TLV5633C_15 datasheet(4/25 Pages) TI

Part #	TLV5633C

Description	2.7 V TO 5.5 V LOW POWER 12-BIT DIGITAL-TO-ANALOG CONVERTERS WITH INTERNAL REFERENCE AND POWER DOWN

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Manufacturer	TI [Texas Instruments]

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ELECTRICAL CHARACTERISTICS

TLV5633C

TLV5633I

SLAS190C – MARCH 1999 – REVISED SEPTEMBER 2006

over recommended operating free-air temperature range, V

ref = 2.048 V, Vref = 1.024 V (unless otherwise noted)

POWER SUPPLY

PARAMETER

TEST CONDITIONS

MIN

TYP

MAX

UNIT

Fast

2.3

2.8

mA

REF

on

Slow

1.3

1.6

mA

AVDD = 5 V,

DVDD = 5 V

Fast

1.9

2.4

mA

REF

No load,

off

Slow

0.9

1.2

mA

IDD

Power supply current

All inputs = AGND or DVDD,

Fast

2.1

2.6

mA

REF

DAC latch = 0x800

on

Slow

1.2

1.5

mA

AVDD = 3 V,

DVDD = 3 V

Fast

1.8

2.3

mA

REF

off

Slow

0.9

1.1

mA

Power down supply current

0.01

1

µA

Zero scale, external reference (1)

-60

PSRR

Power supply rejection ratio

dB

Full scale, external reference(2)

-60

STATIC DAC SPECIFICATIONS

Resolution

12

bits

Integral nonlinearity, end point

INL

RL = 10 kΩ, CL = 100 pF (3)

±1.2

±3

LSB

adjusted

DNL

Differential nonlinearity

RL = 10 kΩ, CL = 100 pF (4)

±0.3

±0.5

LSB

Zero-scale error (offset error at

EZS

20

mV

zero scale)(5)

Zero-scale-error temperature

EZSTC

20

ppm/°C

coefficient(6)

% full

EG

Gain error(7)

±0.3

scale V

Gain error temperature

EG TC

20

ppm/°C

coefficient(8)

OUTPUT SPECIFICATIONS

VO

Output voltage

RL = 10 kΩ

AVDD-0.4

V

% full

Output load regulation accuracy VO = 4.096 V, 2.048 V, RL= 2 kΩ

±0.29

scale V

(1)

Power supply rejection ratio at zero scale is measured by varying AVDD and is given by: PSRR = 20 log [(EZS(AVDDmax) -

EZS(AVDDmin))/AVDDmax]

(2)

Power supply rejection ratio at full scale is measured by varying AVDD and is given by: PSRR = 20 log [(EG(AVDDmax) -

EG(AVDDmin))/AVDDmax]

(3)

The relative accuracy or integral nonlinearity (INL) sometimes referred to as linearity error, is the maximum deviation of the output from

the line between zero and full scale excluding the effects of zero code and full-scale errors (see text).

(4)

The differential nonlinearity (DNL) sometimes referred to as differential error, is the difference between the measured and ideal 1 LSB

amplitude change of any two adjacent codes. Monotonic means the output voltage changes in the same direction (or remains constant)

as a change in the digital input code.

(5)

Zero-scale error is the deviation from zero voltage output when the digital input code is zero (see text).

(6)

Zero-scale-error temperature coefficient is given by: EZS TC = [EZS (Tmax) - EZS (Tmin)]/2Vref× 106/(Tmax - Tmin).

(7)

Gain error is the deviation from the ideal output (2Vref - 1 LSB) with an output load of 10 kΩ excluding the effects of the zero-error.

(8)

Gain temperature coefficient is given by: EG TC = [EG(Tmax) - EG (Tmin)]/2Vref× 106/(Tmax - Tmin).

4

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