FEATURES
Full Function Monolithic LVDT-to-Digital Converter
Absolute Serial Data Output
Uncommitted Differential Input
Repeatability
Remote Diagnostics
14-Bit Resolution
Industrial Temperature Range
28-Pin PLCC
Low Power
APPLICATIONS
Industrial Gauging
Industrial Process Control
Linear Positioning Systems
Linear Actuator Control
Automotive Motion Sensing and Control
Torque Sensing Conditioner
AC Strain Gages Conditioning
Avionics
LVDT-to-Digital Converter
AD2S93
FUNCTIONAL BLOCK DIAGRAM
GENERAL DESCRIPTION
The AD2S93 is a complete 14-bit resolution tracking LVDT-todigital converter. A Type II tracking loop is employed to track
the A–B input and produce a digital output equal to (A–B)/
(REF/2), where REF is a fixed amplitude ac reference phase coherent with the A–B input. This allows the measurement of any
2-, 3-, 4- and 5-wire LVDT or linear amplitude modulated input. The operating frequency range is from 360 Hz to 10 kHz
with user definable bandwidth set externally within a range of
45 Hz to 1250 Hz.
The AD2S93 has a 16-bit serial output. The MSB (LOS), read
first, indicates a loss of the signal A, B, or reference inputs to the
converter or transducer. The second and third MSBs are flags
indicating whether [–REF/2 (UNR) ≤ A–B ≤ +REF/2 (OVR]) is
outside the linear operating range of the converter. The displacement data is presented as 13-bit offset binary giving a ±12bit operating range. LOS, OVR and UNR are pinned out on
the device, in addition a NULL flag is available which is set
when (A–B) = 0.
Absolute displacement information is accessed when
CS is taken
LO followed by the application of an external clock (SCLK)
with a maximum rate of 2 MHz. Data is read MSB first. When
CS is high the DATA output is high impedance; this allows
daisy chaining of more than one converter onto a common bus.
The A, B differential input allows the user to scale the A, B inputs between 1 and 10. This enables the user to accurately set
up the inputs matching the REF input to the DIFF output. The
REV. A
Information furnished by Analog Devices is believed to be accurate and
reliable. However, no responsibility is assumed by Analog Devices for its
use, nor for any infringements of patents or other rights of third parties
which may result from its use. No license is granted by implication or
otherwise under any patent or patent rights of Analog Devices.
DIFF output is the resultant A–B. The AD2S93 operates using
±5 V ± 5% power supplies and is fabricated on Analog Devices’
linear compatible CMOS process (LC
2
MOS). The (LC2MOS)
is a mixed technology process that combines precision bipolar
circuits with low power logic.
PRODUCT HIGHLIGHTS
Complete LVDT-to-Digital Interface. The AD2S93 pro-
vides the complete solution for digitizing LVDT signals to 14bit resolution.
Serial 16-Bit Output Data. One 16-bit read from the
AD2S93 determines input signal continuity (LOS), over and
underrange detection and 13 bits of offset binary displacement
information.
High Accuracy Grade in Low Cost Package. 0.05% and
0.1% integral linearity over the full –40°C to +85°C operating
temperature range.
Uncommitted Differential Input. Allows configuration of 2-,
3-, 4- and 5-wire LVDTs.
Multiple Converter Interfacing. High impedance data output and a simple three-wire interface reduces cabling and eliminates bus contention.
LowPower. 70 mW power consumption (typ).
One Technology Way, P.O. Box 9106, Norwood. MA 02062-9106, U.S.A.
Tel: 617/329-4700 Fax: 617/326-8703
(VDD = +5 V ± 5%; VSS = –5 V ± 5%, AGND = DGND = 0 V, TA = –40°C to +85°C
AD2S93–SPECIFICATIONS
ParameterTest ConditionsMinTypMaxUnits
unless otherwise noted)
SIGNAL INPUTS
Frequency0.361.010kHz
Max Voltage Level
Nominal Full Scale
1
2
0.81.01.2V rms
1.0V rms
Input Bias Current@ +25°C1.1µA
Input Impedance1.0MΩ
CMRR57dB
Maximum Sensitivity
3
V
= 1 V rms, G = 1342µV pk/LSB
A–B
REFERENCE INPUT
Frequency0.3610kHz
Voltage Level1.82.02.2V rms
Input Bias Current@ 0 V +25°C1µA
Input Impedance1.0MΩ
Permissible Phase Shift
4
Signal to Reference–10+10Degrees
CONVERTER DYNAMICS
BandwidthSet by User
VCO Mode = 1VCO Gain Connected to
VCO I/P5001250Hz
VCO Mode = 2VCO Gain No Connect45500Hz
Maximum Slew Rate
Mode = 124003000LSB/ms
Mode = 28001000LSB/ms
ACCURACY
Integral LinearityAP0.1% FSD
BP0.05% FSD
Differential LinearityAP<2LSB
BP<1LSB
Repeatability±1LSB
Zero Position OffsetAP @ +25°C–33LSB
BP @ +25°C–11LSB
AP @ –40°C to +85°C–44LSB
BP @ –40°C to +85°C–22LSB
Gain Error±0.7% FS
VELOCITY OUTPUT
Max Output VoltageDenotes Max Input Speed±4.0V dc
Load Drive Capability±250µA
INL
INH
CS
3.5V dc
1.5V dc
500nA
LOGIC INPUTS SCLK,
Input High Voltage V
Input Low Voltage V
Input Current I
IN
Input Capacitance10pF
LOGIC OUTPUTS
OVR, UNR, NULL, DATA, A, B CLKOUT DIR
Output High Voltage@ 1 mA4.0V dc
Output Low Voltage@ 1 mA1.0V dc
LOS OUTPUTOpen Drain Output
Pull-Up to +V
via 12 kΩ400µA
DD
Drive Capability
Signal Threshold (A-B)0.10.2V rms
REF Threshold0.22V rms
Timeout Threshold50ms
–2–
REV. A
AD2S93
ParameterTest ConditionsMinTypMaxUnits
SERIAL CLOCK (SCLK)
SCK Input Rate2MHz
Maximum Read Rate (16 Bits)Continuous9.2µs
POWER SUPPLY
I
DD
I
SS
NOTES
1
The signal input voltage maximum should always be set at 10% less than the reference input.
2
Nominal + FS = V
3
With G = 10; Sensitivity 34.2 µV pk/LSB
4
Phase shift cause gain errors. “See Phase Shift and Quadrative Effects.”
A–B
= V
/2, FS = –V
REF
A–B
= V
REF
/2
Specifications subject to change without notice.
5710 mA
5710 mA
TIMING CHARACTERISTICS
(VDD = +5 V ± 5%, AGND = DGND = 0 V, TA = –40°C to +85°C unless otherwise noted)
ParameterAD2S93UnitsTest Conditions
1
t
1
t
2
t
3
t
4
t
5
t
6
t
7
NOTE
1
SCLK can only be applied after t2 has elapsed.
150ns maxCS to DATA Enable
600ns minCS to 1st SCLK Positive Edge
250ns minSCLK High Pulse
250ns minSCLK Low Pulse
100ns maxSCLK Positive Edge to DATA Valid
600ns minCS High Pulse Width
150ns maxCS High to DATA High Z (Bus Relinquish)
t
6
*
t
LSBMSB
CS
SCLK
DATA
t
2
t
3
t
4
t
1
t
5
t
7
REV. A
t * = THE MINIMUM ACCESS TIME: USER DEPENDENT
TOTAL MAX READ TIME =
TOTAL MAX READ TIME = 600 +16 (250 + 250) + 150 ns
TOTAL MAX READ TIME = 600 + 8000 + 150 ns
TOTAL MAX READ TIME = 8.750 µs (SINGLE READ ONLY)
t
+ 16. (
2
t
+
t
) +
t
3
4
7
Timing Diagram
–3–
AD2S93
WARNING!
ESD SENSITIVE DEVICE
RECOMMENDED OPERATING CONDITIONS
Power Supply Voltage (VDD–V
) . . . . . . . . . . . ±5 V dc ± 5%
SS
Analog Input Voltage (A, B) . . . . . . . . . . . . . . 1 V rms ± 10%
Stresses above those listed under “Absolute Maximum Ratings” may cause
permanent damage to the device. This is a stress rating only and functional
operation of the device at these or any other conditions above those indicated in the
operational section of this specification is not implied. Exposure to absolute
maximum rating conditions for extended periods may affect device reliability.
DIFF
AGND
DATA
SCLK
CS
NC
UNR
CLKOUT
NC
GAIN
LOS
423
5
6
7
8
9
10
11
OVR
NULL
NC = NO CONNECT
AD2S93
TOP VIEW
(Not to Scale)
DIR
B
A
28
27
1
1518
16121413
17
SS
DD
V
V
DGND
NC
26
25
24
23
22
21
20
19
DEMODOUT
NC
REF
VEL
INTIN
VCOGAIN
ACERROR
DEMODIN
ORDERING GUIDE
TemperaturePackage
ModelRangeLinearityOption
AD2S93AP–40°C to +85°C0.1%P-28A
AD2S93BP–40°C to +85°C0.05%P-28A
PIN DESIGNATIONS
Pin
No.MnemonicDescription
1AGNDAnalog Ground.
2DIFFOutput of Signal Input Preamplifier.
3GAINConnect GAIN Pin to DIFF for
nominal × 1. Gains greater than
1 can be resistively scaled.
Do not leave unconnected.
4LOSDenotes A or B lines loss of
connection and/or loss of reference
to transducer or converter.
5DATA16-bit serial data output 13 bits of
absolute position information plus
overrange and underrange plus LOS.
6SCLKSerial Clock. Maximum rate = 2 MHz.
CSChip Select. Loads serial interface
7
with current positional information
and enable output.
9, 12UNR, OVRTwo pins that denote whether the
input signals are underrange or
overrange.
10CLKOUTUpdates every LSB.
13NULLDenotes Null Position.
14DIRIndicates direction. DIR is HI for
positive displacement and LO for
negative displacement.
15DGNDDigital Ground.
16V
SS
Negative Power Supply –5.0 V dc
± 5%.
17V
DD
Positive Power Supply +5.0 V dc
± 5%.
18DEMODOUT Output of the Phase Sensitive
Demodulator.
19DEMODINInput to Phase Sensitive
Demodulator.
20ACERRORAC Error Output.
21VCO GAINSets the VCO gain internally.
Connect to VEL for 2400 LSB/s.
Disconnect for 800 LSB/s.
22INTINDetermines system dynamics connect
C and RC (serial) parallel
combination across INTIN and
VEL to determine loop dynamics.
23VELAnalog Velocity Output.
24REFSingle ended input for fixed
amplitude reference.
27, 28 B, AUncommitted differential inputs
for the A, B signal inputs.
CAUTION
ESD (electrostatic discharge) sensitive device. Electrostatic charges as high as 4000 V readily
accumulate on the human body and test equipment and can discharge without detection.
Although the AD2S93 features proprietary ESD protection circuitry, permanent damage may
occur on devices subjected to high energy electrostatic discharges. Therefore, proper ESD
precautions are recommended to avoid performance degradation or loss of functionality.
–4–
REV. A
AD2S93
GLOSSARY OF TERMS
INTEGRAL LINEARITY
Integral linearity deviation as a percent of full scale. A 0.1% deviation is equivalent to 8-LSB change on the output.
Gain
The converter gain is the maximum variation in the ratio of
A–B/REF/2 to the maximum digital input.
Output Offset
The output offset is the digital output code when the analog input signal A–B = 0.
Overrange (OVR)
OVR goes high when A–B is in phase with REF and larger than
REF/2.
Underrange (UNR)
UNR goes high when A–B is out of phase with REF and larger
than REF/2.
PRINCIPLE OF OPERATION
The AD2S93 is based on a Type 2 tracking closed-loop principle. The output tracks the position of the LVDT without the
need for external convert and wait states. As the transducer
moves through a position equivalent to the least significant bit
weighting, the output is updated by one LSB. On the AD2S93,
CLKOUT updates corresponding to one LSB increment. Figure 1 illustrates the principle of operation.
REFERENCE
(PRIMARY
EXCITATION)
DIFFERENTIAL
(SECONDARY
VOLTAGE)
R4
R3
V
DD
NULL
REF
GAIN
DIFF
LOS
OVR
UNR
CS
A
B
LOS
DECODE
LOGIC
ACERROR
ERROR
AMP
AC RATIO
BRIDGE
UP-DOWN
COUNTER
LATCHES
C3
R6
R5
C4
DEMODIN
PHASE
SENSITIVE
DEMODULATOR
R1
FREQUENCY
SHAPING
VCO
DEMOD OUT
R7
INTIN
R2
C1
VEL
VCO GAIN
DIR
CLKOUT
C2
Because the conversion depends on the ratio of the input signals
(ratiometric ac bridge), the AD2S93 is remarkably tolerant of
input amplitude and frequency. This, combined with the definable Type 2 tracking closed-loop guarantees the AD2S93's repeatability for a given input. A phase sensitive detector,
integrator and voltage controlled oscillator (VCO) form a closed
loop system which seeks to null the output of the ACERROR.
When this is accomplished the word state of the up/down
counter equals within the rated accuracy of the converter, the
LVDT position output.
For more information on the operation of the converter, see
“Circuit Dynamics” section.
DATA FORMAT
OPERATING RANGE
The AD2S93 operating range is defined in Figure 2. The linearity and specified operating range of the converter is the central two 12-bit quadrants through zero. The corresponding
input relationship is –REF/2 ≤ A–B ≤ +REF/2, (± is used to denote phase coherency). The sign bit is low for inputs with A–B
in phase with REF. The two remaining 12-bit quadrants are
used to denote over (OVR) and underrange (UNR). OVR goes
high when A–B is in phase with REF and larger than REF/2.
UNR goes high when A–B is out of phase with REF and larger
than REF/2. LOS is an open drain output which pulls high
when A and/or B are removed or REF is removed (see “Inbuilt
Diagnostics”), or A + B is less than 100 mV.
SCALING THE INPUTS
In order to match the LVDT output to the AD2S93 output, the
inputs to the AD2S93 need to be scaled. The operating range is
illustrated in Figure 2. The AD2S93 operates across ±12-bit
range where the remaining 12-bit quadrants are used to denote
overrange and underrange. The output position word is a function of the ratio between A–B and V
If the maximum operating stroke of an LVDT yielded a 1 V rms
A–B output, the weighting of the LVDT to AD2S93 digital output would be:
+VE POSITION
FULL SCALE
POSITION
–VE POSITION
FULL SCALE
NULL
A – B = – REF/2
UNDER-
RANGE
–10≠ 1
RATIO OF A- B/REF/2
A – B = 0
RANGE
A – B = + REF/2
RANGE
OVER-
Input Signal Full Scale
Full-Scale Operating Range (±2
12
)
1×22
13
2
Input Scaling = 345 µV/LSB
This can be equated directly to the LVDT sensitivity specification in mm/v/v.
Note: The overrange and underrange quadrants can be utilized
by decoding the overrange and underrange MSBs and decoding
the 12 magnitude bits. This will increase the operating range of
the AD2S93 accordingly. However, if the input A–B > V
REF
then the converter will lose track of the input and will only regain track when the input signal returns to within the operating
range of the converter.
INPUT GAIN
Since the transformation ratio of an LVDT or RVDT from excitation voltage to signal voltage can be 1:0.15, provision for gain
scaling has been provided. The gain can, therefore, be selected
to ensure that the full-scale output of converter represents the
maximum stroke position of the transducer.
The gain setting is accomplished by connecting Pin 2, (DIFF)
and Pin 3 (GAIN) together (unity gain) or connecting two resistors as shown in Figure 3.
The gain of the input stage is calculated using the following
equation:
DIFF( A – B)
( A – B) IN
=1 +
R
3
R
4
e.g., For a gain of 5, R3 = 12 kΩ, R4 = 3 kΩ
For a gain of 10, R3 = 18 kΩ, R4 = 2 kΩ
Figure 3. Pre-Amp Gain Block
SETTING THE CONVERTER BANDWIDTH
The AD2S93 bandwidth is set by placing three external components, C1, C2, and R2, around the integrator as illustrated by
the figure below.
C1
R2
C
C2
TH
R1
I
TH
O
R
V
V
VCOINT
62.5
Figure 4. Integrator and VCO
Before the bandwidth can be set, the corresponding VCO gain
setting must be determined. The VCO gain is directly related to
the slew rate of the converter. This is set internally to two different rates defined internally by R
.
V
Typical converter slew rates are defined below,
G (1) = 2400 LSB/ms–Mode 1
G (2) = 800 LSB/ms–Mode 2
–6–
REV. A
AD2S93
Calculation of the component values for the bandwidth is detailed below. For more detailed information on component
value selection for the AD2S93, please consult the “Passive
Component Selection and Dynamic Modeling Software for the
AD2S93 LVDT-to-Digital Converter.”
VCO Gain G (1) Mode 1
The available bandwidth with this option is from 0.5 kHz to
1.25 kHz.
F
> 8 × Fo
REF
C1 = 1/(800 × Fo
2
)
C2 = 8 × C1
R2 = 45 × Fo
Where F
is the reference frequency, Fo is the closed-loop
REF
3 dB point.
VCO Gain G (2) Mode 2
The available bandwidth with this option is from 45 Hz
to 500 Hz.
F
> 8 × Fo
REF
C1 = 1/(2400 × Fo
2
)
C2 = 8 C1
R2 = 45 × Fo
Where F
is the reference frequency, Fo is the closed-loop
REF
3 dB point.
INTERFACING TO THE AD2S93 (SEE “TIMING
CHARACTERISTICS”)
The absolute position information is extracted via a three-wire
interface, DATA,
a high impedance state when
Upon the application of logic low to the
CS and SCLK. The DATA output is held in
CS is high.
CS pin, the DATA is
enabled and the current position information is transferred from
the counters to the serial interface. Data is retrieved by applying
an external clock to the SCLK pin. The maximum data rate of
the SCLK is 2 MHz. To ensure secure data retrieval, it is
important to note that SCLK should not be applied until a
minimum period of 600 ns after the application of logic low to
CS. Data is then clocked out on successive positive edges of
SCLK: 16 clock edges are required to extract the entire data
word. Subsequent positive edges greater than the defined resolution of the converter will clock zeros from the data output if
CS remains in a low state. The format of the data read is shown
in Table I.
Table I.
DB0DB1DB2DB3DATA DB4–D15
MSB LSB
FunctionLOSOVRUNRSIGNMAGNITUDE
If less than the full 16-bit word is required, then the data read
can be terminated by releasing
CS after the required number of
bits have been read.
CS can be released a minimum of 100 ns after the last positive
edge. If the user is reading data continuously,
CS can be reapplied after a minimum of 600 ns after it is released. The minimum repetitive read time of the same converter is given by (16
bits read @ 2 MHz). Min RD Time = [600 + (16 × 500) +
600] = 9.2 µs.
IN-BUILT DIAGNOSTICS
The first three bits read from the serial interface preceding the
sign and magnitude data can be used to determine whether the
data is valid or not. Over and underrange (OVR, UNR) denote
the two extremes of the LVDT stroke where linearity of the
LVDT may degrade. Loss of signal LOS is an open drain output which pulls high (12 kΩ pull up) when one of the following
conditions is satisfied:
1. A and/or B is disconnected.
2. REF is disconnected.
Note: LOS has a response time of 50 ms max to the conditions
stated above, see “Specifications.”
CONNECTING THE CONVERTER
Positive power supply V
nected to Pin 17 and negative power supply V
= +5 V dc ± 5% should be con-
DD
= –5 V dc ± 5%
SS
to Pin 16. Reversal of these power supplies will destroy this device.
For LVDT connections to the converter please refer to Figures
5 through 7. On all connections, the maximum input reference
signal V
= 2.0 V rms ± 10%. To operate within the standard
REF
operating range, A–B should not exceed 1.0 V rms ± 10%. The
AD2S93 AGND point is the point at which all analog signal
grounds should be connected. Ground returns from the LVDT
should be connected to AGND. The AD2S93 DGND pin
should be connected to the AD2S93 AGND pin. Ancillary Digital circuitry must be connected to the Star Point and not to the
AD2S93 AGND pin.
In all cases, the AD2S93 has been configured with the following
dynamics.
Reference Frequency5 kHz
3 dB Bandwidth625 Hz
Vco Gain is set in MODE 1 where VCO GAIN is connected to
VEL.
Using the procedure described in “setting the converter bandwidth” the following preferred values (E12 series) were calculated:
C1 = 3.3 nF
C2 = 27 nF
R2 = 27 k
CALCULATING HF FILTER (C3, C4, R5, R6)
Ω
15 kΩ≤ R5 = R6 ≤ 56 kΩ
C3=C4=
1
2πR5F
REF
So, C3 = 1 nF, R5 = R6 = 33 kΩ, C4 = 1 nF and in all cases
R7 = 15 kΩ.
Half-Bridge Type LVDT Connection
In this method of connection, it is necessary to add two additional bridge completion resistors R
C
and R
in order to derive
C,
a reference for the AD2S93. In selecting the bridge completion
resistor, it is important to remember that mismatch between R
and R
will cause nonzero errors at null. If two LVDTs are be-
C2
C1
ing used for differential measurements, the resistors can be replaced by the second LVDT.
REV. A
–7–
AD2S93
Three- or Four-Wire LVDT Connection
In this method of connection, shown in Figure 6, the converters
digital output is proportional to the ratio:
( A − B)
( A + B)/2
where A and B are the individual LVDT secondary output voltages. Inspection of Figure 6 should demonstrate why this relationship is true. (A–B) is simply the voltage across the series
connected secondaries of the LVDT and is applied to the A, B
input to the converter. (A + B)/2 is effectively the average of
the two secondary voltages as computed by the balanced bridge
completion resistors and the grounding of the secondary
center-tap.
Note: This method of connection is appropriate only for where
(A + B) is a constant, independent of LVDT position. Any lack
of constancy in (A + B) will be reflected as an additional non-
REF
26
NC
27
B
28
PISTON
R
C1
GND
R
C2
A
B
R4
12kΩ
V
DD
AGND
R3
GAIN
A
DIFF
LOS
linearity in the output. It is up to the user to determine if (A +
B) is sufficiently constant over the particular stroke length employed.
This method will usually restrict the usable LVDT range to half
of its full range. The restriction can be eliminated, however, by
attenuating DIFF by a factor of 2 or increasing V
by a factor
REF
of 2. This connection method has the tremendous advantage of
being insensitive to temperature related phase shifts and excitation oscillator instability effects usually associated with more
conventional LVDT conversion systems.
As in the case of the half-bridge type LVDT connection, R
and R
are the bridge completion resistors and are matched to
C2
C1
a degree sufficient to ensure that the digital output representing
the null position does not vary from the LVDT’s natural null
position. If null adjustment is required, a potentiometer can be
used in place of the common connection between the two
resistors.
C1
C2
R2
24
23
25
22
21 20
R6
19
AD2S93
1
2
3
4
TOP VIEW
(Not to Scale)
69
7
5
DATA
SCLK
8
CS
NC
UNR
10
CLKOUT
11
C4
C3
R5
R7
DEMODOUT
18
V
DD
17
16
V
SS
15
DGND
14
DIR
13
NULL
OVR
12
NC = NO CONNECT
NC
+5V
0V
–5V
PISTON
Figure 5. Half-Bridge Type LVDT Connection
C1
C2
R2
REF
25
24
26
NC
B
27
28
A
1
R
C1
R
C2
AGND
2
DIFF
R3
R4
12kΩ
V
DD
GAIN
LOS
3
4
6
5
SCLK
DATA
21 20
22
23
AD2S93
TOP VIEW
(Not to Scale)
7
9
8
CS
NC
UNR
R6
10
CLKOUT
C3
19
11
NC
Figure 6. Three- or Four-Wire LVDT Connection
–8–
C4
R5
R7
DEMODOUT
18
V
17
DD
V
16
SS
15
DGND
DIR
14
13
NULL
OVR
12
NC = NO CONNECT
+5V
0V
–5V
REV. A
AD2S93
2-4 DECODING
(74HC139)
LVDT
LVDT
LVDT
LVDT
AD2S93
1
AD2S93
2
AD2S93
3
AD2S93
4
OSC
BUFFER
4
4
4
4
2
2
0V
V
SS
A0
A1
CS
4
V
DD
CS
3CS2CS1
DATA
SCLK
Two-Wire LVDT Connection
This method should be used in cases where the sum of the
LVDT secondary output voltages (A + B) is not constant with
LVDT displacement over the desired stroke length. This method
of connection, shown in Figure 7, still maintains the ratiometric
operation and the insensitivity to variations in reference amplitude and frequency. However, the phase shift between V
REF
and V1 should be minimized to maintain accuracy (see Section
“PHASE SHIFT AND QUADRATURE EFFECTS”). Suggested phase compensation circuits are shown in Figure 7.
PHASE SHIFT AND QUADRATURE EFFECTS
Reference to signal phase shift can be high in LVDTs, sometimes in the order of 70 degrees. If the converter is connected
as in Figures 5 and 6, any effects due to this phase shift are
minimized. This connection method, therefore, provides outstanding benefits.
The additional gain error caused by reference to signal phase
shifts is given by:
(1 – cosθ) × 100% of FSR
where
θ = phase shift between V
When the phase shift between V
and DIFF.
REF
and V1 is zero, additional
REF
quadrature on the signal will have no effect on the converter.
This is another benefit of the conversion method. For example,
when a REF lags (A–B) by approximately 10°, the gain error is
approximately 1%. When (A–B) lags REF by approximately
10°, the gain error is approximately 2%.
REMOTE MULTIPLE SENSOR INTERFACING
The DATA output of the AD2S93 is held in a high impedance
state until
CS is taken LO. This allows a user to operate the
AD2S93 in an application with more than one converter connected on the same line. Figure 8 shows four LVDTs interfaced
to four AD2S93s. Excitation for the LVDT is provided locally
by an oscillator.
SCLK, DATA and two address lines are fed down low loss
cables suitable for communication links. The two address lines
are decoded locally into
CS for the individual converters. Data
is received and transmitted using transmitters and receivers.
Figure 8. Remote Sensor Interface
REV. A
OSC
PHASE LEAD = ARCTAN
PHASE
PHASE
SHIFT
SHIFT
CCT
CCT
PISTON
C
R
1
2π fRC
C1
C2
R2
NC
B
A
AGND
DIFF
R3
R4
GAIN
12kΩ
LOS
V
DD
PHASE LAG = ARCTAN 2 π fRC
R
C
REF
26
27
28
1
1
2
2
3
3
4
4
23
23
2524
25 2421 20 19
5
5
DATA
22
22
AD2S93
AD2S93
TOP VIEW
TOP VIEW
(Not to Scale)
(Not to Scale)
69
7
69
7
CS
SCLK
Figure 7. Two-Wire LVDT Connection
–9–
C4
C3
R6
21
2019
11
10
10
8
8
NC
UNR
CLKOUT
R5
R7
18
V
17
DD
16
V
SS
DGND
15
DIR
14
13
NULL
OVR
12
NC
NC = NO CONNECT
DEMODOUT
+5V
0V
–5V
AD2S93
CIRCUIT DYNAMICS/ERROR SOURCES
TRANSFER FUNCTION
The AD2S93 operates as a Type 2 tracking servo loop. An integrator and VCO/counter perform the two integrations inherent
in a Type 2 loop.
The overall system response of the AD2S93 is that of a unity
gain second order low-pass filter, with the position of the LVDT
as the input and the digital position data as the output. Figure 9
illustrates the AD2S93 system diagram.
VEL OUT
IN
+
G1 (s)G2 (s)
OUT
Figure 9. AD2S93 Transfer Function
Note: The AD2S93 has been configured with the following dynamics.
Reference Frequency10 kHz
3 dB Bandwidth1250 Hz
VCO Gain is set in MODE 1 where VCOGAIN is connected to
VEL.
Using the procedure described in “SETTING THE CONVERTER BANDWIDTH,” the following preferred values (E12
series) were calculated:
has two values depending on which mode is being used
2
4
V×CV
K
2 (MODE1)
K2
(MODE2)
3
=160 ×10−9×
= 640 × 10
= 160 × 10
C
3
3
1
1+C2
= 21
The AD2S93 acceleration constant is given by:
= K1 × K
K
a
2
Therefore in the example given,
K
= K1 × K2 = 21 × 640 × 103 = 13.44 × 106 s
a
–2
The AD2S93’s design has been optimized with a critically
damped response. The closed-loop transfer function is given
by:
θ
OUT
θ
IN
=
1+st1+
1+st
s
K1K
1
2
+
2
s
3t2
K1K
θ
OUT
=
θ
IN
2
K
1K2
2
s
(1+ st
1+st
)
1
2
The normalized gain and phase diagrams are given in Figures 10
and 11 with a bandwidth of 1.25 kHz.
5
0
–5
–10
–15
–20
–25
–30
–35
–40
–45
1
10
100
FREQUENCY – Hz
1k
10k
Figure 10. AD2S93 Gain Plot
0
–20
–40
–60
–80
–100
–120
–140
–160
–180
1
100
FREQUENCY – Hz
1k
10k10
Figure 11. AD2S93 Phase Plot
–10–
REV. A
AD2S93
The small step response is given in Figure 12, and is the time
taken for the converter to settled to within 1 LSB.
ts = 7 ms (14-bit resolution)
The large step response (steps >5% of FSR) applies when the
error voltage will exceed the linear range of the converter. Typically it will take three times longer to reach the first peak FSR.
In response to a velocity step [VELOUT/(dθ/dt)] the velocity
output will exhibit the same response characteristics as outlined
above.
2%FS
POSITION
0
0
161284
20
Figure 12. Small Step Response
SOURCES OF ERROR
ACCELERATION ERROR
A tracking converter employing a Type 2 servo loop does not
suffer any velocity lag, however, there is an additional error due
to acceleration. This additional error can be defined using the
acceleration constant K
of the converter.
a
input acceleration
Ka=
position
The numerator and denominator’s units must be consistent.
does not define maximum input acceleration, only the error due
K
a
to its acceleration. The maximum acceleration allowable before
the converter loses track is dependent on the positional accuracy
requirement of the system.
Position Error× K
K
can be used to predict the output position error for a
a
given input acceleration. The AD2S93 in the example has
= 13.44 × 10
a K
a
14
100 × 2
LSB/sec2.
6
sec-2 if we apply an input accelerating at
input acceleration LSB/ sec
Error in LSBs =
100 × 2
=
13.44 ×10
a
K
14
= 0.12 LSBs
6
= LSB/sec
sec
[]
a
2
2
[]
-2
REV. A
–11–
0.048 (1.21)
0.042 (1.07)
0.050
(1.27)
BSC
OUTLINE DIMENSIONS
Dimensions shown in inches and (mm).
P-28A
PIN 1
IDENTIFIER
TOP VIEW
0.056 (1.42)
0.042 (1.07)
26 4
25
19
18
SQ
SQ
0.020
(0.50)
0.048 (1.21)
0.042 (1.07)
5
11
12
R
0.456 (11.58)
0.450 (11.43)
0.495 (12.57)
0.485 (12.32)
0.180 (4.57)
0.165 (4.19)
0.110 (2.79)
0.085 (2.16)
0.025 (0.63)
0.015 (0.38)
0.021 (0.53)
0.013 (0.33)
0.430 (10.92)
0.390 (9.91)
0.032 (0.81)
0.026 (0.66)
0.040 (1.01)
0.025 (0.64)
C1881–28–1/94
–12–
PRINTED IN U.S.A.
Loading...
+ hidden pages
You need points to download manuals.
1 point = 1 manual.
You can buy points or you can get point for every manual you upload.