2
r
CS1
rTH+
+
(eq. 8)
5. Calculate RTH = rTH × RCS, and then select a
thermistor of the closest value available. In
addition, compute a scaling factor k based on the
ratio of the actual thermistor value used relative to
the computed one:
R
k +
R
TH(ACTUAL)
TH(CALCULATED)
(eq. 9)
CS
6. Calculate values for R
CS1
and R
by using the
CS2
following equations:
R
+ RCS k r
CS1
R
+ RCS ǒ(1 * k) ) (k r
CS2
CS1
CS2
(eq. 10)
Ǔ
)
For example, if a thermistor value of 100 kW is selected
in Step 1, an available 0603−size thermistor with a value
close to R
is the Vishay NTHS0603N04 NTC thermistor,
CS
which has resistance values of A = 0.3359 and B = 0.0771.
Using the equations in Step 4, r
and r
is 1.094. Solving for rTH yields 241 kW, so a
TH
is 0.359, r
CS1
is 0.729,
CS2
thermistor of 220 kW would be a reasonable selection,
making k equal to 0.913. Finally, R
CS1
and R
are found
CS2
to be 72.1 kW and 166 kW. Choosing the closest 1% resistor
yields 165 kW. To correct for this approximation,
CS2
.
CS1
Selection
OUT
is
for R
73.3 kW is used for R
C
The required output decoupling for processors and
platforms is typically recommended by Intel. For systems
containing both bulk and ceramic capacitors, however, the
following guidelines can be a helpful supplement.
Select the number of ceramics and determine the total
ceramic capacitance (C
TH
1
type of capacitors used. Keep in mind that the best location
to place ceramic capacitors is inside the socket; however, the
physical limit is twenty 0805−size pieces inside the socket.
Additional ceramic capacitors can be placed along the outer
). This is based on the number and
Z
edge of the socket. A combined ceramic capacitor value of
200 mF to 300 mF is recommended and is usually composed
of multiple 10 mF or 22 mF capacitors.
Ensure that the total amount of bulk capacitance (C
) is
X
within its limits. The upper limit is dependent on the VID
OTF output voltage stepping (voltage step, V
with error of V
); the lower limit is based on meeting the
ERR
, in time, tV,
V
critical capacitance for load release at a given maximum load
step, DI
specification allows a maximum V
(V
OSMAX
. The current version of the IMVP−6.5
O
overshoot
CORE
) of 10 mV more than the VID voltage for a
step−off load current.
C
X(MIN)
ȡ
ȧ
w
ȧ
n ǒRO)
Ȣ
L DI
V
OSMAX
DI
O
Ǔ
V
O
VID
* C
ȣ
ȧ
Z
ȧ
Ȥ
(eq. 11)
C
X(MAX)
v
L
2
R
n k
http://onsemi.com
V
2
V
VID
O
where k + − ln
26
ȡ
V
Ǹ
ȧ
1 )ǒt
V
v
Ȣ
V
ERR
ǒ
Ǔ
V
V
VID
V
V
n k R
L
2
O
ȣ
Ǔ
* 1
* C
ȧ
Z
Ȥ
(eq. 12)
Page 27
ADP3212, NCP3218, NCP3218G
To meet the conditions of these expressions and the
transient response, the ESR of the bulk capacitor bank (R
should be less than two times the droop resistance, R
C
the VID OTF and/or the deeper sleep exit specifications and
may require less inductance or more phases. In addition, the
switching frequency may have to be increased to maintain
the output ripple.
capacitors (CZ = 300 mF) are used, the fastest VID voltage
change is when the device exits deeper sleep, during which
the V
10 mV. If k = 3.1, solving for the bulk capacitance yields
C
C
ǒ
+ 21 mF
ESR of 7 mW each yields C
enough to limit the high frequency ringing during a load
change. This is tested using:
Q is limited to the square root of 2 to ensure a critically
damped system.
L
enough to avoid ringing during a load change. If the L
the chosen bulk capacitor bank is too large, the number of
ceramic capacitors may need to be increased to prevent
excessive ringing.
capacitor design can be used if the conditions of
Equations 11, 12, and 13 are satisfied.
Power MOSFETs
power MOSFETs are selected for two high−side switches
and two or three low−side switches per phase. The main
selection parameters for the power MOSFETs are V
Q
gate driver is 5.0 V, logic−level threshold MOSFETs must be
used.
requirement for the low−side (synchronous) MOSFETs. In
is greater than C
X(MIN)
For example, if 30 pieces of 10 mF, 0805−size MLC
change is 220 mV in 22 ms with a setting error of
CORE
w
X(MIN)
ȡ
ȧ
2
Ȣ
X(MAX)
Ǹ
1 )
Using six 330 mF Panasonic SP capacitors with a typical
Ensure that the ESL of the bulk capacitors (L
LXv CZ R
LXv 300 mF (2.1 mW)2 2 + 2nH
where:
is about 150 pH for the six SP capacitors, which is low
X
For this multimode control technique, an all ceramic
For typical 20 A per phase applications, the N−channel
, C
G
ISS
The maximum output current, IO, determines the R
330 nH 27.9 A
ǒ
2.1 mW )
v
2 3.1
22ms 1.4375V 2 3.1 2.1mW
ǒ
, C
RSS
10 mV
27.9 A
330 nH 220 mV
2
(2.1 mW)2 1.4375 V
220 mV 490 nH
2
Q
O
, and R
DS(ON)
, the system does not meet
X(MAX)
ȣ
* 300 mF
Ǔ
1.4375 V
= 1.98 mF and RX = 1.2 mW.
X
2
. Because the voltage of the
2
Ǔ
ȧ
Ȥ
−1Ǔ−300 mF
. If the
O
+ 1.0 mF
) is low
X
(eq. 13)
X
GS(TH)
DS(ON)
X
of
the APD3212/NCP3218/NCP3218G, currents are balanced
between phases; the current in each low−side MOSFET is
)
the output current divided by the total number of MOSFETs
(n
). With conduction losses being dominant, the following
SF
expression shows the total power that is dissipated in each
synchronous MOSFET in terms of the ripple current per
phase (I
PSF+ (1−D)
D is the duty cycle and is approximately the output voltage
divided by the input voltage.
I
R
approximately
allowed power dissipation, the user can calculate the
required R
8−lead SOIC compatible MOSFETs, the junction−to−
ambient (PCB) thermal impedance is 50°C/W. In the worst
case, the PCB temperature is 70°C to 80°C during heavy
load operation of the notebook, and a safe limit for P
about 0.8 W to 1.0 W at 120°C junction temperature.
Therefore, for this example (40 A maximum), the R
MOSFET is less than 8.5 mW for two pieces of low−side
MOSFETs. This R
about 120°C; therefore, the R
less than 6 mW at room temperature, or 8.5 mW at high
temperature.
is the input capacitance and feedback capacitance. The ratio
of the feedback to input must be small (less than 10% is
recommended) to prevent accidentally turning on the
synchronous MOSFETs when the switch node goes high.
two main power dissipation components: conduction losses
and switching losses. Switching loss is related to the time for
the main MOSFET to turn on and off and to the current and
voltage that are being switched. Basing the switching speed
on the rise and fall times of the gate driver impedance and
MOSFET input capacitance, the following expression
provides an approximate value for the switching loss per
main MOSFET:
,
nMF is the total number of main MOSFETs.
R
G
C
ISS
) and the average total output current (IO):
R
2
I
O
ǒ
Ǔ
ƪ
where:
is the inductor peak−to−peak ripple current and is
IR+
Knowing the maximum output current and the maximum
for the MOSFET. For 8−lead SOIC or
DS(ON)
DS(SF)
Another important factor for the synchronous MOSFET
The high−side (main) MOSFET must be able to handle
P
+ 2 fSW
S(MF)
where:
is the total gate resistance.
is the input capacitance of the main MOSFET.
)
n
SF
(1 * D) V
L f
is also at a junction temperature of
DS(SF)
VDC I
n
MF
n I
12
1
SW
O
R
ǒ
n
SF
OUT
per MOSFET should be
RG
2
Ǔ
R
ƫ
DS(SF)
(eq. 14)
is
SF
per
DS(SF)
n
MF
C
ISS
n
(eq. 15)
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27
Page 28
ADP3212, NCP3218, NCP3218G
The most effective way to reduce switching loss is to use
lower gate capacitance devices.
The conduction loss of the main MOSFET is given by the
following equation:
2
P
C(MF)
+ D
where R
I
O
ǒ
Ǔ
ƪ
DS(MF)
)
n
MF
is the on resistance of the MOSFET.
12
n I
1
ǒ
Typically, a user wants the highest speed (low C
2
R
Ǔ
R
ƫ
n
MF
DS(MF)
(eq. 16)
ISS
device for a main MOSFET, but such a device usually has
higher on resistance. Therefore, the user must select a device
that meets the total power dissipation (about 0.8 W to 1.0 W
for an 8−lead SOIC) when combining the switching and
conduction losses.
For example, an IRF7821 device can be selected as the
main MOSFET (four in total; that is, n
= 4), with
MF
approximately
= 1010 pF (maximum) and R
C
ISS
(maximum at T
= 120°C), and an IR7832 device can be
J
DS(MF)
= 18 mW
selected as the synchronous MOSFET (four in total; that is,
n
= 4), with
SF
R
power dissipation per MOSFET at I
= 6.7 mW (maximum at TJ = 120°C). Solving for the
DS(SF)
= 40 A and IR = 9.0 A
O
yields 630 mW for each synchronous MOSFET and
590 mW for each main MOSFET. A third synchronous
MOSFET is an option to further increase the conversion
efficiency and reduce thermal stress.
Finally, consider the power dissipation in the driver for
each phase. This is best described in terms of the Q
for the
G
MOSFETs and is given by the following equation:
f
SW
ƪ
P
+
DRV
where Q
(nMF Q
2 n
is the total gate charge for each main
GMF
MOSFET, and Q
) nSF Q
GMF
is the total gate charge for each
GSF
GSF
) ) I
CC
ƫ
VCC
(eq. 17)
synchronous MOSFET.
The previous equation also shows the standby dissipation
(I
times the VCC) of the driver.
CC
Ramp Resistor Selection
The ramp resistor (RR) is used to set the size of the internal
PWM ramp. The value of this resistor is chosen to provide
the best combination of thermal balance, stability, and
transient response. Use the following expression to
determine a starting value:
A
L
RR+
3 A
RR+
3 5 5.2 mW 5pF
R
RDS C
D
0.5 360 nH
R
(eq. 18)
+ 462 kW
where:
A
is the internal ramp amplifier gain.
R
A
is the current balancing amplifier gain.
D
is the total low−side MOSFET on resistance.
R
DS
C
is the internal ramp capacitor value.
R
Another consideration in the selection of R
the internal ramp voltage (see Equation 19). For stability and
noise immunity, keep the ramp size larger than 0.5 V. Taking
this into consideration, the value of R
in this example is
R
selected as 280 kW.
The internal ramp voltage magnitude can be calculated as
follows:
A
(1 * D) V
)
VR+
VR+
R
RR CR f
0.5 (1 * 0.061) 1.150 V
462 kW 5pF 280 kHz
VID
SW
+ 0.83 V
The size of the internal ramp can be increased or
decreased. If it is increased, stability and transient response
improves but thermal balance degrades. Conversely, if the
ramp size is decreased, thermal balance improves but
stability and transient response degrade. In the denominator
of Equation 18, the factor of 3 sets the minimum ramp size
that produces an optimal combination of good stability,
transient response, and thermal balance.
Current Limit Setpoint
To select the current limit setpoint, the resistor value for
R
must be determined. The current limit threshold for
CLIM
the APD3212/NCP3218/NCP3218G is set with R
R
can be found using the following equation:
CLIM
I
R
LIM
+
LIM
R
O
60 mA
where:
R
is the current limit resistor.
LIM
R
is the output load line.
O
I
is the current limit setpoint.
LIM
When the APD3212/NCP3218/NCP3218G is configured
for 3 phase operation, the equation above is used to set the
current limit. When the APD3212/NCP3218/NCP3218G
switches from 3 phase to 1 phase operation by PSI
DPRSLP signal, the current is single phase is one third of the
current limit in 3 phase.
When the APD3212/NCP3218/NCP3218G is configured
for 2 phase operation, the equation above is used to set the
current limit. When the APD3212/NCP3218/NCP3218G
switches from 2 phase to 1 phase operation by PSI
DPRSLP signal, the current is single phase is one half of the
current limit in 2 phase.
When the APD3212/NCP3218/NCP3218G is configured
for 1 phase operation, the equation above is used to set the
current limit.
Current Monitor
The APD3212/NCP3218/NCP3218G has output current
monitor. The IMON pin sources a current proportional to the
total inductor current. A resistor, R
, from IMON to
MON
FBRTN sets the gain of the output current monitor. A 0.1 mF
is placed in parallel with R
to filter the inductor current
MON
is the size of
R
(eq. 19)
CLIM
(eq. 20)
.
or
or
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28
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ADP3212, NCP3218, NCP3218G
ripple and high frequency load transients. Since the IMON
pin is connected directly to the CPU, it is clamped to prevent
it from going above 1.15 V.
The IMON pin current is equal to the R
gain of 4. R
can be found using the following equation:
MON
MON
1.15 V R
+
4 RO I
R
LIM
LIM
FS
times a fixed
(eq. 21)
where:
is the current monitor resistor. R
R
MON
is connected
MON
from IMON pin to FBRTN.
R
is the current limit resistor.
LIM
R
is the output load line resistance.
O
I
is the output current when the voltage on IMON is at full
FS
scale.
Feedback Loop Compensation Design
Optimized compensation of the APD3212/NCP3218/
NCP3218G allows the best possible response of the
regulator’s output to a load change. The basis for
determining the optimum compensation is to make the
regulator and output decoupling appear as an output
impedance that is entirely resistive over the widest possible
frequency range, including dc, and that is equal to the droop
resistance (R
). With the resistive output impedance, the
O
output voltage droops in proportion with the load current at
any load current slew rate, ensuring the optimal position and
allowing the minimization of the output decoupling.
With the multimode feedback structure of the
APD3212/NCP3218/NCP3218G, it is necessary to set the
feedback compensation so that the converter’s output
impedance works in parallel with the output decoupling. In
addition, it is necessary to compensate for the several poles
and zeros created by the output inductor and decoupling
capacitors (output filter).
A Type III compensator on the voltage feedback is
adequate for proper compensation of the output filter.
Figure 31 shows the Type III amplifier used in the
APD3212/NCP3218/NCP3218G. Figure 32 shows the
locations of the two poles and two zeros created by this
amplifier.
VOLTAGE ERROR
AMPLIFIER
COMP
Figure 31. Voltage Error Amplifier
FB
C
R
A
A
C
B
REFERENCE
VOLTAGE
ADP3212
C
FB
R
FB
OUTPUT
VOLTAGE
Gain
−20 dB/dec
−20 dB/dec
0 dB
f
f
Z1
P0
f
P1fZ2
Frequency
Figure 32. Poles and Zeros of Voltage Error Amplifier
The following equations give the locations of the poles
and zeros shown in Figure 32:
fZ1+
2p C
fZ2+
2p C
fP0+
2p (C
fP1+
2p RA CB C
1
R
A
1
R
FB
1
) CB) R
A
CA) C
A
FB
FB
B
A
(eq. 22)
(eq. 23)
(eq. 24)
(eq. 25)
The expressions that follow compute the time constants
for the poles and zeros in the system and are intended to yield
an optimal starting point for the design; some adjustments
may be necessary to account for PCB and component
parasitic effects (see the Tuning Procedure for 12 section):
RL V
RE+ n RO) AD RDS)
2 L (1 *(n D)) V
n CX RO V
TA+ CX (RO* RȀ) )
TB+ (RX) RȀ*RO) C
V
ǒL *
RT
TC+
TD+
CX (RO* RȀ) ) CZ R
A
V
R
VID
CX CZ R
R
D
2 f
E
VID
SW
RT
L
X
R
O
X
DS
2
O
Ǔ
RT
VID
O
R
* RȀ
X
)
(eq. 26)
(eq. 27)
(eq. 28)
(eq. 29)
(eq. 30)
V
R
O
where:
R′ is the PCB resistance from the bulk capacitors to the
ceramics and is approximately 0.4 mW (assuming an 8−layer
motherboard).
is the total low−side MOSFET for on resistance per
R
DS
phase.
A
is 5.
D
V
is 1.25 V.
RT
L
is 150 pH for the six Panasonic SP capacitors.
X
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ADP3212, NCP3218, NCP3218G
The compensation values can be calculated as follows:
CA+
RA+
CB+
CFB+
n RO T
RE R
T
C
C
A
T
B
R
B
T
D
R
A
A
B
(eq. 31)
(eq. 32)
(eq. 33)
(eq. 34)
The standard values for these components are subject to
the tuning procedure described in the Tuning Procedure for
12 section.
CIN Selection and Input Current di/dt Reduction
In continuous inductor−current mode, the source current
of the high−side MOSFET is approximately a square wave
with a duty ratio equal to n × V
that is one−n
th
of the maximum output current. To prevent
OUT/VIN
and an amplitude
large voltage transients, use a low ESR input capacitor sized
for the maximum rms current. The maximum rms capacitor
current occurs at the lowest input voltage and is given by:
1
I
+ D IO
CRMS
I
+ 0.18 40 A
CRMS
Ǹ
n D
* 1
1
2 0.18
(eq. 35)
* 1Ǹ+ 9.6 A
where IO is the output current.
In a typical notebook system, the battery rail decoupling
is achieved by using MLC capacitors or a mixture of MLC
capacitors and bulk capacitors. In this example, the input
capacitor bank is formed by eight pieces of 10 mF, 25 V MLC
capacitors, with a ripple current rating of about 1.5 A each.
RC Snubber
It is important in any buck topology to use a
resistor−capacitor snubber across the low side power
MOSFET. The RC snubber dampens ringing on the switch
node when the high side MOSFET turns on. The switch node
ringing could cause EMI system failures and increased
stress on the power components and controller. The RC
snubber should be placed as close as possible to the low side
MOSFET. Typical values for the resistor range from 1 W to
10 W. Typical values for the capacitor range from 330 pF to
4.7 nF. The exact value of the RC snubber depends on the
PCB layout and MOSFET selection. Some fine tuning must
be done to find the best values. The equation below is used
to find the starting values for the RC subber.
R
Snubber
+
2 p f
1
Ringing
C
OSS
(eq. 36)
C
P
Where R
C
Snubber
f
Rininging
+
Snubber
Snubber
Snubber
is the snubber capacitor.
p f
+ C
Snubber
is the snubber resistor.
Ringing
V
1
R
Input
Snubber
2
f
Switching
is the frequency of the ringing on the switch node
(eq. 37)
(eq. 38)
when the high side MOSFET turns on.
C
is the low side MOSFET output capacitance at V
OSS
Input
This is taken from the low side MOSFET data sheet.
V
is the input voltage.
input
f
Switching
P
is the switching frequency.
is the power dissipated in R
Snubber
Snubber
.
Selecting Thermal Monitor Components
To monitor the temperature of a single−point hot spot, set
R
equal to the NTC thermistor’s resistance at the alarm
TTSET1
temperature. For example, if the alarm temperature for VRTT
is 100°C and a Vishey thermistor (NTHS−0603N011003J)
with a resistance of 100 kW at 25°C, or 6.8 kW at 100°C, is
used, the user can set R
equal to 6.8 kW (the R
TTSET1
TH1
at
100°C).
5 V
VRTT
VCC
ADP3212
R
TTSNS
R
R
TTSET1
R
C
TT
TH1
Figure 33. Single−Point Thermal Monitoring
To monitor the temperature of multiple−point hot spots,
use the configuration shown in Figure 34. If any of the
monitored hot spots reaches the alarm temperature, the
VRTT signal is asserted. The following calculation sets the
alarm temperature:
V
FD
V
REF
R
V
FD
V
REF
TH1AlarmTemperature
(eq. 39)
R
TTSET1
1ń2 )
+
1ń2 *
where VFD is the forward drop voltage of the parallel diode.
Because the forward current is very small, the forward
drop voltage is very low, that is, less than 100 mV. Assuming
the same conditions used for the single−point thermal
monitoring example—that is, an alarm temperature of
100°C and use of an NTHS−0603N011003J Vishay
thermistor—solving Equation 39 gives a R
TTSET
of 7.37 kW,
and the closest standard resistor is 7.32 kW (1%).
.
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30
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ADP3212, NCP3218, NCP3218G
5 V
VCC
37
ADP3212
VRTT
Figure 34. Multiple−Point Thermal Monitoring
−
+
R
TTSNS
R
11
R
TTSET1RTTSET2
R
C
TH1
TT
R
TTSET3
R
TH3
R
TH2
The number of hot spots monitored is not limited. The
alarm temperature of each hot spot can be individually set by
using different values for R
TTSET1
, R
TTSET2
, ... R
TTSETn
.
Tuning Procedure for
APD3212/NCP3218/NCP3218G
Set Up and Test the Circuit
1. Build a circuit based on the compensation values
computed from the design spreadsheet.
2. Connect a dc load to the circuit.
3. Turn on the APD3212/NCP3218/NCP3218G and
verify that it operates properly.
4. Check for jitter with no load and full load
conditions.
Set the DC Load Line
1. Measure the output voltage with no load (VNL)
and verify that this voltage is within the specified
tolerance range.
2. Measure the output voltage with a full load when
the device is cold (V
FLCOLD
). Allow the board to
run for ~10 minutes with a full load and then
measure the output when the device is hot
(V
). If the difference between the two
FLHOT
measured voltages is more than a few millivolts,
adjust R
R
CS2(NEW)
3. Repeat Step 2 until no adjustment of R
using Equation 40.
CS2
+ R
CS2(OLD)
VNL* V
VNL* V
FLCOLD
FLHOT
CS2
(eq. 40)
is
needed.
4. Compare the output voltage with no load to that
with a full load using 5 A steps. Compute the load
line slope for each change and then find the
average to determine the overall load line slope
(R
5. If the difference between R
OMEAS
).
and RO is more
OMEAS
than 0.05 mW, use the following equation to adjust
PH
PH(NEW)
values:
+ R
PH(OLD)
R
OMEAS
R
O
(eq. 41)
the R
R
6. Repeat Steps 4 and 5 until no adjustment of RPH is
needed. Once this is achieved, do not change R
R
, R
CS1
, or RTH for the rest of the procedure.
CS2
PH
7. Measure the output ripple with no load and with a
Set the AC Load Line
1. Remove the dc load from the circuit and connect a
2. Connect the scope to the output voltage and set it
3. Set the dynamic load for a transient step of about
4. Measure the output waveform (note that use of a
5. The resulting waveform will be similar to that
6. If the difference between V
7. Repeat Steps 5 and 6 until no adjustment of CCS is
8. Set the dynamic load step to its maximum step size
9. Ensure that the load step slew rate and the
,
full load with scope, making sure both are within
the specifications.
dynamic load.
to dc coupling mode with a time scale of
100 ms/div.
40 A at 1 kHz with 50% duty cycle.
dc offset on the scope may be necessary to see the
waveform). Try to use a vertical scale of
100 mV/div or finer.
shown in Figure 35. Use the horizontal cursors to
measure V
ACDRP
and V
DCDRP
, as shown in
Figure 35. Do not measure the undershoot or
overshoot that occurs immediately after the step.
V
ACDRP
Figure 35. AC Load Line Waveform
ACDRP
and V
V
DCDRP
DCDRP
is
more than a couple of millivolts, use Equation 42
to adjust C
. It may be necessary to try several
CS
parallel values to obtain an adequate one because
there are limited standard capacitor values
available (it is a good idea to have locations for
two capacitors in the layout for this reason).
V
C
CS(NEW)
+ C
CS(OLD)
ACDRP
V
DCDRP
needed. Once this is achieved, do not change C
(eq. 42)
CS
for the rest of the procedure.
(but do not use a step size that is larger than
needed) and verify that the output waveform is
square, meaning V
ACDRP
and V
DCDRP
are equal.
powerup slew rate are set to ~150 A/ms to
250 A/ms (for example, a load step of 50 A should
take 200 ns to 300 ns) with no overshoot. Some
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31
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ADP3212, NCP3218, NCP3218G
dynamic loads have an excessive overshoot at
powerup if a minimum current is incorrectly set
(this is an issue if a VTT tool is in use).
Set the Initial Transient
1. With the dynamic load set at its maximum step
size, expand the scope time scale to 2 ms/div to
5 ms/div. This results in a waveform that may have
two overshoots and one minor undershoot before
achieving the final desired value after V
(see Figure 36).
2. If both overshoots are larger than desired, try the
following adjustments in the order shown.
a. Increase the resistance of the ramp resistor
(R
b. For V
) by 25%.
RAMP
, increase CB or increase the switching
TRAN1
frequency.
c. For V
, increase RA by 25% and decrease C
TRAN2
by 25%.
If these adjustments do not change the response, it is
because the system is limited by the output
decoupling. Check the output response and the
switching nodes each time a change is made to
ensure that the output decoupling is stable.
3. For load release (see Figure 37), if V
TRANREL
larger than the value specified by IMVP−6.5, a
greater percentage of output capacitance is needed.
Either increase the capacitance directly or decrease
the inductor values. (If inductors are changed,
however, it will be necessary to redesign the
circuit using the information from the spreadsheet
and to repeat all tuning guide procedures).
is
Layout and Component Placement
The following guidelines are recommended for optimal
performance of a switching regulator in a PC system.
General Recommendations
1. For best results, use a PCB of four or more layers.
This should provide the needed versatility for
control circuitry interconnections with optimal
placement; power planes for ground, input, and
output; and wide interconnection traces in the rest
of the power delivery current paths. Keep in mind
that each square unit of 1 oz copper trace has a
resistance of ~0.53 mW at room temperature.
2. When high currents must be routed between PCB
layers, vias should be used liberally to create
several parallel current paths so that the resistance
and inductance introduced by these current paths is
A
minimized and the via current rating is not
exceeded.
3. If critical signal lines (including the output voltage
sense lines of the APD3212/NCP3218/
NCP3218G) must cross through power circuitry, it
is best if a signal ground plane can be interposed
between those signal lines and the traces of the
power circuitry. This serves as a shield to
minimize noise injection into the signals at the
expense of increasing signal ground noise.
4. An analog ground plane should be used around
and under the APD3212/NCP3218/NCP3218G for
referencing the components associated with the
controller. This plane should be tied to the nearest
ground of the output decoupling capacitor, but
should not be tied to any other power circuitry to
prevent power currents from flowing into the
plane.
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ADP3212, NCP3218, NCP3218G
5. The components around the APD3212/NCP3218/
NCP3218G should be located close to the
controller with short traces. The most important
traces to keep short and away from other traces are
those to the FB and CSSUM pins. Refer to
Figure 30 for more details on the layout for the
CSSUM node.
6. The output capacitors should be connected as close
as possible to the load (or connector) that receives
the power (for example, a microprocessor core). If
the load is distributed, the capacitors should also
be distributed and generally placed in greater
proportion where the load is more dynamic.
7. Avoid crossing signal lines over the switching
power path loop, as described in the Power
Circuitry section.
8. Connect a 1 mF decoupling ceramic capacitor from
VCC to GND. Place this capacitor as close as
possible to the controller. Connect a 4.7 mF
decoupling ceramic capacitor from PVCC to
PGND. Place capacitor as close as possible to the
controller.
Power Circuitry
1. The switching power path on the PCB should be
routed to encompass the shortest possible length to
minimize radiated switching noise energy (that is,
EMI) and conduction losses in the board. Failure
to take proper precautions often results in EMI
problems for the entire PC system as well as
noise−related operational problems in the
power−converter control circuitry. The switching
power path is the loop formed by the current path
through the input capacitors and the power
MOSFETs, including all interconnecting PCB
traces and planes. The use of short, wide
interconnection traces is especially critical in this
path for two reasons: it minimizes the inductance
in the switching loop, which can cause high energy
ringing, and it accommodates the high current
demand with minimal voltage loss.
2. When a power−dissipating component (for
example, a power MOSFET) is soldered to a PCB,
the liberal use of vias, both directly on the
mounting pad and immediately surrounding it, is
recommended. Two important reasons for this are
improved current rating through the vias and
improved thermal performance from vias extended
to the opposite side of the PCB, where a plane can
more readily transfer heat to the surrounding air.
To achieve optimal thermal dissipation, mirror the
pad configurations used to heat sink the MOSFETs
on the opposite side of the PCB. In addition,
improvements in thermal performance can be
obtained using the largest possible pad area.
3. The output power path should also be routed to
encompass a short distance. The output power path
is formed by the current path through the inductor,
the output capacitors, and the load.
4. For best EMI containment, a solid power ground
plane should be used as one of the inner layers and
extended under all power components.
Signal Circuitry
1. The output voltage is sensed and regulated
between the FB and FBRTN pins, and the traces of
these pins should be connected to the signal
ground of the load. To avoid differential mode
noise pickup in the sensed signal, the loop area
should be as small as possible. Therefore, the FB
and FBRTN traces should be routed adjacent to
each other, atop the power ground plane, and back
to the controller.
2. The feedback traces from the switch nodes should
be connected as close as possible to the inductor.
The CSREF signal should be Kelvin connected to
the center point of the copper bar, which is the
V
common node for the inductors of all the
CORE
phases.
3. On the back of the APD3212/NCP3218/
NCP3218G package, there is a metal pad that can
be used to heat sink the device. Therefore, running
vias under the APD3212/NCP3218/NCP3218G is
not recommended because the metal pad may
cause shorting between vias.
ADP3212MNR2G−40°C to 100°C48−Lead Frame Chip Scale Pkg [QFN_VQ]
7x7 mm, 0.5 mm pitch
NCP3218MNR2G−40°C to 100°C48−Lead Frame Chip Scale Pkg [QFN_VQ]
6x6 mm, 0.4 mm pitch
NCP3218MNTWG−40°C to 100°C48−Lead Frame Chip Scale Pkg [QFN_VQ]
6x6 mm, 0.4 mm pitch
NCP3218GMNR2G−40°C to 100°C48−Lead Frame Chip Scale Pkg [QFN_VQ]
6x6 mm, 0.4 mm pitch
†For information on tape and reel specifications, including part orientation and tape sizes, please refer to our Tape and Reel Packaging
Specification Brochure, BRD8011/D.
*The “G’’ suffix indicates Pb−Free package.
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33
CP−48−12500 / Tape & Reel
CP−48−12500 / Tape & Reel
CP−48−12500 / Tape & Reel
CP−48−12500 / Tape & Reel
†
Page 34
PIN 1
LOCATION
2X
0.15 C
2X
0.05 C
0.08 C
NOTE 4
0.15
C
DA B
TOP VIEW
SIDE VIEW
ADP3212, NCP3218, NCP3218G
PACKAGE DIMENSIONS
QFN48 7x7, 0.5P
CASE 485AJ
ISSUE O
NOTES:
1. DIMENSIONS AND TOLERANCING PER ASME
2. CONTROLLING DIMENSION: MILLIMETERS.
3. DIMENSION b APPLIES TO THE PLATED
4. COPLANARITY APPLIES TO THE EXPOSED
E
L
DETAIL A
OPTIONAL CONSTRUCTION
2X SCALE
(A3)
A
A1
C
SEATING
PLANE
Y14.5M, 1994.
TERMINAL AND IS MEASURED ABETWEEN
0.15 AND 0.30 MM FROM TERMINAL TIP.
PAD AS WELL AS THE TERMINALS.
MILLIMETERS
DIM MINMAX
A 0.801.00
A1 0.000.05
A30.20 REF
b0.20 0.30
D7.00 BSC
D2 5.005.20
E7.00 BSC
E2 5.00 5.20
e0.50 BSC
K 0.20−−−
L0.30 0.50
DETAIL A
48X
13
12
1
4837
L
e/2
D2
e
BOTTOM VIEW
36
25
48X
K
1
E2
48X
0.63
b
0.10
C
A B
NOTE 3
0.05
C
*For additional information on our Pb−Free strategy and soldering
details, please download the ON Semiconductor Soldering and
Mounting Techniques Reference Manual, SOLDERRM/D.
48X
0.30
2X
5.20
0.50 PITCH
DIMENSIONS: MILLIMETERS
2X
7.30
SOLDERING FOOTPRINT*
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34
Page 35
2X
LOCATION
2X
NOTE 4
PIN ONE
0.10 C
0.10
0.10 C
0.08 C
DETAIL A
C
13
TOP VIEW
DETAIL B
SIDE VIEW
D
D2
ADP3212, NCP3218, NCP3218G
PACKAGE DIMENSIONS
QFN48 6x6, 0.4P
CASE 485BA
ISSUE A
L
DETAIL A
CONSTRUCTIONS
MOLD CMPDEXPOSED Cu
DETAIL B
ALTERNATE
CONSTRUCTION
A1
(A3)
25
K
A B
L1
E
ALTERNATE TERMINAL
A
SEATING
C
PLANE
NOTES:
1. DIMENSIONING AND TOLERANCING PER
L
ASME Y14.5M, 1994.
2. CONTROLLING DIMENSIONS: MILLIMETERS.
3. DIMENSION b APPLIES TO PLATED
TERMINAL AND IS MEASURED BETWEEN
0.15 AND 0.30mm FROM TERMINAL TIP
4. COPLANARITY APPLIES TO THE EXPOSED
PAD AS WELL AS THE TERMINALS.
MILLIMETERS
DIM MINMAX
A0.801.00
A1 0.000.05
A30.20 REF
b0.15 0.25
D6.00 BSC
D2 4.404.60
E6.00 BSC
e0.40 BSC
K0.20 MIN
L0.30 0.50
L10.00 0.15
4.60E24.40
SOLDERING FOOTPRINT*
6.40
4.66
48X
0.68
E2
1
48
e
e/2
BOTTOM VIEW
48X
L
37
48X
b
A0.07BC
NOTE 3
0.05
C
4.66
PKG
OUTLINE
0.40
PITCH
DIMENSIONS: MILLIMETERS
48X
0.25
6.40
*For additional information on our Pb−Free strategy and soldering
details, please download the ON Semiconductor Soldering and
Mounting Techniques Reference Manual, SOLDERRM/D.
All brand names and product names appearing in this document are registered trademarks or trademarks of their respective holders.
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ADP3212/D
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