Billede:IvsV IGBT.png
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[edit] Summary
Description |
Static characteristic of a imaginary Insulated Gate Bipolar Transistor (IGBT) |
---|---|
Source |
own work, loosely based on model in "Power semiconductor devices" by B. J. Baliga, ISBN 0-534-94098-6 |
Date |
28/06/2006 |
Author |
Cyril BUTTAY |
Permission |
as licensed |
[edit] Licensing
|
Made using gnuplot V4.0 and the following source:
# This file is used to plot the I(V) curve set of a MOSFET # graph configuration set terminal postscript eps enhanced "Times-Roman" 24 set encoding iso_8859_15 unset title set line style 1 lt 10 lw 3 pt 0 ps 0 set line style 2 lt 3 lw 3 pt 0 ps 0 set border 15 lt 10 lw 4 set mxtics set mytics set grid xtics ytics set xlabel "Collector-Emitter voltage [V]" set ylabel "Collector current [arbitrary unit]" set format y '%0.0f' set format x "%0.0f" # labels displayed on the graph set label 3 'V{_{GE}}-V{_{th}}=7 V' at 9.8,47 right set label 4 '6 V' at 9.8,37.5 right set label 5 '5 V' at 9.8,26.5 right set label 6 '4 V' at 9.8,17.4 right set label 7 '3 V' at 9.8,10.5 right set label 8 '2 V' at 9.8,5.5 right set label 9 '1 V' at 9.8,2.5 right # The model is basically that of a mosfet, with a diode in series # Drain current in linear region linear(vds,vgsvth)=2*vgsvth*vds-vds**2 # Drain current in saturation region saturation(vds,vgsvth)=vgsvth**2 # Drain current draincurrent(vds,vgsvth)=(vds>vgsvth?saturation(vds,vgsvth):linear(vds,vgsvth)) # limit between saturation and linear regions limit(vds)=vds**2 # diode forward voltage: Vf(t,vgsvth)=2*0.026*log(draincurrent(t,vgsvth)/10e-8) set output "IvsV_IGBT.eps" set parametric set sample 2000 # this is totally non physical: we calculate the current in the drain of the mosfet, # then use this value to calculate the voltage drop in the diode, and then plot Vf+voltage # on the x-axis, and the current on the y-axis. Then, I divide the voltage across the MOSFET # by an arbitrary factor (4) to get a steeper curve. plot [0:40 ][0:10][0:50] Vf(t,1)+t/4,draincurrent(t,1) ls 1 title '',\ Vf(t,2)+t/4,draincurrent(t,2) ls 1 title '',\ Vf(t,3)+t/4,draincurrent(t,3) ls 1 title '',\ Vf(t,4)+t/4,draincurrent(t,4) ls 1 title '',\ Vf(t,5)+t/4,draincurrent(t,5) ls 1 title '',\ Vf(t,6)+t/4,draincurrent(t,6) ls 1 title '',\ Vf(t,7)+t/4,draincurrent(t,7) ls 1 title ''
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