IP Library › Granted Patent US 11,099,036
Granted Patent B2
US 11,099,036 · App. 16/508,207 · Granted Aug 24, 2021

360 degree position sensor

Inventors: Gentjan Qama (Munich, DE); Marco Nicolò (Munich, DE); L'ubomir Fenic (Munich, DE)
Assignee: Integrated Device Technology, Inc.
G01D5/2053
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Quick Facts
Patent No.
US 11,099,036
App. No.
16/508,207
Granted
Aug 24, 2021
Kind
B2
Abstract

An accurate position sensor is presented. The sensor operates over 360-degree motion angular motion and includes a coil structure formed on a substrate and a target mounted to be angularly moved over the coil structure, the target being formed of a conducting material in a shape of a spiral of Archimedes. The coil structure includes coils with an arc sufficient to operate over a 360 degree motion of the target, for example between 120 degrees and 360 degrees. Some embodiments include coils with a 180 degree arc. A method of operating the position sensor includes rotating a target formed of a conducting material in a shape of a spiral of Archimedes over a coil structure and providing a linearized and calibrated response indicating the angular position of the target relative to the coil structure.

Claims (19)

1. A rotational position sensor, comprising:

a coil structure formed on a substrate, the coil structure being formed in an arc around a center mounting hole in the substrate;

a target formed of a conducting material mounted on a target substrate and configured to be angularly rotated at a separation distance over the coil structure, the conducting material being in a shape of a spiral of Archimedes around a target center mounting hole in the target substrate; and

a circuit coupled to the coil structure, the circuit configured to determine a position of the target as the target is rotated through a 360° rotation over the coil structure.

2. The position sensor of claim 1 , wherein the coil structure includes coils with the arc being a 180 degree arc.

3. The position sensor of claim 1 , wherein the coil structure includes coils with the arc being between 120 degrees and 360 degrees.

4. The position sensor of claim 1 , wherein the coil structure includes a transmit coil, a sin sensor coil, and a cos sensor coil.

5. The position sensor of claim 1 , wherein the conducting material in the shape of a spiral of Archimedes has an outer diameter OD and an inner radius R IN given by R IN =(OD−ID)*θ/(2π)+ID, where ID represents the inner diameter and θ is the angular position in radians.

6. The position sensor of claim 4 , wherein the circuit is mounted on the substrate, drives the transmit coil and receives signals from the sin sensor coil and the cos sensor coil.

7. The position sensor of claim 1 , further including external circuitry coupled to the circuit, the external circuitry providing linearized and calibrated data.

8. A method of operating a rotational position sensor, comprising:

rotating a target formed of a conducting material in a shape of a spiral of Archimedes over a coil structure, the conducting material of the target being formed on a substrate around a target center mounting hole, the coil structure being formed on a substrate in an arc around a center mounting hole aligned with the target center mounting hole;

driving a transmitter coil that is included in the coil structure;

receiving signals related to the rotational location of the target relative to the coil structure from receiver coils that are included in the coil structure;

providing a linearized and calibrated response from the signals indicating the angular position of the target relative to the coil structure.

9. The method of claim 8 , wherein the arc of the coil structure is 180 degrees.

10. The method of claim 8 , wherein the arc of the coil structure is between 120 degrees and 360 degrees.

11. The method of claim 8 , wherein the coil structure includes the transmit and the receive coils include a sin sensor coil and a cos sensor coil.

12. The method of claim 8 , wherein the conducting material in the shape is given by an outer diameter OD and an inner radius R IN given by R IN =(OD−ID)*θ/2π)+ID, where ID represents the inner diameter and θ is the angular position in radians.

Assignments (1)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jul 12, 2019
From: QAMA, GENTJAN; NICOLÒ, MARCO; FENIC, L'UBOMIR
To: INTEGRATED DEVICE TECHNOLOGY, INC.
Reel/Frame 049743/0041 →
Continuity (1)
Related Publication 20210010829A1 · Jan 14, 2021
Cited By (2)
US 12,460,952 US 12,460,953