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LDC1614RGHT 数据表(PDF) 36 Page - Texas Instruments

部件名 LDC1614RGHT
功能描述  LDC1612, LDC1614 Multi-Channel 28-Bit Inductance to Digital Converter (LDC) for Inductive Sensing
PDF  67 Pages
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制造商  TI2 [Texas Instruments]
网页  https://www.ti.com
标志 TI2 - Texas Instruments

LDC1614RGHT 数据表(HTML) 36 Page - Texas Instruments

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2
SENSO
inf
R
1
L(d)
L
M )
C
d
¦
(
)
(2S
0
2
4
6
8
10
12
14
16
18
0
1
2
3
4
5
6
7
8
Distance (mm)
36
LDC1612, LDC1614
SNOSCY9A – DECEMBER 2014 – REVISED MARCH 2018
www.ti.com
Product Folder Links: LDC1612 LDC1614
Submit Documentation Feedback
Copyright © 2014–2018, Texas Instruments Incorporated
Application Information (continued)
Texas Instruments' WEBENCH design tool can be used for coil design, in which the parameter values for RP, L
and C are calculated. See http://www.ti.com/webench.
RP is a function of target distance, target material, and sensor characteristics. Figure 51 shows an example of RP
variation based on the distance between the sensor and the target. The graph represents a 14 mm diameter
PCB coil (23 turns, 4 mil trace width, 4 mil spacing between traces, 1 oz. copper thickness, on FR4 material).
This curve is a typical response where the target distance scales based on the sensor size and the sensor RP
scales based on the free-space of the inductor.
Figure 51. Example RP vs. Distance with a 14 mm PCB Coil and 2 mm Thick Stainless Steel Target
It is important to configure the sensor current drive so that the sensor will still oscillate at the minimum RP value
(which typically occurs with maximum target interaction). As an example, if the closest target distance in a
system with the response shown in Figure 51 is 1mm, then the sensor current drive needs to support a RP value
is 5 k
Ω. Both the minimum and maximum RP conditions should have oscillation amplitudes that are within the
device operating range. See section Sensor Current Drive Control for details on setting the current drive.
The inductance that is measured by the LDC is:
where:
L(d) is the measured sensor inductance, for a distance d between the sensor coil and target
Linf is the inductance of the sensing coil without a conductive target (target at infinite distance)
M(d) is the mutual inductance
ƒSENSOR = sensor oscillation frequency for a distance d between the sensor coil and target
C = CSENSOR + CPARASITIC
(3)
Figure 52 shows an example of variation in sensor frequency and inductance as a function of distance for a 14
mm diameter PCB coil (23 turns, 4 mil trace width, 4 mil spacing between traces, 1 oz copper thickness, FR4
material). The frequency and inductance graphs will scale based on the sensor free-space characteristics, and
the target distance scales based on the sensor diameter.



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