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0000
FFFFh
TBPRD
TBCTR[0-15]
time
CTR = PRD
(SycnOut)
Master Module
Φ
2
Phase = 120
°
0000
FFFFh
TBPRD
TBCTR[0-15]
time
SyncIn
Slave Module
TBPHS
600
600
600
600
200
200
3.8
Controlling a 3-Phase Interleaved DC/DC Converter
Controlling a 3-Phase Interleaved DC/DC Converter
Figure 3-12. Timing Waveforms Associated With Phase Control Between 2 Modules
A popular power topology that makes use of phase-offset between modules is shown in
. This
system uses three PWM modules, with module 1 configured as the master. To work, the phase
relationship between adjacent modules must be F = 120
relationship between adjacent modules must be F = 120
°
. This is achieved by setting the slave TBPHS
registers 2 and 3 with values of 1/3 and 2/3 of the period value, respectively. For example, if the period
register is loaded with a value of 600 counts, then TBPHS (slave 2) = 200 and TBPHS (slave 3) = 400.
Both slave modules are synchronized to the master 1 module.
register is loaded with a value of 600 counts, then TBPHS (slave 2) = 200 and TBPHS (slave 3) = 400.
Both slave modules are synchronized to the master 1 module.
This concept can be extended to four or more phases, by setting the TBPHS values appropriately. The
following formula gives the TBPHS values for N phases:
following formula gives the TBPHS values for N phases:
TBPHS(N,M) = (TBPRD/N) x (—1)
Where:
N = number of phases
M = PWM module number
M = PWM module number
For example, for the 3-phase case (N=3), TBPRD = 600,
TBPHS(3,2) = (600/3) x (2-1) = 200 (i.e., Phase value for Slave module 2)
TBPHS(3,3) = 400 (i.e., Phase value for Slave module 3)
shows the waveforms for the configuration in
SPRU791D – November 2004 – Revised October 2007
Applications to Power Topologies
85