An11158 PDF
An11158 PDF
An11158 PDF
Dear Customer,
On 7 February 2017 the former NXP Standard Product business became a new company with the
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semiconductors with its focus on the automotive, industrial, computing, consumer and wearable
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Team Nexperia
AN11158
Understanding power MOSFET data sheet parameters
Rev. 4 — 4 February 2014 Application note
Document information
Info Content
Keywords MOSFET.
Abstract This application note describes the content of power MOSFET data sheet
parameters
NXP Semiconductors AN11158
Understanding power MOSFET data sheet parameters
Revision history
Rev Date Description
v.4 20140204 Equation 2 on page 8 corrected
v.3 20130107 figure cross reference correction and temperature qualifier added on page 10
v.2 20120816 second release
v.1 20120416 initial release
Contact information
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1. Introduction
This user manual explains the parameters and diagrams given in an NXP Semiconductors
Power MOSFET data sheet. The goal is to help an engineer decide what device is most
suitable for a particular application.
It is important to pay attention to the conditions for which the parameters are listed, as
they can vary between suppliers. These conditions can affect the values of the
parameters making it difficult to choose between different suppliers. Throughout this
document, the data sheet for the BUK7Y12-55B is used as an example. BUK7Y12-55B is
an automotive-qualified part in an SOT669 (LFPAK56) package, with a voltage rating of
55 V.
The layout of this data sheet is representative of the general arrangement of NXP power
MOSFET data sheets.
NXP Power MOSFETs are designed with particular applications in mind. For example,
switching charge is minimized where switching losses dominate, whereas on-resistance is
minimized where conductive losses dominate.
The quick reference data table contains more detailed information and the key parameters
for the intended application. An example of a quick reference data table is shown in
Table 1 “Quick reference data”.
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The general format for describing a parameter is to provide the official symbol and then
the correct parameter name. Any relevant conditions and information are listed after the
parameter names. The values and units of the values are entered in the last two columns.
All entries conform to IEC60747-8.
The quick reference data parameters are described in more detail in the characteristics
section of the data sheet. The following list is an introduction to some of the key issues
together with their interpretation:
VDS - the maximum voltage between drain and source that the device is guaranteed to
block in the off state. This section of the data sheet deals with the most commonly used
temperature range, as opposed to the full temperature range of the device.
ID - the maximum continuous current the device can carry with the mounting base held
continuously at 25C with the device fully on. In the example provided in Table 1, ID
requires a VGS of 10 V.
Ptot - the maximum continuous power the device can dissipate with the mounting base
held continuously at 25C.
RDS(on) (drain-source on state resistance) - the typical and maximum resistance of the
device in the on-state under the conditions described. RDS(on) varies greatly with both Tj
and the gate-source voltage (VGS). Graphs are provided in the data sheet to assist in
determining RDS(on) under various conditions.
QGD (gate-drain charge) - an important switching parameter that relates to switching loss,
along with QGS and QG(tot). QGD is inversely proportional to RDS(on), therefore choosing an
appropriate balance between RDS(on) and QGD is critical for optimal circuit performance.
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Table 2. Pinning
Pin Symbol Description Simplified outline Graphic symbol
1 S source
mb D
2 S source
3 S source
G
4 G gate
mb D mount base: connected to drain mbb076 S
1 2 3 4
To calculate how the limiting values change with temperature, they are read together with
the derating curves provided.
The limiting values table for the BUK7Y12-55B is given as an example of a standard
limiting values table, in Table 3.
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[1] Single pulse avalanche rating limited by a maximum junction temperature of 175 C
[2] Repetitive avalanche rating limited by an average junction temperature of 170 C
[3] Refer to application note AN10273 for further information
VDS (drain-source voltage) - the maximum voltage the device is guaranteed to block
between the drain and source terminals in the off-state for the specified temperature
range. For the BUK7Y12-55B, the temperature range is from +25 C to +175 C. For
operation below 25 C, the VDS rating reduces due to the positive temperature coefficient
of avalanche breakdown. This is covered in Section 2.4.1 of this document.
VGS (gate-source voltage) - the maximum voltage the device is specified to block between
the gate and source terminals. Some NXP data sheets specify different values for DC and
pulsed VGS. In these cases the DC value is a constant gate voltage over the lifetime of the
device at the maximum Tj, whilst the higher-value pulsed-rating is for a shorter, specified
accumulated pulse duration at the maximum specified Tj.
Gate-oxide lifetime reduces with increasing temperature and/or increasing gate voltage.
This means that VGS lifetimes or ratings quoted for lower junction temperatures are
significantly greater than if specified at higher temperatures. This can be important when
comparing data sheet values from different manufacturers.
VDGR (drain-gate voltage) is typically the same value as the VDS rating.
ID (drain current) - the maximum continuous current the device is allowed to carry under
the conditions described. This value can be related to either package construction, or the
maximum current that would result in the maximum Tj. As such it depends on an assumed
mounting base temperature (Tmb), the thermal resistance (Rth) of the device, and its
RDS(on) at maximum Tj.
Note that some suppliers quote the "theoretical" silicon limit, while indicating the package
limited limit in the characteristic curves.
IDM (peak drain current) - the maximum drain current the device is allowed to carry for a
pulse of 10 s or less.
Ptot (total power dissipation) is the maximum allowed continuous power dissipation for a
device with a mounting base at 25 C. The power dissipation is calculated as that which
would take the device to the maximum allowed junction temperature while keeping the
mounting base at 25 C. In reality, it is difficult to keep the mounting base at this
temperature while dissipating the 105 W that is the calculated power dissipation for the
BUK7Y12-55B. In other words, Ptot indicates how good the thermal conductivity of the
device is, and its maximum allowed junction temperature.
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Note that some other semiconductor vendors quote performance when mounted on a
copper PCB usually 1 inch square. In practice, this information is rather meaningless as
the semiconductor vendor has no control over how the device is cooled. See AN10874 -
LFPAK MOSFET thermal design guide. AN10874 describes different techniques that can
be used during the design phase to ensure that the PCB layout provides optimum thermal
performance.
Tstg (storage temperature) is the temperature range in which the device can be stored
without affecting its reliability. Long term storage should be in an inert atmosphere to
prevent device degradation, for example, by tarnishing of the metal leads.
IS (source current) - the maximum continuous current of the MOSFET body diode, which
is briefly discussed in Section 2.2. The same considerations apply as for ID.
ISM (peak source current) - the maximum current pulse that the MOSFET body diode is
guaranteed to carry. The same considerations apply as for IDM.
The avalanche energy is specified for the maximum continuous drain current. Some
vendors specify the avalanche energy for a different current and higher inductive load,
which can increase the apparent avalanche energy for an inferior performance. An
example is given with the derating curve as described in Section 2.4.3 of this document.
This parameter is only listed on NXP data sheets where the repetitive avalanche capability
has been assessed. It is not shown in NXP data sheets where it has not been assessed,
for example non-automotive MOSFETs.
Refer to the graph depicted in Figure 1 which depicts the continuous drain current as a
function of mounting base temperature.
Figure 1 shows that for a Tmb of 75 C, the maximum continuous drain current has
reduced from 61.8 A, listed at 25 C, to 50 A.
The maximum current at any Tmb, is the current that increases Tj to the maximum allowed
temperature (175 C). P = I2 RDS(on) represents the power dissipation at Tj, where the
RDS(on) used is the maximum value for the maximum Tj. Therefore, the allowed current is
proportional to the square root of the allowed power dissipation.
The power dissipation allowed for a given Tmb is proportional to the allowed temperature
increase. This means that the derating curve shown, is based on the following equations:
2 T j – T mb
I D T mb ------------------------
(1)
T j – 25 C
T j – T mb
I D T mb = I D 25 C ------------------------ (2)
T j – 25 C
At the maximum allowed junction temperature of 175 C, this current has decreased to
zero.
003aac507
100
ID
(A)
75
50
25
0
0 50 100 150 200
Tmb (°C)
Example:
By observing the curve in Figure 2, the allowed power dissipation for a Tmb of 75 C is
approximately 66 % of that allowed at 25 C.
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The graphic data in Figure 2, shows the maximum continuous power dissipation (Ptot) at
25 C is 105 W.
This means that the maximum power dissipation allowed at 75 C, is 66 % of 105 W which
is 70 W.
T j – T mb
P tot T mb = P tot 25 C ------------------------
(3)
T j – 25 C
03na19
120
Pder
(%)
80
40
0
0 50 100 150 200
Tmb (°C)
The curves provided in Figure 1 and Figure 2 are read in conjunction with the limiting
values tables. The information extracted, assists in calculating the maximum current
allowed and the power dissipation with respect to temperature.
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aaa-002469
102
(2)
1
(3)
10-1
10-3 10-2 10-1 1 10
tAL (ms)
A simple example for the BUK7Y12-55B, using the information in AN10273, is extracted
from the limiting values Table 3:
An avalanche event has a triangular pulse shape, so the average power is calculated as
(0.5 VDS IDS).
AN10273 states that the assumed breakdown voltage is 130 % of the rated voltage
(55 V 1.3).
Figure 3 shows a maximum current of just above 60 A at 25 C (the limiting values Table 3
shows that it is actually 61.8 A).
The time for the maximum avalanche energy can be read from Figure 3 as 60 s.
This value is approximately the 129 mJ quoted in the limiting value Table 3.
If a competitor quotes avalanche energy at 40 A, the graph shows that the avalanche time
is now 200 s. The avalanche energy is now 0.5 × (55 V × 1.3) × 40 A × 200 s = 286 mJ.
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003aad475
103
102 tp = 10 μs
100 μs
10
1 ms
DC
10 ms
1
100 ms
10-1
1 10 102 103
VDS (V)
Fig 4. Safe operating area; continuous and peak drain currents as a function of drain-source voltage
The SOA curves show the voltage allowed, the current and time envelope of operation for
the MOSFET. These values are for an initial Tmb of 25 C and a single current pulse. This
is a complex subject which is further discussed in the appendix (Section 3.1).
The thermal characteristics are shown in Figure 5. The thermal impedance changes with
pulse length because the MOSFET is made from different materials. For shorter
durations, the thermal capacity is more important, while for longer pulses, the thermal
resistance is more important.
The thermal characteristics are used to check whether particular power loading pulses
above the DC limit would take Tj above its safe maximum limit. Repetitive avalanche
pulses must be considered in addition to the constraints specific to avalanche and
repetitive avalanche events.
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003aac479
10
Zth (j-mb)
(K/W) δ = 0.5
1
0.2
0.1
10-1
0.05
tp
P δ=
0.02 T
10-2
single shot
tp t
T
10-3
10-6 10-5 10-4 10-3 10-2 10-1 1
tp (s)
Thermal resistance (Rth) and thermal impedance (Zth) are related because the thermal
resistance is the steady-state measure of how the device blocks heat flow. Thermal
impedance is how the device responds to transient thermal events. It involves different
thermal capacities of parts of the device and the thermal resistances between these parts.
Under DC conditions, Zth is equal to Rth. Equation 4 represents the temperature rise for a
particular power dissipation:
T j = Z th j – mb Power (4)
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The effect of temperature on the off-state characteristics is twofold. The leakage current
increases with temperature, turning the device on. Competing against the leakage current
increase, the breakdown voltage also increases with temperature.
VGS(th) (gate-source threshold voltage) is important for determining the on-state and the
off-state of the MOSFET. VGS(th) is defined where VDS = VGS, although it is sometimes
quoted for a fixed VDS (e.g. 10 V).
Note that the definition of the threshold voltage for a particular current where the gate and
drain are shorted together, can differ from examples in textbooks. The parameter in
textbooks describes a change in the physical state of the MOSFET and is independent of
the MOSFET chip size. The parameter used in the data sheet is for a specified current
and is dependent on the chip size, as the current flow is proportional to the chip area.
The threshold voltage in the data sheet is defined in a way that is best for routine
measurement, but not how the actual device would typically be used. Consequently, the
graphs provided in Figure 6 support the parameter.
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03aa32 03aa35
5 10−1
VGS(th) ID
(V) (A)
min typ max
4 10−2
max
3 10−3
typ
2 min 10−4
1 10−5
0 10−6
−60 0 60 120 180 0 2 4 6
Tj (°C) VGS (V)
Gate-source threshold voltage as a function of junction Subthreshold drain current as a function of gate-source
temperature voltage
ID = 1 mA; VDS = VGS Tj = 25 °C; VDS = 5 V
Fig 6. Supporting figures for threshold voltage parameter
The first graph shows the variation in the threshold voltage for the typical and limit devices
over the rated temperature range. All the MOSFETs are guaranteed to have a threshold
voltage between the lines.
Consequently, for the BUK7Y12-55B at 25 °C, if VDS and VGS are both less than 2 V, all
devices carry less than 1 mA. Also, all devices carry more than 1 mA if VDS and VGS are
both greater than 4 V. At 175 °C, the lower limit has fallen to 1 V, while the upper limit has
fallen to 2.5 V. The lower limit is usually more important as it determines when the device
is guaranteed to be turned off, and what noise headroom an application needs.
The second graph shows how the device turns on around this threshold voltage. For the
BUK7Y12-55B, the current increases 100,000 times for an increase in gate voltage of less
than 1 V. An example is given for the situation when the drain-source voltage is fixed at
5 V.
IDSS (drain leakage current) guarantees the maximum leakage current that the device
passes at its maximum rated drain-source voltage during the off-state. It is important to
note how much higher IDSS is at high temperature, which is the worst case.
IGSS (gate leakage current) guarantees the maximum leakage current through the gate of
the MOSFET. The IGSS is important when calculating how much current is required to
keep the device turned on. Because it is a leakage current through an insulator, this
current is independent of temperature, unlike IDSS.
RDS(on) (drain-source on-state resistance) is one of the most important parameters. The
previous parameters guarantee how the device functions when it is off, how it turns off and
what leakage currents could be expected. These factors are important when battery
capacity is an issue in the application.
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RDS(on) is a measure of how good a closed-switch the MOSFET is, when turned-on. It is a
key factor in determining the power loss and efficiency of a circuit containing a MOSFET.
The on-resistance RDS(on) ID2 gives the power dissipated in the MOSFET when it is
turned fully on. Power MOSFETs are capable of carrying tens or hundreds of amps in the
on-state.
Power dissipated in the MOSFET makes the die temperature rise above that of its
mounting base. Also when the MOSFET die temperature increases, its RDS(on) increases
proportionally. Maximum recommended junction temperature is 175C (for all NXP
packaged MOSFETs).
Rth(j-mb) temperature rise per Watt between junction (die) and mounting base =
1.42 K/W (1.42 C/W).
Maximum power dissipation for temperature rise of 150 K (Tmb = 25 C, Tj = 175 C) =
150⁄
1.42 = 105.63 W.
Therefore:
The RDS(on) of the MOSFET depends on gate-source voltage, and there is a lower value
below which it rises very sharply. The ratio of the RDS(on) increase over temperature is
different for different gate drives. The red dashed line in Figure 7 shows the curve for a
higher temperature and demonstrates the differences.
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aaa-002470
35
RDSon
(mΩ)
28
21
Hot RDSon
14
0
4 8 12 16 20
VGS (V)
This diagram is for illustrative purposes only and not to be taken as an indication of hot Rdson
performance for any device
Fig 7. Drain-source on-state resistance as a function of gate-source voltage at 25 °C and
high temperature
If an application requires good RDS(on) performance for lower gate-source voltages, then
MOSFETs are made with lower threshold voltages, e.g. the BUK9Y12-55B. However, the
lower threshold voltage of such a device means that it has a lower headroom for its
off-state at high temperature. This lower headroom often means that a device with a
higher threshold voltage is needed.
A typical curve showing how resistance increases with temperature is shown in Figure 8.
003aad695
2.4
a
2
1.6
1.2
0.8
0.4
0
-60 0 60 120 180
Tj (°C)
R DS on
a = -------------------------------
R DS on 25 C
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The gate charge parameters are dependent on the threshold voltage and the switching
dynamics as well as the load that is being switched. There is a difference between a
resistive load and an inductive load.
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VG
QG (tot)
QGS (plateau)
QGD
VD
QGS (plateau)
QGD
ID
QGS (plateau)
QGS (th)
aaa-002471
Fig 9. Gate charge curve also showing drain-source currents and voltages
Because the capacitance varies with voltage and current, it is better to look at the gate
charge data than the capacitance data when determining switching performance. This is
especially true if the gate-driver circuit for the MOSFET is limited to a particular current,
and a rapid switch is required.
The gate charge curve describes what happens to a MOSFET which has a drain supply
limited to a particular current and voltage. The operation of the test circuit means that
during the gate charge curve, the MOSFET is provided with either a constant voltage or a
constant current.
During this time, the drain-source voltage begins to fall because the increased charge on
the MOSFET allows easier conduction. Consequently, although the gate-source voltage is
constant, the drain-gate voltage is falling.
Eventually the capacitance stops increasing and any further increases in gate charge
increase the gate-source voltage. This characteristic is sometimes referred to as the
"Miller plateau" as it refers to the time during which the so-called Miller capacitance
increases. The Miller plateau is also known as the gate-drain charge (QGD).
During this period, there are significant currents and voltages between the drain and
source, so QGD is important when determining switching losses.
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Once the end of the Miller plateau is reached, the gate-source voltage increases again,
but with a larger capacitance than before QGS had been reached. The gradient of the gate
charge curve is less above the Miller plateau.
Higher currents lead to higher values of gate-source charge because the plateau voltage
is also higher. Higher drain-source voltages, lead to higher values of gate-drain charge
and total gate charge, as the plateau increases.
The drain-source currents and voltages during the gate charge switching period are
shown in Figure 10
If the MOSFET starts in the off state (VGS = 0 V), an increase in charge on the gate initially
leads to an increase in the gate-source voltage. In this mode, a constant voltage (VDS) is
supplied between the source and drain.
When the gate-source voltage reaches the threshold voltage for the limiting current at that
drain-source voltage, the capacitance of the MOSFET increases and the gate-voltage
stays constant. This is known as the plateau voltage and the onset charge is referred to as
QGS. The higher the current is, the higher the plateau voltage (see Figure 10).
aaa-002472
VGS
(V) reduced VDS Qtot
QGS
QGD
reduced IDS
QG (nC)
2.6.2.2 Capacitances
Capacitance characteristics are generally less useful than the gate charge parameters, for
the reasons already discussed. However, they are still listed on data sheets. The three
capacitances that are normally listed are as follows:
• CISS (input capacitance) is the capacitance between the gate and the other two
terminals (source and drain).
• COSS (output capacitance) is the capacitance between the drain and the other two
terminals (gate and source).
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• CRSS (reverse transfer capacitance) is the capacitance between the drain and the
gate.
Semiconductor capacitances generally depend on both voltage and the frequency of the
capacitance measurement. Although it is difficult to compare capacitances measured
under different conditions, many suppliers specify a measurement frequency of 1 MHz.
Consequently, the capacitances vary with drain-source voltage (see Figure 11). However,
the capacitances also vary with gate-source voltage, which is why the gradients in the
gate-charge curve vary for different voltages (see Figure 9).
The relationship between charge, voltage and capacitance in the gate charge curve is
Q = C V. For different gradients at different gate voltages, the capacitance changes
significantly with gate-source voltage.
003aad473
104
C
(pF)
Ciss
103
Coss
Crss
102
10-1 1 10 102
VDS (V)
VGS = 0 V; f = 1 MHz
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3. Appendices
aaa-002473
102
(2)
IDS (3)
(A)
(1)
10
(5)
(4)
10-1
1 10 102 103
VDS (V)
The dashed line (5) is to emphasize where the curve deviates from the ideal. In reality,
there is a single curve with a change of gradient where the linear mode derating becomes
important.
RDS(on) limit
RDS(on) is region (1) of the graph and Equation 6 represents the limiting line:
V DS
--------- R DS on 175 C (6)
I DS
The limit is when the MOSFET is fully on and acting as a closed switch with a resistance
that is no greater than the hot RDS(on).
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The constant current region is region (2) of the graph. It is the maximum pulsed drain
current, which is limited by the device manufacturer (for example, the wire-bonds within
the package).
In this region, the MOSFET is acting as a (gate) voltage-controlled current source. This
means that there are significant voltages and currents applied simultaneously, leading to
significant power dissipation. Line (3) shows the idealized curve, whereas the dotted line
(5) shows where it deviates from the ideal.
The limiting factor for the SOA curve in region (5), is the heating applied during a
rectangular current and voltage pulse. Even in the ideal situation, this curve depends on
the transient thermal impedance of the MOSFET, which is covered in Section 2.5.
The transient thermal impedance varies with the pulse length. This is due to the different
materials in the MOSFET having different thermal resistances and capacities. The
differences create a thermal equivalent to an RC network from the junction (where the
heat is generated) to the mounting base. Equation 7 is the calculation used to determine
the ideal curve in this region.
T j max – T mb
P = I D V DS = ---------------------------------- = Cons tan t (7)
Z th j-mb
The ideal situation accurately describes the situation for sufficiently high current densities.
However, it is overly optimistic for low current-densities, i.e. towards the bottom right of
region (3). Low current densities and high voltages can lead to thermal runaway in the
linear mode operation. Thermal runaway is discussed in the following section.
Power MOSFETs are often considered to be immune to thermal runaway due to the
temperature coefficient of resistance, which means that as temperature rises, current falls.
This is only true for MOSFETs that are fully on (i.e. in region 1), but it is not the whole
story.
When a MOSFET is turned on, there are two competing effects that determine how its
current behaves with increasing temperature. As the temperature rises, the threshold
voltage falls. The MOSFET is effectively turned on more strongly, thereby increasing the
current. In opposition, the resistance of the silicon increases with increasing temperature,
thereby reducing the current. The resultant effect for a constant drain-source voltage, is
shown in Figure 13. This situation occurs when the gate-source voltage of a MOSFET is
being used to control the current, or when the MOSFET is switched sufficiently slowly.
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ID
(A) 25 °C
negative temp.
coefficient
175 °C
ZTC point
positive temp.
coefficient
VGS (V)
aaa-002474
Fig 13. Transfer characteristics for a hypothetical MOSFET, showing regions of positive
and negative temperature coefficient
The resistance increase dominates at high currents, meaning that localized heating leads
to lower currents. The threshold-voltage drop dominates at low currents, meaning that
localized heating lowers the threshold voltage. This condition effectively turns on the
device more, leading to higher currents and a risk of thermal runaway.
Consequently, for a given VDS, there is a critical current below which there is a
positive-feedback regime and a subsequent risk of thermal runaway. Above this critical
current, there is negative feedback and thermal stability. This critical current is known as
the Zero Temperature Coefficient (ZTC) point.
This effect reduces the SOA performance for low currents and high drain-source voltages.
The constant power line must be reduced as shown in region (5). For short switching
events, this effect is insignificant. However, as the duration of the switching event
becomes longer, for example to reduce electromagnetic interference, the effect becomes
more important and potentially hazardous.
Voltage-limited region
The device is limited by its breakdown voltage VDS which is shown in region (4). The quick
reference data provides values for VDS at temperatures of 25 °C and above. In the
hypothetical MOSFET shown in Figure 13, the rating is 100 V. For the BUK7Y12-55B, the
voltage is 55 V.
1. Operation temperature of 25 °C
2. It is a rectangular pulse
However, some pulses are not rectangular and do not occur at 25 °C. For these instances,
the use of Equation 8 can be used.
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2
T j rise max = T j max – T j amb = --- P av Z t (8)
3 th ------
av
2
Where Tj(max) is the maximum die temperature of 175 °C and Tj(amb) is the ambient
temperature of the system. For example, in automotive applications, the two main ambient
temperatures used are 85 °C for in-cabin (inside the driver compartment) and 105 °C for
under the hood (near and around the engine).
It is worth noting that using the ambient temperature in calculations for worst case
analysis, can be misleading. It is misleading because the temperature of the MOSFET
mounting base before it is switched on can be higher. For example, a design has 10
MOSFETs and 9 are powered. The mounting base temperature of the 10th MOSFET
(which is off) is likely to be similar to that of the other 9 MOSFETs that are ON. So if the
ambient is 105 °C, and the mounting base temperature of the 9 MOSFETs that are ON is
125 °C, Tj(amb) of the 10th MOSFET is 125 °C and not 105 °C. Calculations under these
conditions are conservative and are more suitable for worst case analysis (Equation 9).
Rewrite Equation 10 to bring out IDS as the main subject (Pav is the average power, and is
IDS VDS for the DC situation). As it is a DC situation, replace Zth with Rth.
T j rise = I DS V DS Z th av (10)
T j rise
----------------------
- = I DS (11)
V DS R th
175 C – 25 C
-------------------------------------------- = 1.28 A (12)
40 V 2.93 K W
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The duty cycle for the pulses is now calculated using a frequency of 2 kHz for 100 s
pulses. These values give a duty cycle of 0.2. The SOA curve demonstrates that for
100 s, the line with the duty cycle () has a transient thermal impedance of 0.4 K/W.
The power dissipation for the square pulse is 20 A 40 V, which equals 800 W.
Using Equation 8, the temperature rise for the 100 s pulse is calculated as being 800 W
0.4 K/W, which equals 320 K. With a starting temperature of 25 °C, the temperature rise
results in a finishing temperature of 345 °C. As the MOSFET junction temperature must
not exceed 175 °C, the MOSFET is not suitable for this application.
If the application requires a single pulse, then the curve shows that the transient thermal
impedance for a 100 s pulse is 0.1 K/W. As a result, the temperature rise is 800 W
0.1 K/W which equals 80 K. The finishing temperature is then 105 °C for a starting
temperature of 25 °C. The device is able to withstand this, thereby confirming what the
SOA curve already indicated.
Because of the effects of linear-mode operation, the current is maintained but the allowed
drain-source voltage is derated.
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aaa-002475
103
ID limit RDSon = VDS / ID
(A)
tp = 10 μs
102
100 μs
10
1 ms
DC
10 ms
1
100 ms
20 V, 30 A at 25°C
10-1
1 10 102 103
VDS (V)
0.5 V at 100°C 5 V at 100°C 50 V at 100°C
Example:
At 25 °C, it can be seen that a VDS of 20 V is allowed for 30 A, and 1 ms. Therefore, at
100 °C, a VDS of 10 V is allowed.
A 1 ms pulse of 30 A and 15 V at 100 °C is outside the permitted safe operating area and
is consequently not allowed.
4. References
[1] The Impact of Trench Depth on the Reliability of Repetitively Avalanched
Low-Voltage Discrete Power Trench nMOSFETs - Alatise et al, IEE Electron Device
Letters, Volume 31, No7, July 2010, pages 713-715.
[2] Semiconductor Devices - Physics and Technology S.M.Sze, 1985, John Wiley &
Sons.
[3] Application Note AN10273 - Power MOSFET single-shot and repetitive avalanche
ruggedness rating.
[4] Application Note AN10874 - LFPAK MOSFET thermal design guide.
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5. Legal information
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Semiconductors product is suitable and fit for the customer’s applications and
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Applications — Applications that are described herein for any of these
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5.3 Trademarks
specified use without further testing or modification. Notice: All referenced brands, product names, service names and trademarks
Customers are responsible for the design and operation of their applications are the property of their respective owners.
and products using NXP Semiconductors products, and NXP Semiconductors
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6. Contents
1 Introduction . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3
2 Data sheet technical sections. . . . . . . . . . . . . . 3
2.1 Product profile . . . . . . . . . . . . . . . . . . . . . . . . . 3
2.2 Pinning information . . . . . . . . . . . . . . . . . . . . . . 4
2.3 Ordering information . . . . . . . . . . . . . . . . . . . . . 5
2.4 Limiting values . . . . . . . . . . . . . . . . . . . . . . . . . 5
2.4.1 Derating curves . . . . . . . . . . . . . . . . . . . . . . . . 7
2.4.1.1 Continuous drain current . . . . . . . . . . . . . . . . . 7
2.4.2 Power dissipation . . . . . . . . . . . . . . . . . . . . . . . 8
2.4.3 Avalanche ruggedness . . . . . . . . . . . . . . . . . . . 9
2.4.4 Safe Operating Area (SOA) . . . . . . . . . . . . . . 10
2.5 Thermal characteristics. . . . . . . . . . . . . . . . . . 11
2.6 Electrical characteristics . . . . . . . . . . . . . . . . . 12
2.6.1 Static characteristics . . . . . . . . . . . . . . . . . . . . 12
2.6.2 Dynamic characteristics . . . . . . . . . . . . . . . . . 17
2.6.2.1 Gate charge . . . . . . . . . . . . . . . . . . . . . . . . . . 17
2.6.2.2 Capacitances . . . . . . . . . . . . . . . . . . . . . . . . . 19
2.6.2.3 Switching times. . . . . . . . . . . . . . . . . . . . . . . . 20
2.6.3 Diode characteristics . . . . . . . . . . . . . . . . . . . 20
2.7 Package outline . . . . . . . . . . . . . . . . . . . . . . . 21
3 Appendices . . . . . . . . . . . . . . . . . . . . . . . . . . . 21
3.1 Safe Operating Area (SOA) curves . . . . . . . . 21
3.1.1 Safe operating area for temperatures
above 25 °C . . . . . . . . . . . . . . . . . . . . . . . . . . 23
3.1.1.1 Example calculations . . . . . . . . . . . . . . . . . . . 24
3.1.2 Example using the SOA curve and thermal
characteristics. . . . . . . . . . . . . . . . . . . . . . . . . 24
3.1.2.1 Calculation steps . . . . . . . . . . . . . . . . . . . . . . 25
3.1.2.2 Derating for higher starting temperatures . . . . 25
4 References . . . . . . . . . . . . . . . . . . . . . . . . . . . . 26
5 Legal information. . . . . . . . . . . . . . . . . . . . . . . 27
5.1 Definitions . . . . . . . . . . . . . . . . . . . . . . . . . . . . 27
5.2 Disclaimers . . . . . . . . . . . . . . . . . . . . . . . . . . . 27
5.3 Trademarks. . . . . . . . . . . . . . . . . . . . . . . . . . . 27
6 Contents . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 28
Please be aware that important notices concerning this document and the product(s)
described herein, have been included in section ‘Legal information’.