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MP2639A Datasheet(PDF) 32 Page - Monolithic Power Systems

Part # MP2639A
Description  2-Cell Li-Ion or Li-Polymer Switching Charger Compatible with 5V Input and Integrated, Bidirectional Charge/Discharge
PDF  35 Pages
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Manufacturer  MPS [Monolithic Power Systems]
Direct Link  http://www.monolithicpower.com
Logo MPS - Monolithic Power Systems

MP2639A Datasheet(HTML) 32 Page - Monolithic Power Systems

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MP2639A
– SWITCH-MODE BATTERY CHARGER W/ BIDIRECTIONAL OPERATION
MP2639A Rev. 1.0
www.MonolithicPower.com
32
6/6/2017
MPS Proprietary Information. Patent Protected. Unauthorized Photocopy and Duplication Prohibited.
© 2017 MPS. All Rights Reserved.
IVH(MAX) is the battery current (2.5A), and η is the
efficiency.
Under most application conditions, the charge
current is limited at the input current limit, so
IVL(MAX) is 3A, typically.
In the worst-case scenario with a 8.4V battery
voltage, a 30% inductor current ripple, and a
typical input voltage (VVL = 5V), the inductance
is calculated as 1.9µH.
When the MP2639A works in discharge mode
(as a buck converter), estimate the required
inductance with Equation (30):


VH
VL
VL
L _ MAX
VH
SW
V
V
V
L
I
V
f
(30)
Where VVH is the output voltage, VIN is the input
voltage, fSW is the switching frequency, and
∆I
L_MAX is the maximum peak-to-peak inductor
current (usually 30 - 40% of the discharge
current).
With a typical 8.4V input voltage (2-cell battery),
a 30% inductor current ripple at the max output
current when VVL is set at the typical 5V value
(VVL = 5V, IVL(max) = 5A), and the inductance is
calculated as 1.2µH.
For best results, use an inductor with an
inductance of 2.2µH with a DC current rating no
lower than the peak current of the MOSFET.
For higher efficiency, minimize the inductor’s
DC resistance.
Selecting the VL Capacitor (CVL)
Select the VL capacitor (CVL) based on the
demand of the system current ripple.
CVL is the input capacitor of the boost converter
during charge mode and the output capacitor of
the buck converter during discharge mode.
Calculate its values with Equation (31) and
Equation (32):

VL
VL
VH
VL
2
VL
VL
SW
V
1 V
/ V
r
V
8 C
f
L
(31)
 
VL
VH _ MAX
VL
2
VL _ MAX
SW
1 V / V
C
8
r
f
L
(32)
Suppose that the maximum VL ripple must not
exceed 1% (e.g.: 0.5%). When VVH_MAX is 8.4V,
VVL is 5V, L is 2.2µH, fSW is 1200kHz, and
∆rVL_AX is 0.5%, then CVL is 3.2µF.
One
4.7µF
ceramic
capacitor
with
X7R
dielectrics is sufficient.
Selecting the VH Capacitor (CVH)
The 2-cell battery is connected to the VH port,
which is the output of the boost during charge
mode and the input of the buck converter during
discharge mode.
In discharge mode, the capacitor CVH acts as
the input capacitor of the buck converter. The
input current ripple can be calculated with
Equation (33):


VL
VH _ MAX
VL
RMS _ MAX
VH _ MAX
VH _ MAX
V
(V
V )
II
V
(33)
In boost mode, the capacitor (CVH) is the output
capacitor of the boost converter. CVH keeps the
VH ripple small (<0.5%) and ensures feedback
loop stability. The VH current ripple is given by
Equation (29).
When IVH_MAX is 2.0A, VVL is 5V, and VVH_MAX is
8.4V, the maximum ripple current is 1A. Select
the system capacitors base on the ripple-
current temperature rise, not to exceed 10°C.
For best results, use X7R dielectric ceramic
capacitors with low ESR and small temperature
coefficients. For most applications, place two
22µF capacitors and one 1µF capacitor as
close to the IC as possible.



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