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EC5116 Datasheet(PDF) 8 Page - E-CMOS Corporation

Part # EC5116
Description  3A, 40V Asynchronous Step-Down Converter
PDF  12 Pages
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Manufacturer  E-CMOS [E-CMOS Corporation]
Direct Link  http://www.ecmos.com.tw/
Logo E-CMOS - E-CMOS Corporation

EC5116 Datasheet(HTML) 8 Page - E-CMOS Corporation

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EC5116
E-CMOS Corp. (www.ecmos.com.tw)
7I26N-Rev. F001
3A, 40V Asynchronous Step-Down Converter
8/12
For example, Vin=12V, setup the Vin=10V to trigger the low input voltage protection. So, R1 and R6 can be configured as
R1=1M and R6=136.3K.
BST Capacitor
BST cap supplies the drive for the high-side N-MOSFE switch, connected from the BST pin to SW pin as Figure 4.
The BST cap is charged by the internal 3.3V rail when SW is low. Usually, one ceramic cap 0.1uF or greater capacitor is ok for
high side MOS driver.
Compensation Loop
COMP is used to compensate the regulation control loop for system stability and transient response. Connect a series RC
Network (Pole-zero combination) from COMP to GND to optimize the control loop as Figure 5.
In some cases, an additional ceramic capacitor (C6 such as 47pF) from COMP to GND is required to eliminate the high
frequency noise influence.
Normallyapplication with 5V/3.3V output, 12V/24V input, the below table parameter is recommended.
Power Inductor
The inductor is required to supply constant current to the output load. A larger value inductor results in less current ripple and
Also lower output ripple. However, the larger value inductor has a larger physical size, bigger series resistance, high cost or
lower saturation current. A good rule to determining the inductance is to allow the peak-to-peak ripple current in the inductor.
It’s recommended to allow inductor ripple current IPP of 30% maximum peak current. So we can get the proper inductor value
as follow.
Where VOUT is output voltage, VIN is input voltage, fS is switching frequency and IPP is the peak-to-peak inductor ripple
current. Choose an inductor that will not be saturate under the maximum inductor peak current. The peak inductor current can
be calculated by following expression:
Where IOUT is the load current.



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