question is how you checked this worst case?Hi,
Worst case is approximately at 2.4A @ 24V for 2 ms.
Close to the limit, but should be O.K.
Mind to start with room temperature.
Klaus
It means MOSFET can handle maximum 100W power for 1ms. where can I see in my simulation that MOSFET is not drawing more than 100W power in 1ms...?Hi,
Worst case is with highest power.
Draw a graph with P = V_ds x I_d
It should be about 60W max.
Logarithmic or not: X-axis is V_ds.
SOA graph: right side is not the time. The time values belong to the according lines (over the complete chart)
The diagonal "1ms" line shows about 100W of power dissipation.
Klaus
where can I see in my simulation that MOSFET is not drawing more than 100W power in 1ms...?
"When the datasheet says 100W for 1ms, then the energy is 100mWs."No,
9ms is the absolute time beginning from start of simulation.
Imagine if you started the simulation yesterday .. then the power pulse was at 86,000,000 ms ...
--> What counts is the width of the pulse ... maybe 1ms ... 1.5ms
When the datasheet says 100W for 1ms, then the energy is 100mWs.
If interested you may integrate your dissipated power ...
Klaus
yes,,,I plotted the energy plot but issue is I wanna verify this with SOA graph.In LTSpice you have the possebility to to perform different measurements, have a closer look at [1]. You also can zoom into the region of interest in the graph window, press and hold CTRL and make a LMB click on the trace name of interest, in your case V(S,D)*Id(M1). This sould deliver the average power and energy, which is determined by performing an integration of your zoom area (interval start and stop should be stated).
[1] http://ltwiki.org/LTspiceHelp/LTspiceHelp/_MEASURE_Evaluate_User_Defined_Electrical_Quantities.htm
BR
"When the datasheet says 100W for 1ms, then the energy is 100mWs."
can I see this thing in my simulation
Hi thanks for the detailed explanation.Hi,
have a look on the definition of Joule [2].
You should zoom in, and perform the integration as explained in my previous reply starting from ~7 ms to ~10.25 ms for V(S,D)*Id(M1). You can also make a RMB click on the x-axis to set the start and stop time. This gives you a result in Joules ( J = W • s). The SOA graph also provides the voltage and current (-> [P] = W) as well as the time.
For your shown V(S,D)*Id(M1) plot i would estimate an energy of about 125 mW (75 W / 2 • 3.5 ms).
Having a look in the SOA graph than for
So you can see, for both of your worst case scenarios you are way below this two determined values. It is somehow tricky to choose a proper current and voltage level for the transient event. But what you can see from the SOA graph, and also from the two determined energy values, a higher energy can be handled for shorter time periods (keep the ongoing heating of the MOSFET in mind).
- VDS of ~40 V an ID of about 30 mA results for to stay within the SOA, lets say for 10 seconds this leads to an energy of 12 J.
- ID is ~ 5 A, a maximum VDS of ~0.7 V results to stay within the SOA for 10 seconds, which results in an energy of 35 J.
BR
[2] https://en.wikipedia.org/wiki/Joule
That´s what the diagram says: "Single pulse".so first of all these 1ms, 10ms and 10s are the pulse width ....right?
The waveforms differ, thus there is no exact definiton of pulse width for non square waveforms.and in my case the pulse width is 3.5mS....right?
I stay with my opinion of post#2.so now if we consider pulse width 3.5ms,,,,then am i still within the SOA region....or not?
okah i got it....Hi,
That´s what the diagram says: "Single pulse".
And a pulse is defined with magnitude and timing.
In the case of SOA diagram one estimates a square pulse. So your pulse waveform is a bit relaxed when looking at the peak vs average power.
The waveforms differ, thus there is no exact definiton of pulse width for non square waveforms.
I recommend to keep some headroom.
I stay with my opinion of post#2.
Klaus
Thanks .Hi,
I just checked which kind of Spice model is provided by VISHAY. For example ST provides models which enable the observation of the MOSFET's junction temperature [3]. Such kind of Spice model is not provided by VISHAY, but they provide a thermal RC model [4] and also explain how to use it [5]. You should be able to implement this thermal model in LTspice without influencing your circuitry, by means of a current controlled current source [6]. Check if the maximum junctuion temperature is below the maximum temperture of 150°C, stated in the datasheet.
[3] https://www.st.com/resource/en/user...rial-for-power-mosfets-stmicroelectronics.pdf
[4] https://www.vishay.com/docs/69226/si7465dp.pdf
[5] https://www.vishay.com/docs/73554/73554.pdf
[6] https://forum.digikey.com/t/ltspice-tips-current-dependent-current-source/13331
BR
with ohmic load (the MOSFET during switching) ... the peak power dissipation is at VDS_max/2 and at about I_D/2..from my very 1st post,,,how do you get these data points (2.4A @24V) and for 2ms..
ohhhhhhh okahhhhh.Hi
with ohmic load (the MOSFET during switching) ... the peak power dissipation is at VDS_max/2 and at about I_D/2.
In the given case this is an approximation.
going from left to right is statrs with zero current. --> no power dissipation
Then you have power dissipation because of current an voltage
after that the voltage drop becomes zero --> thus no power dissipation.
Now it´s clear somewhere inbetween OPEN and CLOSE there is the peak of power dissipation.
Both voltage and current follow a some kind of linear behaviour. The higher the current the lower the voltage drop.
Imagine a vertical line when V_DS crosses 42V/2 = 21V --> you see that I_D is higher than 4.5A/2
Imagine a vertical line when I_D crosses 4.5A/2 --> you see that V_DS is higher than 21V.
Now imagine a third vertical line exactly between the lines before.
--> it should give about the point of max. power, Id and V_ds.
Time:
Decent power dissipation starts at 8ms and ends at 10ms...tus 2ms.
Klaus
The thermal model is applied correctly. The results suggest however that the model parameters in the Vishay application note are not equally accurate for the millisecond time range. It's physically impossible to get a higher junction temperature with case hold at 25 °C than without heatsink in 25° C ambient. So there's still a doubt if the 80°C or 130°C peak temperature curve is better corresponding to actual junction temperature. Both are within allowed junction temperature range.well I have introduced thermal model also...
I am within the range...by considering both cases..junction to ambient and junction to case..
can you just confirm....is this the right way to make thermal model....or am i doing something wrong?
Ohhh okah...The thermal model is applied correctly. The results suggest however that the model parameters in the Vishay application note are not equally accurate for the millisecond time range. It's physically impossible to get a higher junction temperature with case hold at 25 °C than without heatsink in 25° C ambient. So there's still a doubt if the 80°C or 130°C peak temperature curve is better corresponding to actual junction temperature. Both are within allowed junction temperature range.
As an additional remark, determing SOA by calculating junction temperature with thermal model is only valid in the "constant power line" range of the output charactersistic. For the discussed transistor, you see a range above VDS of 35 V with higher slope where the applicable power is limited by hot spot effects. The thermal model assumes equal power dissipation over the chip and would underestimate the SOA limit in this range. Fortunately, in this circuit Vds is below 35 V when the junction temperature rises.
See an explanation in this Infineon AN https://www.infineon.com/dgdl/Infin...h.pdf?fileId=db3a30433b47825b013b6b8c6a3424c4
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