xrxr XRD8799
LOW POWER, 2 MSPS, 10-BIT, A/D CONVERTER WITH 8-CHANNEL MUX
REV. 1.00
10
FIGURE 5. XRD8799 COMPARATORS
1.1 ACCURACY OF CONVERSION: DNL AND INL
The transfer function for an ideal A/D converter is
shown in Figure 6.
F
IGURE 6. IDEAL A/D TRANSFER FUNCTION
The overflow transition (VOFW) takes place at:
V
IN
= VOFW = V
REF(+)
The first and the last transitions for the data bits take
place at:
V
IN
= V001 = V
REF(-)
+ 1.0 * LSB
V
IN
= V3FF = V
REF(-)
- 1.0 * LSB
V
REF
= V
REF(+)
- V
REF(-)
LSB = V
REF
/ 1024 = (V
3FF
- V001) / 1022
NOTE: The overflow transition is a flag and has no impact
on the data bits.
In a "real" converter the code-to-code transitions don't
fall exactly every V
REF
/1024 volts.
A positive DNL (Differential Non-Linearity) error
means that the real width of a particular code is larger
than 1 LSB. This error is measured in fractions of
LSBs.
A Max DNL specification guarantees that ALL code
widths (DNL errors) are within the stated value. A
specification of Max DNL = +
0.5 LSB means that all
code widths are within 0.5 and 1.5 LSB. If V
REF
=
4.608 V then 1 LSB = 4.5 mV and every code width is
within 2.25 and 6.75 mV.
Settle by Clock Update Time
Reference Stable Time - For Sample A
IN1
Sample AIN1
Reference Stable Time - For Sample A
IN2
Hold Reference Value Past
Clock Change for t
AP
Time
Short Cycle Sample will be discarded
Sample A IN2
AINX1
Not Used
A
IN
X0 Sample A
IN1
Sample A
IN2
Sample Ladder
for A
IN1
Sample Ladder
for A
IN
X1
Sample Ladder
for
AIN2
Sample Ladder
for A
IN
X2
Compare Ladder
V/S A
IN
X0
Compare Ladder
V/S A
IN1
Compare Ladder
V/S A
IN
X1
Compare Ladder
V/S A
IN2
DATA A
IN0
DATA A
IN
X0 DATA A
IN1
DATA A
IN
X1
Not Used Not Used
DATA
Ladder Compare
(LSB Bank)
Ladder Sample
Window (MSB Bank)
AIN Sample
Window
Clock
Update
References
External
Internal
External
t
S
Φ
B
Φ
S
Φ
B
Φ
B
Φ
S
Φ
S
A
IN
X1
3FF
3FE
3FD
V
REF(-)
V
REF(+)
DIGITAL
CODES
000
002
LSB
OFW=0
V
001
OFW=1
1 LSB
V001 V002 V
3FE
V
3FF
V
0FW
=
XRD8799 xrxr
LOW POWER, 2 MSPS, 10-BIT, A/D CONVERTER WITH 8-CHANNEL MUX
REV. 1.00
11
FIGURE 7. DNL MEASUREMENT ON PRODUCTION
T
ESTER
The formulas for Differential Non-Linearity (DNL), In-
tegral Non-Linearity (
IN
L) and zero and full scale er-
rors (EZS, EFS) are:
DNL (001) = V002 - V001 - LSB
: : :
DNL (3FE) = V3FF - V3FE - LSB
EFS (full scale error) = V3FF - [V
REF(+)
-1.5 * LSB]
EZS (zero scale error) = V001 - [V
REF(-)
+ 0.5 * LSB]
F
IGURE 8. REAL A/D TRANSFER CURVE
Figure 8 shows the zero scale and full scale error
terms.
Figure 9 gives a visual definition of the INL error. The
chart shows a 3-bit converter transfer curve with
greatly exaggerated DNL errors to show the deviation
of the real transfer curve from the ideal one.
After a tester has measured all the transition voltag-
es, the computer draws a line parallel to the ideal
transfer line. By definition the best fit line makes
equal the positive and the negative INL errors. For ex-
ample, an INL error of -1 to +2 LSB's relative to the
Ideal Line would be +
1.5 LSB's relative to the best fit
line.
F
IGURE 9. INL ERROR CALCULATION
1.2 CLOCK AND CONVERSION TIMING
A system will clock the XRD8799 continuously or it
will give clock pulses intermittently when a conversion
is desired. The timing of Figure 10a shows normal
operation, while the timing of Figure 10b keeps the
XRD8799 in balance and ready to sample the analog
input.
N + 1
N
N - 1
Output
Codes
Analog
Input
(N) Code Width = V
(N+1)
- V
(N)
LSB = [ V
REF(+)
- V
REF(-)
] / 1024
DNL
(N)
= [ V
(N+1)
- V
(N)
] - LSB
LSBDNL
V
(N+1)
V
(N)
DIGITAL
CODES
0.5
LSB
000
001
002
3FE
3FF
V
1.5
LSB
V001 V002 V
3FE
V
3FF
V
REF(-)
V
EZS EFS
7
6
5
4
3
2
1
Output
Codes
Best Fit Line
EFS
EZS
LSB
Real Transfer Line
INL
Analog Input (Volt)
Ideal Transfer Line
xrxr XRD8799
LOW POWER, 2 MSPS, 10-BIT, A/D CONVERTER WITH 8-CHANNEL MUX
REV. 1.00
12
FIGURE 10. RELATIONSHIP OF DATA TO CLOCK 1.3 ANALOG INPUT
The XRD8799 has very flexible input range character-
istics. The user may set V
REF(+)
and V
REF(-)
to two
fixed voltages and then vary the input DC and AC lev-
els to match the VREF range. Another method is to
first design the analog input circuitry and then adjust
the reference voltages for the analog input range.
One advantage is that this approach may eliminate
the need for external gain and offset adjust circuitry
which may be required by fixed input range A/Ds.
The XRD8799's performance is optimized by using
analog input circuitry that is capable of driving the A
IN
input. Figure 11 shows the equivalent circuit for A
IN
.
F
IGURE 11. ANALOG INPUT EQUIVALENT CIRCUIT
1.4 ANALOG INPUT MULTIPLEXER
The XRD8799 includes a 8-Channel analog input
multiplexer. The relationship between the clock, the
multiplexer address, the
WR and the output data is
shown in Figure 12.
F
IGURE 12. MUX ADDRESS TIMING
FIGURE 13. ANALOG MUX TIMING
1.5 REFERENCE VOLTAGES
The input/output relationship is a function of V
REF
:
A
IN
= V
IN
- V
REF(-)
V
REF
= V
REF(+)
- V
REF(-)
DATA = 1024 * (A
IN
/V
REF
)
A system can increase total gain by reducing V
REF
.
CLOCK
DATA
b. Single sampling
N
N
BALANCE
CLOCK
DATA
a. Continuous sampling
N N+1
N N+1
50
10 pF
AV
DD
A
IN
80
φ
S
10 pF
160
4
1 pF
10 pF
Channel
Selection
8
Control
R Series
200
R MUX
200
1/2 [ V
REF(+)
+ V
REF(-)
]
φ
S
φ
B
1 pF
+
WR
Clock
DB0-DB9
t
CLKS2
t
WR
t
CLKH2
Address
t
AS
t
AH
Sample N
Old Address
Sample M
New Address
Sample
M+1
N-2 Valid
N-1 Valid
Old Address
N Valid
Old Address
M Valid
New Address
Note: t
CLKS2
= t
CLKH2
= 0
A2, A1, A0
MUXEN
(Internal Signal)
t
AS
t
AH
WR
t
WR
t
MUXEN1

XRD8799EVAL

Mfr. #:
Manufacturer:
MaxLinear
Description:
Data Conversion IC Development Tools XRD8799 EVAL BOARD
Lifecycle:
New from this manufacturer.
Delivery:
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