Datasheet

H(s) +
ǒ
1 )
s
2p Fz1
Ǔ ǒ
1 )
s
2p Fz2
Ǔ
ǒ
s
2p Fp0
Ǔ ǒ
1 )
s
2p Fp1
Ǔ ǒ
1 )
s
2p Fp2
Ǔ ǒ
1 )
s
2p Fp3
Ǔ
TPS5430
TPS5431
www.ti.com SLVS632E –JANUARY 2006–REVISED SEPTEMBER 2013
Internal Compensation Network
The design equations given in the example circuit can be used to generate circuits using the TPS5430/TPS5431.
These designs are based on certain assumptions and will tend to always select output capacitors within a limited
range of ESR values. If a different capacitor type is desired, it may be possible to fit one to the internal
compensation of the TPS5430/TPS5431. Equation 23 gives the nominal frequency response of the internal
voltage-mode type III compensation network:
(23)
Where
Fp0 = 2165 Hz, Fz1 = 2170 Hz, Fz2 = 2590 Hz
Fp1 = 24 kHz, Fp2 = 54 kHz, Fp3 = 440 kHz
Fp3 represents the non-ideal parasitics effect.
Using this information along with the desired output voltage, feed forward gain and output filter characteristics,
the closed loop transfer function can be derived.
Thermal Calculations
The following formulas show how to estimate the device power dissipation under continuous conduction mode
operations. They should not be used if the device is working at light loads in the discontinuous conduction mode.
Conduction Loss: Pcon = I
OUT
2
x Rds(on) x V
OUT
/V
IN
Switching Loss: Psw = V
IN
x I
OUT
x 0.01
Quiescent Current Loss: Pq = V
IN
x 0.01
Total Loss: Ptot = Pcon + Psw + Pq
Given T
A
=> Estimated Junction Temperature: T
J
= T
A
+ Rth x Ptot
Given T
JMAX
= 125°C => Estimated Maximum Ambient Temperature: T
AMAX
= T
JMAX
– Rth x Ptot
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