Is FET operating withinin SOA?...Pulsed linear regulator

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treez

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Hello,
We have the following waveform in the STD1NK80Z FET (DPAK). It recurs every 10ms as shown.
We need to know if this violates the SOA.
To me, these pulses equate to repetitive pulses of [45V and 430mA and 650us long].
How from the datasheet can we tell that this is acceptable?
The SOA graph on page 4 shows what’s acceptable for a “single pulse”……..but how are we supposed to know what’s ok for our pulse train?
Also, the SOA graph on page 4 says “Tj=150degC and Tc = 25degC”..
What does this mean?......surely it’s the junction temperature, Tj, that is the significant parameter, so why do they bother to specify that the case temperature, Tc, is at 25degc?

STD1NK80Z datasheet:
https://www.st.com/resource/en/datasheet/CD00058073.pdf
 

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Thus you need both SOA to ensure you are well below limit (OK) then use Thermal IMpedance and compute T rise from integrated product of of VI=P_rms * d duty cycle


I see an average <1 deg C rise due to this data.

8% duty of 19W (VI_rms) pulse = 1.5W @ 20% thermal impedance =K



- - - Updated - - -

EDIT:

I see ~ 24W peak @ 400us with a SOA max just over 100W so you have about 76W SOA margin due to thermal shock

Your temp rise due to the pulse rise would be ~ 1 deg'C so not much thermal shock where I used the single pulse to estimate junction rise during pulse


but repetitive rise is based on duty cycle of 8% duty of 19W =1.5W * (Rjc=2.78'C/W) = 4.x deg C rise above case
 
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“Tj=150degC and Tc = 25degC”
maximum dissipation is obtained by holding the tab at 25degC with the junction at 150 degC - the heatflow is then maximum - a lot of SOA curves are published on the basis of the tab being connected to an infinite heatsink at 25degC

The power rating is linearly derated from tab = 25degC to (zero power at ) Tjmax e.g. 150 or 175 degC

As you are aware - the tab of a device is usually significantly hotter than 25 degC in operation ...
 
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Thanks woops sorry i realise the current scale doesnt show on the top post's waveform, here it is re-attached.
 

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