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SP6828 Datasheet(PDF) 11 Page - Sipex Corporation

Part # SP6828
Description  3V Low Power Voltage Inverters
PDF  17 Pages
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Manufacturer  SIPEX [Sipex Corporation]
Direct Link  http://www.sipex.com
Logo SIPEX - Sipex Corporation

SP6828 Datasheet(HTML) 11 Page - Sipex Corporation

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11
SP6828DS/11
SP6828/6829 +3V Low Power Voltage Inverter
© Copyright 2000 Sipex Corporation
the charge pump capacitors, and P
CONV is the total
conversion loss during charge transfer between
the flying and output capacitors. These are the
three theoretical factors that may effect the power
efficiency of the SP6828/6829 devices in designs.
Internal losses come from the power dissipated
in the IC's internal circuitry.
Losses in the charge pump capacitors will be
induced by the capacitors' ESR. The effects of
the ESR losses and the output resistance can be
found in the following equation:
I
OUT
2 x R
OUT = PCAP + PCONV
and
R
OUT ≈ 4 x (2 x RSWITCHES + ESRC1) +
ESR
C2 +
1
fOSC x C1
,
where I
OUT is the output current, ROUT is the
circuit's output resistance, R
SWITCHES is the internal
resistance of the MOSFET switches, ESR
C1 and
ESR
C2 are the ESR of their respective capacitors,
and f
OSC is the oscillator frequency. This term
with f
OSC is derived from an ideal switched-
capacitor circuit as seen in Figure 22.
Conversion losses will happen during the charge
transfer between the flying capacitor, C1, and
the output capacitor, C2, when there is a voltage
difference between them. P
CONV can be determined
by the following equation:
P
CONV = fOSC x [
1/
2 x C1 x (VIN
2 - V
OUT
2) +
1/
2 x C2 x (VRIPPLE
2 - 2 x V
OUT x VRIPPLE) ].
Actual Efficiency
To determine the actual efficiency of the SP6828/
6829 device operation, a designer can use the
following equation:
Efficiency (ACTUAL) =
x 100%
P
OUT
P
IN
,
where
P
OUT = VOUT x IOUT
and
P
IN = VIN x IIN
where P
OUT is the power output, VOUT is the
output voltage, I
OUT is the output current, PIN is
the power from the supply driving the SP6828/
6829 devices, V
IN is the supply input voltage, and
I
IN is the supply input current.
Ideal Efficiency
The ideal efficiency is not the true power
efficiency because it is not calculated relative to
the input power which includes the input current
losses in the charge pump. The ideal efficiency
can be determined with the following equation:
Efficiency (IDEAL) =
x 100%
P
OUT
P
OUT (IDEAL)
,
where
P
OUT (IDEAL)
= -V
IN x
-V
IN
R
L
,
and P
OUT is the measured power output. Both
efficiencies are provided to designers for
comparison.
Figure 22. Equivalent Circuit for an Ideal Switched
Capacitor
V+
C2
RL
VOUT
C1
f
V+
C2
RL
VOUT
Requivalent =
1
f x C1
Requivalent



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