The invention generally relates to the field of optoelectronic devices. More specifically, the invention relates to the measurement of displacement-related parameters such as distance or velocity, using laser self-mixing sensors.
Laser self-mixing occurs if an external reflecting surface is arranged within the optical path of a laser so that an external cavity is obtained. Tuning of the external cavity results in a readjustment of the laser equilibrium conditions and thus to detectable changes in the laser output power. These changes, typically in the form of undulations or oscillations, are repetitive as a function of the displacement of the external reflecting surface over a distance of a half laser wavelength. The undulation frequency is proportional to the velocity of the external reflector. A measuring device based on laser self-mixing typically shows a high sensitivity and thus a high accuracy. This can be attributed to the fact that the reflected light re-entering the laser cavity determines the modulation frequency of the laser light and is thus amplified in the laser cavity. In this way, the laser acts as a phase-sensitive detector and amplifier. Accordingly, a high receiver sensitivity is obtained without additional means such as optical filters or complex devices such as interferometers. For example, a laser self-mixing device is known from U.S. Pat. No. 6,707,027 B2. This device makes use of the Doppler phase shift occurring if the reflecting surface has a component of movement along the optical path.
If, however, a laser self-mixing device is used to gauge the velocity or distance of an object having a randomly reflecting surface, the reflected signal strongly depends on the spatially variable reflectivity caused by wavelength-scale structures and/or variations of composition. This may lead to very low reflected signal levels which result in low or even vanishing measuring signals, e.g. on absorptive or black surfaces, but also on very reflective surfaces such as on mirrors, glass or shiny surfaces. This particularly applies to measuring geometries in which the specular beam is not reflected back into the laser cavity.
Another effect is what is called the speckle pattern which is caused by the wavelength-scale structure of the surface. The speckle pattern gives rise to strong random intensity variations which in turn also modulate the self-mixing signal amplitude, frequency and phase. Accordingly, the speckle pattern influences the measurement accuracy of the system with regard to parameter gauges using the undulation or oscillation signal.
In view of the above-mentioned problems with known devices, it is an object of the invention to improve the measurement accuracy of a laser self-mixing device. The invention is based on the use of a diffractive element for redirecting a part of a laser beam back into the laser cavity of a laser for measuring displacement-related parameters such as displacement, velocity or rotation of the diffractive element with respect to the laser by means of the laser self-mixing effect.
To this end, a laser self-mixing device is provided, comprising
The corresponding method of measuring a displacement-related parameter using the laser self-mixing measuring device as described above comprises the steps of:
The purpose of the diffractive element instead of a diffuse reflecting surface is to evenly reflect the incident laser light back into the laser cavity, thereby eliminating or at least considerably suppressing speckle-related phenomena.
The displacement-related parameter may be the displacement itself, the velocity, i.e. the displacement per unit of time, an angle of rotation corresponding to the displacement of a surface, e.g. the circumferential surface of a rotating member or the angular speed, corresponding to the displacement of the circumferential surface of a rotating member per unit of time. The diffractive structures preferably cover the entire area which may be eventually impinged upon by the laser beam or beams in the application.
In order to measure parameters related to a displacement using the self-mixing effect in combination with a phase shift induced by the movement of the diffractive element with respect to the laser, it is advantageous if the diffractive element is movable along a direction having a component along the direction of the incident laser beam. In this way, movement of the diffractive element causes a tuning of the external cavity, resulting in undulations of the laser intensity due to self-mixing with the diffracted partial beam.
In principle, the invention works with all types of lasers in which the self-mixing effect can occur. However, a laser diode as laser is particularly preferred because laser diodes are small and cost-saving devices. The laser diode may be both an edge-emitting and a vertical cavity surface emitting laser (VCSEL).
According to a preferred refinement of the invention, a photodiode integrated with the laser is employed as a monitoring device. Alternatively, an external photodiode may be employed. An external photodiode may be advantageous to achieve very high signal levels. For this purpose, the photodiode may be placed in the optical path of one of the partial beams emanating from the diffractive element which is not re-directed back into the laser cavity. This partial beam may also be the specular beam.
It is further advantageous to use a structured film as a diffractive element. This film or foil can be attached to the movable member, a displacement-related parameter of which is to be determined. In particular, given the fact that the structural and/or mechanical requirements of the diffractive element are low, cheap structured plastic films can be used. Moreover, a holographic metal foil may be employed as a diffractive element.
An additional focusing element is preferably provided to converge the beam towards the diffractive element. In particular, the focusing element may focus the laser beam onto the periodic structure of the diffractive element.
Furthermore, the laser self-mixing measuring device may comprise a deflecting optical element which deflects the laser beam so that it is incident on the surface of the diffractive element at an oblique angle. This configuration allows arrangement of the laser with respect to the surface to be measured in a simple configuration in which the laser beam is emitted vertically to the moving surface, and the surface moves along a lateral direction thereof.
This embodiment is particularly advantageous for a compact design in combination with a VCSEL as laser. Employing a VCSEL and a deflecting element allows the laser to be directly mounted on a circuit board retained parallel to the moving diffractive element. Furthermore, the focusing element and the deflecting element may be advantageously combined by using a lens arranged off-axis with respect to the laser beam.
To optimize the diffraction backwards along the optical path, the periodic structure of the diffractive element may advantageously comprise a blazed grating.
Furthermore, to eliminate speckle effects based on specular reflection, the surface of the diffractive element may advantageously be arranged obliquely to the direction of the incident laser beam.
It is also advantageous to design and position the diffractive element with respect to the laser in such a way that a partial beam having a diffraction order other than zero order is redirected back into the laser cavity. To achieve this, the angle of incidence a may advantageously satisfy the condition d·sin(α)=m·λ/2. In this equation, d denotes the grating pitch (i.e. the distance between the grating lines or other diffractive structures). Furthermore, λ denotes the laser wavelength and m is an integer. In particular, m may be negative, as the light is diffracted backwards along the optical path.
However, it is not necessary to match this condition perfectly. Rather, the advantages of a strong and constant self-mixing signal are obtained as long as the deviation of the partial beam diffracted backwards to the incident laser beam is small enough so that the diffracted partial beam at least partially re-enters the laser cavity. In this regard, a focusing element is advantageous for compensating deviations of the directions of the incident beam and the partial beam diffracted backwards to the laser cavity. Specifically, a part of the partial beam can still re-enter the laser cavity as long as the pencil beams of the incident laser beam and the diffracted partial beam overlap. To redirect a diffracted partial beam back into the laser cavity, it is also advantageous to position the diffractive element in such a way that its diffractive structures extend vertically to the plane of incidence. Again, however, it is not necessary to match this condition exactly so that the diffractive structures may be slightly tilted to the perpendicular of the plane of incidence because a partial beam will be redirected into the laser cavity as long as this beam overlaps with the incident beam.
The invention may be used for measuring distance and movements (both speed and direction) of objects with a very high accuracy. The diffractive element may have a translational and/or a rotational movement. Generally, the invention provides a low-cost alternative for devices based on interferometry or making use of expensive glass standards or the like. The invention can measure infinite distances, e.g. the rotation of axes or closed surfaces such as conveyor belts. It is not bound to a known or calibrated mechanical reference and can detect movement of any reasonably smooth surface along with the diffractive property.
Depending on the application, displacement-related parameters associated with a movement of varying direction within a plane may be sensed. For this purpose, a two-dimensional grating as a diffractive element and two lasers may be employed. A two-dimensional grating is referred to as a grating having diffractive structures effective in two non-coincident directions along the surface of the grating. For example, the grating may be a grid of intersecting line-shaped structures, i.e. a combination of two one-dimensional gratings, or line gratings, respectively. Moreover, a point grid may be employed. To detect the movement in an arbitrary direction along the grating, the lasers are positioned in such a way that the planes of incidence defined by the optical paths of the lasers and the two-dimensional grating enclose an angle. It is further advantageous to design and position the grating in such a way that diffracted beams are redirected into the laser cavities for each laser.
Applications in rotational, linear, 2D and 3D-metrology tools and machines as angle, displacement and speed encoders are envisaged. The invention can likewise be used in high-precision machining tools, both for linear and rotational movement.
Furthermore, a highly sensitive detection of movement can be realized and applied in vibration measurement systems and contact or position detection switches.
The diffractive element such as in particular a grating does not only provide a well-defined uniform intensity of the backscattered laser beam but also provides the possibility of encoding information by suitable modulation of the diffractive pattern. In this way, the backscattered laser beam is modulated in conformity with the pattern so that the encoded information can be decoded from the self-mixing signal.
A very useful example in this regard is encoding position data, particularly absolute position data. One possibility of encoding the information is to vary the blaze angle of a blazed grating. Generally, the modulation may include a phase, a frequency, and/or an amplitude modulation. For example, a bar-code like representation may be used.
According to one aspect of the invention, a laser interferometric measuring device for measuring displacement-related parameters is thus provided, the device comprising:
This embodiment also encompasses interferometric sensors for sensing displacement-related parameters other than self-mixing sensors because the principle of using a diffractive surface as a reflector for measuring displacement-related parameters such as distance or velocity, in which the diffractive pattern is modulated to convey additional information, is independent of a detection of the oscillations by self-mixing. For example, an external cavity sensor may be used instead of a self-mixing sensor. Specifically, the superposition of the primary laser beam or a part thereof and a beam reflected from the moving surface are superpositioned externally to the laser cavity in an external cavity sensor.
The foregoing and other objects, aspects and advantages of the present invention will be better understood from the following detailed description with reference to the drawings, in which:
The cavity 9 of the laser 3 is confined between two Bragg reflectors 5, 7. A monitoring photodiode 11 is arranged behind the rear-side Bragg reflector 5. A small portion of the laser light passes through the Bragg reflector 5 and can thus be monitored by the photodiode 11. The laser 3 is preferably a diode laser.
The device as shown is a setup for measuring the rotational velocity or angle of rotation of a rotating member 15. For this purpose, a diffractive element 20 in the form of a structured film is provided on the lateral surface of the rotating member. As the rotating element 15 rotates, its lateral surface and the structured film thereon move with respect to the laser cavity 9. Specifically, as can be seen from
Furthermore, a part of the laser light is redirected along the optical path after being reflected or scattered at the diffractive element 20 and enters the laser cavity 9 again. Due to the component of movement of the diffractive element 20 parallel or antiparallel to the incident laser beam, the phase of the redirected part of the laser beam 10 is shifted. This shift causes a time-varying phase shift with respect to the generated laser beam. As the redirected laser light and the generated laser light interfere within the laser cavity 9, the varying phase shift causes oscillations in laser intensity.
Generally, the number of oscillations per unit of time directly corresponds to the amount of phase shift and thus also to the value of the velocity component along the direction of the incident laser beam 10. A parameter corresponding to the displacement of a surface of the rotating member, e.g. the circumferential surface, and thus to the angle of rotation can be obtained by counting the number of oscillations.
The laser intensity is monitored by the photodiode 11 and the monitoring signal is fed to the detection circuitry 17, wherein the oscillations of the laser intensity are detected and analyzed.
To further improve the sensitivity of the setup, a lens 12 is arranged in the optical path. The lens 12 focuses the laser beam 10 onto the action plane, i.e. the structure of the diffractive element 20.
According to this embodiment, the diffractive element 20 may be a plastic film with an embossed grating 21. Due to the small pitch 22 of the grating 21, the incident laser beam is split into partial beams corresponding to different orders of diffraction. The pitch 22 of the grating lines and the angle of incidence α with respect to the direction 25 of the incident laser beam is chosen to be such that a partial beam having a diffraction order other than zero order is redirected back into the laser cavity along direction 26. For example, the beam diffracted back along direction 26 may be the minus 1st order partial beam. To achieve coincidence of the incident beam and the redirected partial beam, the condition d·sin(α)=m·λ/2 should be satisfied, wherein d is the grating pitch 22. However, a certain deviation is tolerable as long as at least a part of the redirected diffracted beam enters the laser cavity.
It is advantageous to use a blazed grating as shown in
As can be seen from
For comparison,
As is clear from
The diffractive structure effects an evenly reflection of the incident laser light back into the laser cavity, thereby eliminating the speckle effect. Even if an additional diffuse reflection appears, speckle effects still remain strongly suppressed as long as the most redirected light originates from diffraction at the regular structure of the diffractive element. As can also be estimated from
As can also be seen from
The grating 21 splits the laser beam into several diffracted beams. One of the diffracted beams 31 having a diffraction order other than zero order is redirected back into the laser cavity. As shown in
Similarly as in the embodiment shown in
As can be seen from
Although preferred embodiments of the present invention have been illustrated in the accompanying drawings and described in the foregoing description, it will be understood that the invention is not limited to the embodiments disclosed and that numerous modifications can be conceived by those skilled in the art without departing from the scope of the invention as set out in the following claims.
Number | Date | Country | Kind |
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08104662 | Jul 2008 | EP | regional |
Filing Document | Filing Date | Country | Kind | 371c Date |
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PCT/IB2009/052838 | 6/30/2009 | WO | 00 | 12/29/2010 |
Publishing Document | Publishing Date | Country | Kind |
---|---|---|---|
WO2010/004478 | 1/14/2010 | WO | A |
Number | Name | Date | Kind |
---|---|---|---|
3419330 | Schneider | Dec 1968 | A |
3743507 | Lurie | Jul 1973 | A |
4551018 | Mannava et al. | Nov 1985 | A |
5122660 | Yoshii et al. | Jun 1992 | A |
5638211 | Shiraishi | Jun 1997 | A |
5648658 | Holzapfel et al. | Jul 1997 | A |
6233045 | Suni et al. | May 2001 | B1 |
6246482 | Kinrot et al. | Jun 2001 | B1 |
6707027 | Liess et al. | Mar 2004 | B2 |
7126586 | Jianping et al. | Oct 2006 | B2 |
7283214 | Xu et al. | Oct 2007 | B2 |
7333185 | Wada et al. | Feb 2008 | B2 |
20060012772 | Sesko | Jan 2006 | A1 |
20070091295 | Xu et al. | Apr 2007 | A1 |
20090147265 | Klaver et al. | Jun 2009 | A1 |
Number | Date | Country |
---|---|---|
0947833 | Oct 1999 | EP |
2443662 | Sep 2006 | GB |
2443662 | May 2008 | GB |
2005076116 | Aug 2005 | WO |
Entry |
---|
H.Martinsson, J.Bengtsson, M.Ghisoni and A.Larsson Monolithic integration of vertical cavity surface emitting laser and diffractive optical element for advanced beam shaping IEEE photonics Technd. Lett,11,503-505,1999. |
Donati et al: “Self-Mixing Techniques for Sensing Applications”; Proceedings ODIMAP IV, Jun. 2004, pp. 213-214. |
Ozdemir et al: “Self-Mixing Laser Speckle Velocimeter for Blood Flow Measurement”; IEEE Transactions on Instrumentation Andm Easurement, Oct. 2000, vol. 49, No. 5, pp. 1029-1035. |
Hast, J.: “Self-Mixing Interferometry and It's Applications in Noninvasive Pulse Detection”; Academic Dissertation From University of Oulu, 2003, Chapter 2, 7 Pages, Downloaded From http://herkules.oulu.fi/isbn951426973X/ on Sep. 6, 2007. |
Number | Date | Country | |
---|---|---|---|
20110116101 A1 | May 2011 | US |