Approximate calculation for waveforms
From the measured waveforms, calculate the power loss by
dividing them into sections where a linear approximation can
be performed. First, calculate power losses P
ton
and P
toff
to be
consumed during the turn on and turn off times, respectively.
The power loss is calculated with the approximate equations
in Table 1. Since the calculation formula depends on waveform
shapes, select one that is close to the shape of the measured
waveform.
In the example of the waveforms shown in Figure 3, divide the
waveforms during the turn ON into two sections, and use case
2 in Table 1 for the former section (t
on1
). In addition, use the
equation under I
D1
0 as the condition. For the latter section
(t
on2
), use the equation under V
DS2
0 in case 3. Although
voltage is produced by the on-resistance of the MOSFET and
I
D
in Figure 3, V
DS2(on)
is treated as 0 if it is sufficiently small
relative to the High voltage of V
DS
. As a result, the power loss
during the turn ON can be approximated with the following
equation.
���
Similarly, divide the waveform during the turn OFF into two
sections, and use the equation under V
DS1
0 in case 1 for
the former section (t
off1
). For the latter section (t
off2
), use the
equation under I
D2
0 in case 8. Although voltage is produced
in Figure 3 for the same reason as mentioned above, V
DS1(off)
is treated as 0 if it is sufficiently small relative to the High
voltage of V
DS
. As a result, the power loss during the turn OFF
can be approximated with the following equation.
Next, calculate the power loss to be consumed during
conduction. Figure 4 shows an example of the waveforms to
determine the conduction loss. Since the MOSFET is
energized in the T
ON
section, V
DS
is the product of the on-
resistance of the MOSFET and I
D
. Refer to the data sheet for
the value of the on-resistance. To calculate the power loss,
select one of the cases in Table 2 where the shape is close to
the waveform and use the approximate equation.
For this example, case 1 in Table 2 is used. The conduction
loss can be calculated with the following equation.