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MAX16992ATCD Datasheet(PDF) 13 Page - Maxim Integrated Products

Part # MAX16992ATCD
Description  36V, 2.5MHz Automotive Boost SEPIC Controllers
PDF  21 Pages
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Manufacturer  MAXIM [Maxim Integrated Products]
Direct Link  https://www.maximintegrated.com/en.html
Logo MAXIM - Maxim Integrated Products

MAX16992ATCD Datasheet(HTML) 13 Page - Maxim Integrated Products

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n-Channel MOSFET Driver
DRV drives the gate of an external n-channel MOSFET.
The driver is powered by the internal regulator (PVL),
which provides approximately 5V. This makes both the
devices suitable for use with logic-level MOSFETs. DRV
can source 750mA and sink 1000mA peak current.
The average current sourced by DRV depends on the
switching frequency and total gate charge of the external
MOSFET (see the Power Dissipation section).
Error Amplifier
The devices include an internal transconductance error
amplifier. The noninverting input of the error amplifier is
connected to the internal 1V reference and feedback is
provided at the inverting input. High 700FS open-loop
transconductance and 50M
Ω output impedance allow
good closed-loop bandwidth and transient response.
Moreover, the source and sink current capability of
140FA provides fast error correction during output load
transients.
Slope Compensation
The devices use an internal current-ramp generator for
slope compensation. The internal ramp signal resets at
the beginning of each cycle and slews at a typical rate of
50FA x fSW. The amount of slope compensation needed
depends on the slope of the current ramp in the inductor.
See the Current-Sense Resistor Selection and Setting
Slope Compensation section for further information.
Current Limit
The current-sense resistor (RCS) connected between the
source of the MOSFET and ground sets the current limit.
The ISNS input has a voltage trip level (VCS) of 250mV.
When the voltage produced by the current in the induc-
tor exceeds the current-limit comparator threshold, the
MOSFET driver (DRV) quickly terminates the on-cycle.
In some cases, a short time-constant RC filter could be
required to filter out the leading-edge spike on the sense
waveform in addition to the internal blanking time. The
amplitude and width of the leading edge spike depends
on the gate capacitance, drain capacitance, and switch-
ing speed (MOSFET turn-on time).
Hiccup Operation
The devices incorporate a hiccup mode in an effort to
protect the external power components when there is
an output short-circuit. If PGOOD is low (i.e., the output
voltage is less than 85% of its set value) and there are
16 consecutive current-limit events, switching is stopped.
There is then a waiting period of 44ms before the
device tries to restart by initiating a soft-start. Note that
a short-circuit on the output places considerable stress
on all the power components even with hiccup mode,
so that careful component selection is important if this
condition is encountered. For more complete protection
against output short-circuits, a series pMOS switch driven
from PGOOD through a level-shifter can be employed
(see Figure 1).
Applications Information
Inductor Selection
Using the following equation, calculate the minimum
inductor value so that the converter remains in continu-
ous mode operation at minimum output current (IOMIN):
LMIN = (VIN2 x D x E)/(2 x fSW x VOUT x IOMIN)
where:
D = (VOUT + VD - VIN)/(VOUT + VD - VDS)
and:
IOMIN is between 10% and 25% of IOUT
A higher value of IOMIN reduces the required inductance;
however, it increases the peak and RMS currents in the
switching MOSFET and inductor. Select IOMIN between
10% to 25% of the full load current. VD is the forward
voltage drop of the external Schottky diode, D is the duty
cycle, and VDS is the voltage drop across the external
switch. Select an inductor with low DC resistance and
with a saturation current (ISAT) rating higher than the
peak switch current limit of the converter.
Input and Output Capacitors
The input current to a boost converter is almost
continuous and the RMS ripple current at the input
capacitor is low. Calculate the minimum input capacitor
value and maximum ESR using the following equations:
CIN = DIL x D/(4 x fSW x DVQ)
ESRMAX = DVESR/DIL
where DIL = ((VIN - VDS) x D)/(L x fSW).
VDS is the total voltage drop across the external
MOSFET plus the voltage drop across the inductor
ESR. DIL is peak-to-peak inductor ripple current as
calculated above. DVQ is the portion of input ripple due
to the capacitor discharge and DVESR is the contribution
due to ESR of the capacitor. Assume the input capacitor
ripple contribution due to ESR (DVESR) and capacitor
discharge (DVQ) are equal when using a combination of
ceramic and aluminium capacitors. During the converter
www.maximintegrated.com
Maxim Integrated │ 13
MAX16990/MAX16992
36V, 2.5MHz Automotive Boost/
SEPIC Controllers



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