IRFP4368PBF_15 Datasheet, PDF (5/8 Pages) International Rectifier – High Efficiency Synchronous Rectification in SMPS

IRFP4368PbF
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D = 0.50
0.1
0.20
0.10
0.05
0.01
0.02
0.01
0.001
SINGLE PULSE
( THERMAL RESPONSE )
τ_{J τJ}
τ_{1 τ1}
R_1R1
Ci= τi/Ri
Ci i/Ri
R_2R2
τ_{2 τ2}
R_3R3
τ_{3 τ3}
0.0001
1E-006
1E-005
0.0001
0.001
t1 , Rectangular Pulse Duration (sec)
R_4R4
τ_Cτ
Ri (°C/W)
0.0145
0.0661
τi (sec)
0.000024
0.000148
τ_{4 τ4}
0.1257 0.002766
0.0838 0.017517
Notes:
1. Duty Factor D = t1/t2
2. Peak Tj = P dm x Zthjc + Tc
0.01
0.1
Fig 13. Maximum Effective Transient Thermal Impedance, Junction-to-Case
1000
Duty Cycle = Single Pulse
0.01
100
Allowed avalanche Current vs avalanche
pulsewidth, tav, assuming ∆Tj = 150°C and
Tstart =25°C (Single Pulse)
0.05
0.10
10
Allowed avalanche Current vs avalanche
pulsewidth, tav, assuming ∆Τj = 25°C and
Tstart = 150°C.
1
1.0E-06
1.0E-05
1.0E-04
1.0E-03
1.0E-02
tav (sec)
Fig 14. Typical Avalanche Current vs.Pulsewidth
1.0E-01
500
TOP
Single Pulse
Notes on Repetitive Avalanche Curves , Figures 14, 15:
(For further info, see AN-1005 at www.irf.com)
BOTTOM 1.0% Duty Cycle
1. Avalanche failures assumption:
400
ID = 195A
300
Purely a thermal phenomenon and failure occurs at a temperature far in
excess of T_jmax. This is validated for every part type.
2. Safe operation in Avalanche is allowed as long asT_jmax is not exceeded.
3. Equation below based on circuit and waveforms shown in Figures 16a, 16b.
4. P_{D (ave)} = Average power dissipation per single avalanche pulse.
5. BV = Rated breakdown voltage (1.3 factor accounts for voltage increase
during avalanche).
200
6. I_av = Allowable avalanche current.
7. ∆T = Allowable rise in junction temperature, not to exceed T_jmax (assumed as
25°C in Figure 14, 15).
100
t_{av =} Average time in avalanche.
D = Duty cycle in avalanche = t_av ·f
Z_thJC(D, t_av) = Transient thermal resistance, see Figures 13)
0
25 50 75 100 125 150 175
Starting TJ , Junction Temperature (°C)
P_{D (ave)} = 1/2 ( 1.3·BV·I_av) = DT/ Z_thJC
I_av = 2DT/ [1.3·BV·Z_th]
E_{AS (AR)} = P_{D (ave)}·t_av
Fig 15. Maximum Avalanche Energy vs. Temperature
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