AD5259BRMZ100 Analog Devices Inc, AD5259BRMZ100 Datasheet - Page 18

IC DGTL POT 100K 256POS 10-MSOP

AD5259BRMZ100

Manufacturer Part Number
AD5259BRMZ100
Description
IC DGTL POT 100K 256POS 10-MSOP
Manufacturer
Analog Devices Inc
Datasheet

Specifications of AD5259BRMZ100

Taps
256
Resistance (ohms)
100K
Number Of Circuits
1
Temperature Coefficient
500 ppm/°C Typical
Memory Type
Non-Volatile
Interface
I²C, 2-Wire Serial
Voltage - Supply
2.7 V ~ 3.3 V, 4.5 V ~ 5.5 V
Operating Temperature
-40°C ~ 85°C
Mounting Type
Surface Mount
Package / Case
10-MSOP, Micro10™, 10-uMAX, 10-uSOP
Resistance In Ohms
100K
End To End Resistance
100kohm
Track Taper
Linear
Resistance Tolerance
± 30%
No. Of Steps
256
Supply Voltage Range
2.7V To 5.5V
Control Interface
I2C, Serial
No. Of Pots
Single
Lead Free Status / RoHS Status
Lead free / RoHS Compliant
For Use With
AD5259EVAL - BOARD EVAL FOR AD5259 DGTL POT
Lead Free Status / RoHS Status
Lead free / RoHS Compliant, Lead free / RoHS Compliant

Available stocks

Company
Part Number
Manufacturer
Quantity
Price
Part Number:
AD5259BRMZ100
Manufacturer:
ADI/亚德诺
Quantity:
20 000
Part Number:
AD5259BRMZ100-R7
Quantity:
1 176
Part Number:
AD5259BRMZ100-R7
Manufacturer:
ADI/亚德诺
Quantity:
20 000
AD5259
TOLERANCE READBACK MODES
Table 15. Traditional Readback of Tolerance (Individually)
S
S
Table 16.Traditional Readback of Tolerance (Consecutively)
S
Calculating R
The AD5259 features a patented R
nonvolatile memory. The tolerance is stored in the memory
during factory production and can be read by users at any time.
The knowledge of stored tolerance allows users to accurately
calculate R
mode, and open-loop applications where knowledge of abso-
lute resistance is critical.
The stored tolerance resides in the read-only memory and is
expressed as a percentage. The tolerance is stored in two memory
location bytes in sign magnitude binary form (see Figure 41).
The two EEPROM address bytes are 11110 (sign + integer)
and 11111 (decimal number). The two bytes can be indi-
vidually accessed with two separate commands (see Table 15).
Alternatively, readback of the first byte followed by the second
byte can be done in one command (see Table 16). In the latter
case, the memory pointer will automatically increment from
the first to the second EEPROM location (increments from
11110 to 11111) if read consecutively.
7-Bit Device
Address
(See Table 5)
Slave Address
Byte
7-Bit Device Address
(See Table 5)
Slave Address Byte
7-Bit Device Address
(See Table 5)
Slave Address Byte
AB
. This feature is valuable for precision, rheostat
AB
Tolerance Stored in Read-Only Memory
0 SA 0 0 1 1 1 1 1 0 SA S
A
SIGN
SIGN
D7
Instruction Byte
D6
2
6
0 SA 0 0 1 1 1 1 1 0 SA S
Figure 41. Format of Stored Tolerance in Sign Magnitude Format with Bit Position Descriptions.
0 SA 0 0 1 1 1 1 1 1 SA S
7 BITS FOR INTEGER NUMBER
D5
2
AB
5
Instruction Byte
Instruction Byte
tolerance storage in the
D4
2
4
Repeat start
D3
2
3
7-Bit Device
Address
(See Table 5)
Slave Address
Byte
D2
2
(Unit is Percent. Only Data Bytes are Shown.)
2
D1
2
1
Repeat start
Repeat start
D0
Rev. B | Page 18 of 24
2
0
7-Bit Device Address
(See Table 5)
Slave Address Byte
7-Bit Device Address
(See Table 5)
Slave Address Byte
A
1 SA D7 D6 D5 D4 D3 D2 D1 D0 MA D7 D6 D5 D4 D3 D2 D1 D0 NA P
Sign + Integer Byte
In the first memory location, the MSB is designated for the
sign (0 = + and 1= −) and the seven LSBs are designated for
the integer portion of the tolerance. In the second memory
location, all eight data bits are designated for the decimal
portion of tolerance. Note the decimal portion has a limited
accuracy of only 0.1%. For example, if the rated R
and the data readback from Address 11110 shows 0001 1100,
and Address 11111 shows 0000 1111, then the tolerance can
be calculated as
2
D7
–1
MSB: 0 = +
Next 7 MSB: 001 1100 = 28
8 LSB: 0000 1111 = 15 × 2
Tolerance = +28.06%
Rounded Tolerance = +28.1% and therefore,
R
AB_ACTUAL
D6
2
–2
8 BITS FOR DECIMAL NUMBER
2
D5
–3
= 12.810 kΩ
2
D4
1 SA D7 D6 D5 D4 D3 D2 D1 D0 NA P
–4
1 SA D7 D6 D5 D4 D3 D2 D1 D0 NA P
2
D3
–5
Sign + Integer Byte
Decimal Byte
2
D2
–6
–8
= 0.06
Decimal Byte
2
D1
–7
2
D0
–8
A
AB
= 10 kΩ

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