beautypg.com

Rainbow Electronics MAX5098A User Manual

Page 21

background image

MAX5098A

Dual, 2.2MHz, Automotive Buck or Boost

Converter with 80V Load-Dump Protection

______________________________________________________________________________________

21

the capacitor discharge, and ΔV

ESR

is the contribution

due to the ESR of the capacitor. D

MAX

is the maximum

duty cycle at minimum input voltage.

Power Dissipation

The MAX5098A includes two internal power MOSFET
switches. The DC loss is a function of the RMS current in
the switch while the switching loss is a function of switch-
ing frequency and instantaneous switch voltage and cur-
rent. Use the following equations to calculate the RMS
current, DC loss, and switching loss of each converter.
The MAX5098A is available in a thermally enhanced
package and can dissipate up to 2.7W at +70°C ambient
temperature. The total power dissipation in the package
must be limited so that the operating junction tempera-
ture does not exceed its absolute maximum rating of
+150°C at maximum ambient temperature.

For the buck converter:

where

See the

Electrical Characteristics

table for the

R

ON(MAX)

maximum value.

For the boost converter:

where V

DS

is the drop across the internal MOSFET and

η is the efficiency. See the

Electrical Characteristics

table for the R

ON(MAX)

value.

where t

R

and t

F

are rise and fall times of the internal

MOSFET. t

F

can be measured in the actual application.

The supply current in the MAX5098A is dependent on
the switching frequency. See the

Typical Operating

Characteristics

to find the supply current of the

MAX5098A at a given operating frequency. The power
dissipation (P

S

) in the device due to supply current

(I

SUPPLY

) is calculated using following equation.

P

S

= V

INMAX

x I

SUPPLY

The total power dissipation P

T

in the device is:

P

T

= P

DC1

+ P

DC2

+ P

SW1

+ P

SW2

+ P

S

where P

DC1

and P

DC2

are DC losses in converter 1 and

converter 2, respectively. P

SW1

and P

SW2

are switching

losses in converter 1 and converter 2, respectively.

Calculate the temperature rise of the die using the fol-
lowing equation:

T

J

= T

C

x (P

T

x

θ

JC

)

where

θ

JC

is the junction-to-case thermal impedance of

the package equal to +1.7°C/W. Solder the exposed
pad of the package to a large copper area to minimize
the case-to-ambient thermal impedance. Measure the
temperature of the copper area near the device at a
worst-case condition of power dissipation and use
+1.7°C/W as

θ

JC

thermal impedance.

Compensation

The MAX5098A provides an internal transconductance
amplifier with its inverting input and its output available
for external frequency compensation. The flexibility of
external compensation for each converter offers wide
selection of output filtering components, especially the
output capacitor. For cost-sensitive applications, use
aluminum electrolytic capacitors; for component size-
sensitive applications, use low-ESR tantalum, polymer,
or ceramic capacitors at the output. The high switching
frequency of MAX5098A allows use of ceramic capaci-
tors at the output.

Choose all the passive power components that meet
the output ripple, component size, and component cost
requirements. Choose the small-signal components for
the error amplifier to achieve the desired closed-loop

P

V

I

t

t

f

SW

O

IN

R

F

SW

=

Ч

Ч

+

(

)

Ч

4

I

I

I

I

I

D

I

V

I

V

I

V

V

D

L

f

I

I

I

I

I

I

P

I

R

RMS

DC

PK

DC

PK

MAX

IN

O

O

IN

L

IN

DS

SW

DC

IN

L

PK

IN

L

DC

RMS

DS ON MAX

=

+

+

Ч

(

)

(

)

Ч

=

Ч

Ч

=

(

)

Ч

Ч

=

=

+

=

Ч

2

2

2

3

2

2

η

Δ

Δ

Δ

(

)(

)

I

I

I

I

I

I

P

V

I

t

t

f

DC

O

L

PK

O

L

SW

IN

O

R

F

SW

=

=

+

=

Ч

Ч

+

(

)

Ч

Δ

Δ

2

2

4

I

I

I

I

I

D

P

I

R

RMS

DC

PK

DC

PK

MAX

DC

RMS

DS ON MAX

=

+

+

Ч

(

)

⎠ Ч

=

Ч

2

2

2

3

(

)