MMC2114 MOTOROLA [Motorola, Inc], MMC2114 Datasheet - Page 522

• Manufacturer Part Number: MMC2114
• Description: M CORE Microcontrollers
• Manufacturer: MOTOROLA [Motorola, Inc]

Queued Analog-to-Digital Converter (QADC)
19.11.7.1 Settling Time for the External Circuit
Advance Information
522
NOTE:
In
is the internal parasitic capacitor. C
sample and hold the input voltage. V
to provide charge to C
The following paragraphs provide a simplified description of the
interaction between the QADC and the user’s external circuitry. This
circuitry is assumed to be a simple RC low-pass filter passing a signal
from a source to the QADC input pin. These simplifying assumptions are
made:
The values for R
determine the length of time required to charge C
level (V
open, disconnecting the internal circuitry from the external circuitry.
Assume that the initial voltage across C
across it is determined by the equation, where t is the total charge time:
As t approaches infinity, V
leakage.) With 10-bit resolution, 1/2 of a count is equal to 1/2048
full-scale value. Assuming worst case (V
shows the required time for C
actual source voltage during 10-bit conversions.
on the RC network in
The following times are completely independent of the A/D converter
architecture (assuming the QADC is not affecting the charging).
Figure
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Queued Analog-to-Digital Converter (QADC)
The external capacitor is perfect (no leakage, no significant
dielectric absorption characteristics, etc.).
All parasitic capacitance associated with the input pin is included
in the value of the external capacitor.
Inductance is ignored.
The "on" resistance of the internal switches is 0 ohms and the "off"
resistance is infinite.
SRC
19-53, R
). At time t = 0, V
V
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CF
= V
SRC
F
, R
SRC
, R
Figure
SRC
samp
F
(1 –e
, and C
CF
, and C
during sample phase.
SRC
will equal V
–t/(R
19-53.
F
to charge to within 1/2 of a count of the
F
MMC2114 • MMC2113 • MMC2112 — Rev. 1.0
changes in
F
F
in the user's external circuitry
comprise the external filter circuit. C
+ R
Samp
I
is an internal voltage source used
SRC
F
is 0. As C
SRC
is the capacitor array used to
SRC
) C
F
. (This assumes no internal
Figure 19-53
)
= full scale),
F
Table 19-14
F
to the source voltage
charges, the voltage
Table 19-14
while S1 is
MOTOROLA
is based
P