AD5201BRM10 Analog Devices Inc, AD5201BRM10 Datasheet - Page 2

IC DGTL POT 10K 33POS 10-MSOP

AD5201BRM10

Manufacturer Part Number
AD5201BRM10
Description
IC DGTL POT 10K 33POS 10-MSOP
Manufacturer
Analog Devices Inc
Datasheet

Specifications of AD5201BRM10

Rohs Status
RoHS non-compliant
Taps
33
Resistance (ohms)
10K
Number Of Circuits
1
Temperature Coefficient
500 ppm/°C Typical
Memory Type
Volatile
Interface
SPI, 3-Wire Serial
Voltage - Supply
2.7 V ~ 5.5 V, ±2.3 V ~ 2.7 V
Operating Temperature
-40°C ~ 85°C
Mounting Type
Surface Mount
Package / Case
10-MSOP, Micro10™, 10-uMAX, 10-uSOP
Resistance In Ohms
10K
AD5200/AD5201–SPECIFICATIONS
AD5200 ELECTRICAL CHARACTERISTICS
Parameter
DC CHARACTERISTICS RHEOSTAT MODE
DC CHARACTERISTICS POTENTIOMETER DIVIDER MODE (Specifications apply to all VRs.)
RESISTOR TERMINALS
DIGITAL INPUTS AND OUTPUTS
POWER SUPPLIES
DYNAMIC CHARACTERISTICS
NOTES
1
2
3
4
5
6
7
8
9
Specifications subject to change without notice.
Typicals represent average readings at 25°C and V
Resistor position nonlinearity error R-INL is the deviation from an ideal value measured between the maximum resistance and the minimum resistance wiper posi-
tions. R-DNL measures the relative step change from ideal between successive tap positions. Parts are guaranteed monotonic. I
V
V
INL and DNL are measured at V
specification limits of ± 1 LSB maximum are Guaranteed Monotonic operating conditions.
Resistor Terminals A, B, W have no limitations on polarity with respect to each other.
Guaranteed by design and not subject to production test.
Measured at the A terminal. A terminal is open-circuited in shutdown mode.
P
All dynamic characteristics use V
DISS
SS
AB
Resistor Differential Nonlinearity
Resistor Integral Nonlinearity
Nominal Resistor Tolerance
Resistance Temperature Coefficient
Wiper Resistance
Resolution
Differential Nonlinearity
Integral Nonlinearity
Voltage Divider Temperature Coefficient
Full-Scale Error
Zero-Scale Error
Voltage Range
Capacitance
Capacitance
Shutdown Supply Current
Common-Mode Leakage
Input Logic High
Input Logic Low
Input Logic High
Input Logic Low
Input Current
Input Capacitance
Logic Supply
Power Single-Supply Range
Power Dual-Supply Range
Positive Supply Current
Negative Supply Current
Power Dissipation
Power Supply Sensitivity
Bandwidth –3 dB
Total Harmonic Distortion
V
Resistor Noise Voltage Density
W
= –2.7 V.
= V
is calculated from (I
Settling Time (10 kΩ/50 kΩ)
DD
, Wiper (V
6
6
W
A, B
5
W
) = No connect.
8
6
DD
4
× V
4
7
DD
DD
W
3
). CMOS logic level inputs result in minimum power dissipation.
with the RDAC configured as a potentiometer divider similar to a voltage output D/A converter. V
2
= 5 V, V
2
6, 9
SS
= 0 V.
DD
Symbol
R-DNL
R-INL
∆R
R
R
N
DNL
INL
∆V
V
V
V
C
C
I
I
V
V
V
V
I
C
V
V
V
I
I
P
PSS
BW_10 kΩ
BW_50 kΩ
THD
t
e
= 5 V, V
DD_SD
CM
IL
DD
SS
S
N_WB
DISS
AB
W
WFSE
WZSE
A, B, W
W
IH
IL
IH
IL
LOGIC
DD RANGE
DD/SS RANGE
A, B
IL
AB
W
/∆T
/∆T
W
SS
= 0 V.
Conditions
R
R
T
V
V
Code = 80
Code = FF
Code = 00
f = 1 MHz, Measured to GND, Code = 80
f = 1 MHz, Measured to GND, Code = 80
V
V
V
V
V
V
V
V
V
∆V
R
R
V
V
R
WB
WB
AB
DD
DD
A
DD
DD
IN
SS
IH
SS
IH
AB
AB
A
A
WB
A
DD
= 25°C
= V
= 1 V rms, V
= 5 V, V
= 0 V or 5 V
= 0 V
= +5 V or V
= –5 V
= +5 V or V
, V
, V
= V
= 10 kΩ, Code = 80
= 50 kΩ, Code = 80
= 5 V
= 5.5 V
= 3 V, V
= 3 V, V
= 5 kΩ, RS = 0
(V
–40 C < T
= +5 V ± 10%, Code = Midscale
A
A
B
DD
DD
= No Connect
= No Connect
= V
= 5 V
, Wiper = No Connect
H
H
H
B
DD
= 0 V, ± 1 LSB Error Band
SS
SS
/2
= 0 V
= 0 V
A
IL
B
IL
< +85 C unless otherwise noted.)
= 0 V, f = 1 kHz, R
= 0 V
= 0 V, V
10%, or 3 V
H
H
DD
= +5 V, V
10%, V
AB
= 10 kΩ
SS
SS
= 0 V
H
H
= 0 V, V
W
A
Min Typ
–1
–2
–30
8
–1
–2
–1.5 –0.5
0
V
2.4
2.1
2.7
–0.3
± 2.3
–0.01 0.001 +0.01 %/%
= V
= +V
SS
A
= V
DD
DD
± 0.25 +1
± 0.5
500
50
± 1/4
± 1/2
5
+0.5
45
60
0.01
1
5
15
15
600
100
0.003
2/9
9
/R for both V
DD
, V
and V
1
B
= 0 V,
Max
+2
+30
100
+1
+2
0
+1.5
V
5
0.8
0.6
± 1
5.5
5.5
± 2.7
40
40
0.2
DD
B
= 0 V. DNL
DD
= +2.7 V,
Unit
LSB
LSB
%
ppm/°C
Bits
LSB
LSB
ppm/°C
LSB
LSB
V
pF
pF
µA
nA
V
V
V
V
µA
pF
V
V
V
µA
µA
mW
kHz
kHz
%
µs
nV√Hz

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