Device for changing the shape of a light beam

Abstract

A device for alternating between different shapes of a light beam includes a multi-plane light conversion (MPLC) device that is used to apply a unitary transformation to a light beam by way of a succession of elementary transformations. The MPLC faces the light source so that the light beam is emitted into the MPLC device along a reference axis. The device further includes automated means arranged upstream of the multi-plane light conversion (MPLC) device for varying the transverse position and/or the angle of incidence of the light beam in relation to the reference axis and/or to vary the angle of rotation of the light beam about the reference axis. The MPLC device is designed to transform a variation of the transverse position and/or the angle of incidence and/or the angle of rotation of the light beam into a modification of the specific shape of the light beam.

Claims

1. A device for alternating between different specific shapes of a light beam generated by a light source, comprising: the light source; a multi-plane light conversion (MPLC) device that is used to apply a unitary transformation to a light beam by means of a succession of elementary transformations of its spatial phase imparted by at least one optical part having a microstructured surface, the multi-plane light conversion (MPLC) device being arranged facing the light source so that the light beam is emitted into the multi-plane light conversion (MPLC) device along a reference axis; and an automated device located upstream of the multi-plane light conversion (MPLC) device, the automated device configured to vary a transverse position and/or an angle of incidence of the light beam in relation to the reference axis and/or to vary an angle of rotation of the light beam about the reference axis; and wherein the multi-plane light conversion (MPLC) device is configured to transform a variation of a transverse position and/or an angle of incidence and/or an angle of rotation of the light beam into a modification of the specific shape of the light beam.

2. The device of claim 1, wherein the automated device comprises a mirror placed in a path of the light beam and an orientation of which can be controlled to vary the angle of incidence of the light beam relative to the reference axis.

3. The device of claim 1, wherein the automated device comprises two mirrors, the orientations of which can be controlled to transversely shift the light beam relative to the reference axis.

4. The device of claim 3, wherein the multi-plane light conversion device is configured to transform a variation in the transverse position of the light beam into a modification of the specific shape of the light beam.

5. The device of claim 1, wherein the light source comprises a laser source.

6. The device of claim 1, wherein the multi-plane light conversion device is configured to transform a variation in the transverse position of the light beam into a modification of the specific shape of the light beam.

7. The device of claim 1, wherein the multi-plane light conversion device comprises a mirror facing the microstructured surface.

8. The device of claim 1, wherein the microstructured surface comprises pixels, each pixel having an elevation relative to an average plane defining the surface.

9. The device of claim 8, wherein the elevation of each pixel is between 1 micron and 1000 microns.

10. A laser beam machining system comprising a device for changing the shape of a laser beam according to claim 1.

Description

BRIEF DESCRIPTION OF THE DRAWINGS

(1) Several embodiments of the disclosure will now be described, while referring to the appended drawings, wherein:

(2) FIG. 1 is a schematic view illustrating a device for processing a light beam according to the present disclosure;

(3) FIGS. 2a and 2b illustrate two optical assemblies for varying the angle of the direction of propagation of the light beam with respect to a reference axis and for transversely shifting the direction of propagation of the light beam with respect to the reference axis,

(4) FIGS. 3a, 3b and 3c illustrate some of the parameters of the light beam,

(5) FIG. 4 schematically illustrates a first application of the disclosure,

(6) FIGS. 5 to 6 schematically illustrate a device for changing the shape of a light beam according to the disclosure.

DETAILED DESCRIPTION

(7) FIG. 1 shows a schematic diagram of a light beam processing device 2. This device 2 is placed in front of a coherent light source 4 capable of generating a coherent light beam 6. This can be a laser source.

(8) The device 2 comprises automated means 8 capable of varying a first parameter of the transverse profile of the light beam 6. When these automated means 8 are not activated, the light beam 6 propagates along a so-called reference axis 7.

(9) Two examples of automated means 8 are shown in FIGS. 2a and 2b.

(10) In FIG. 2a, the automated means 8 comprises a mirror 10, the orientation of which can be controlled, placed on the path of the light beam 6. By rotating the mirror by an angle α with respect to a frame of the device 2 along a Z axis as shown in FIG. 2a, the angle of the propagation direction of the light beam 6 with respect to the reference axis 7 is varied by 2a. In this case, the first parameter is the angle of incidence of the light beam 6 with respect to the reference axis 7.

(11) In FIG. 2b, the automated means 8 comprises two parallel mirrors 10, 10′ arranged so that the light beam 6 is reflected by the two mirrors 10, 10′. By rotating the two mirrors 10, 10′ at an angle β in opposite directions with respect to a frame of the device 2 along the Z axis, the propagation direction of the light beam 6 is shifted transversely by d.sub.y with respect to the reference axis 7. In particular, d.sub.y is a function of the distance between the mirrors and the angle β. In this case, the first parameter is the transverse position of the light beam 6 with respect to the reference axis 7.

(12) With reference to FIG. 1, the device 2 comprises a multi-plane light conversion (MPLC) device. The MPLC here is located downstream of the automated means 8 considering the direction of propagation of the light beam 6, but the MPLC could be placed upstream of the automated means 8. The MPLC is arranged to transform the variation of the first parameter into a variation of a second parameter of the transverse profile of the light beam 6. The functioning of the MPLC is described in the article mentioned above and will not be described again in the following.

(13) Some of the parameters of the light beam 6 have been illustrated in FIGS. 3a, 3b and 3c. In these figures, the views are from an orthogonal reference frame of axes x, y, z in which z is an axis coinciding with the reference axis 7 and the axes x and y are perpendicular to the axis z.

(14) In FIG. 3a, dy is the position in the plane (yz) of the light beam 6 with respect to the reference axis 7. In FIG. 3b, da.sub.y is the angle of the beam in the plane (yz) of the light beam 6 with respect to the reference axis 7. In FIG. 3c, θ is the angle of rotation of the light beam 6 around the reference axis 7.

(15) The general principle of the disclosure is discussed in further detail below.

(16) As a preliminary matter, it is known that the electromagnetic field of the light beam 6 can be described by a multi-variable function Eα, β, γ, . . . ) in which the parameters α, β, γ, . . . ) describe the parameters that specify the light beam 6, such as the transverse mode that describes its geometry in the transverse direction.

(17) In the simplest case, if it is desired to modify a single variable or parameter continuously while setting all the other parameters, the equation can be expressed using a limited development:

(18) $E\left(\alpha -{\alpha }_0\right)=\underset{i=0}{\overset{n}{.Math.}}\frac{{\partial }^{i}E}{\partial {\alpha }^i}\left({\alpha }_0\right)\times \frac{{\left(\alpha -{\alpha }_0\right)}^i}{i!}+o\left({\left(\alpha -{\alpha }_0\right)}^n\right)$

(19) In this equation, it may be desired to vary the parameter α, and it is noted that the modes

(20) $\frac{{\partial }^{i}E}{\partial {\alpha }^i}\left({\alpha }_0\right)$
depend only on initial point α.sub.0. These are spatial modes of the electromagnetic field. In the case where these are not all identical (i.e., if the trajectory is different from the identity), an orthonormal base of the field can be deduced from these derived modes.

(21) From a given trajectory, i.e., the choice of a physical parameter to be varied α, as well as an interval in which it is desired to be varied ([α.sub.a,α.sub.b]), the orthonormalized base corresponding to this movement is calculated. This base will be called the “output base D.” The size of this base depends on the precision with which the trajectory is to be followed. The higher the number of modes, the greater the accuracy, according to the principle of limited development.

(22) The coefficients that describe the movement in this database are also calculated. Indeed, since the orthonormal version of the base described by the successive derivatives of the field is used, the coefficients describing each of the positions are not trivial.

(23) The second step is to choose an “entry base D.” The choice of this base is conditioned by two elements. On the one hand, the parameters that will be described in this database must be masterable, i.e., continuously, accurately and over a sufficient distance. This is the case, for example, of the transverse position of the light beam 6. On the other hand, all the coefficients necessary to describe the trajectory chosen in “output base D” must be achievable in “entry base D.” The operation to be carried out is described below.

(24) $\left(\begin{array}{c}{f}_0\left(\alpha \right)\\ f_1\left(\alpha \right)\\ \mathrm{.Math.}\\ f_n\left(\alpha \right)\end{array}\right)\left(\begin{array}{c}{v}_0\\ v_1\\ \mathrm{.Math.}\\ v_n\end{array}\right)=\left[\mathrm{MPLC}\right]\left(\begin{array}{c}{f}_0\left(\alpha \right)\\ f_1\left(\alpha \right)\\ \mathrm{.Math.}\\ f_n\left(\alpha \right)\end{array}\right)\left(\begin{array}{c}{u}_0\\ u_1\\ \mathrm{.Math.}\\ u_n\end{array}\right)$

(25) The base (ν.sub.n) describes the output base, the base (ƒn) the input base. The functions ƒ.sub.n describe the projection coefficients in the output base that must be performed in the input base in order to describe the desired path. These operations allow the MPLC to be calibrated to the desired application of the device 2.

(26) First Application

(27) A first application of the device of the disclosure will now be presented, with reference to FIG. 4. Here, the second parameter, the one that is desired to be mastered, is the “defocusing” of the light beam 6, i.e., the displacement of the position dz1, dz2 of a focusing position 20 of the light beam 6. The first parameter, the one that can be mastered, is the transverse position d.sub.y and/or the angle of incidence d.sub.py of the light beam 6 with respect to the reference axis 7. It could also be the angle of rotation of the light beam around this reference axis.

(28) The degrees of freedom chosen as “entry” are therefore the displacement of the light beam 6, the inclination of the light beam 6 and/or the orientation of the light beam 6 in a transverse direction.

(29) The position and the angle of the light beam 6 with respect to the reference axis 7 are parameters that can be mastered. This is not the case for the focusing position 20 of the light beam 6. Thanks to the device 2, in particular, the MPLC, and a modal approach to this problem, the position and the angle of the light beam 6 at the input of the MPLC can be coupled to its defocusing at the output. Thus, the position of the focusing point of the light beam 6 can be mastered, i.e., precisely, at high frequency and continuously, over an amplitude defined by the characteristics of the MPLC or in other words its “design D.” In other words, the device 2 allows the implementation of a method for processing the light beam 6 using the MPLC in which: the light beam 6 is emitted into the MPLC along the reference axis 7, the first parameter is varied, and by propagation in the MPLC, it transforms the variation of the first parameter into a variation of the second parameter, i.e., the position of the beam focusing point.
Second Application

(30) A second application of the operative part of the disclosure is described below, with reference to FIG. 5.

(31) This is a generalization of the defocusing application of the first embodiment presented in the previous section. The direction and angle of the input light beam 6 of the MPLC determine its decomposition in a so-called “input” mode base. The MPLC is configured to determine the output base that allows switching from one shape to another (focus point beam or defocused beam, square triangle shape, straight line parenthesis shape, etc.). Thus, as clearly shown in FIG. 5, in the absence of activation of the automated means 8, in the rest position (in the center of FIG. 5, dy=0) the light beam 6 propagates in the multi-plane conversion MPLC device along the reference axis to form a beam with a bell or keyhole shape. When the automated means 8 are operated to impose a transverse displacement y.sub.1 of the beam (upper part of FIG. 5), the light beam propagates through the multi-plane conversion MPLC device and undergoes a transformation that causes the shape of the beam to vary to a triangle or parenthesis shape. Similarly, when the automated means 8 are operated to impose another transverse displacement y.sub.2 of the beam (lower part of FIG. 5), the light beam 6 propagates into the multi-plane conversion MPLC device and undergoes another transformation resulting in the shape of the beam varying to a disc or half-moon shape.

(32) A particularly advantageous application of this change in the beam shape is laser beam machining, for which it is advantageous to be able to generate beam shapes specific to the operation to be performed. The present disclosure provides the ability to quickly switch between different shapes in order to perform different operations with the same beam and shaping device. The angle and the position of the input beam can be changed easily and at high frequency. This makes it possible to quickly switch between different beam shapes during machining. In addition to its versatility, the advantage of this system is that the mirrors used to direct the beam upstream of the MPLC, as well as the MPLC itself, are compatible with high power beams.

(33) As shown in FIG. 6, a device 2 to change the shape of a coherent light beam 6 includes automated means 8 capable of varying the first parameter. The automated means 8 are located upstream of a multi-plane conversion MPLC device. As already stated, the first parameter (or parameters) is/are chosen from the transverse position of the beam with respect to the reference axis, the angle of incidence of the beam with respect to the reference axis, and the angle of rotation of the beam about the reference axis.

(34) The automated means may comprise an optical device 8a composed of one or more mirror(s), as mentioned in the general description of the disclosure. Such mirror(s) can be controlled in orientation, by means of piezoelectric or galvanometric motors operatively coupled therewith. Other controllable optical parts could also be used to replace or complement the mirrors to form the optical device 8a. This device could comprise Bragg cells, deformable mirrors, micro-mirrors, or spatial light modulators (SLM).

(35) To control these optical parts and vary the first parameter(s) of the beam, the automated means 8 may also comprise a control device 8b. The control device 8b can be a microprocessor, a micro-controller or any other electronic device likely to apply an input signal to establish an output signal. In the case of the example shown in FIG. 6, the control device 8b is provided with an input S making it possible to select the specific shape of the light beam 6. The control device 8b processes this selection to establish one or more control(s) e1, e2 to control the orientation of the mirror(s), or more generally to control the controllable optical parts, of the optical device 8a and to vary the first parameter(s), i.e., the transverse position, the angle of incidence and/or the angle of rotation of the beam.

(36) The beam generated by the light source 4, and possibly modified by the automated means, is emitted into the multi-plane conversion MPLC device. For the sake of completeness, it is briefly recalled below that such a device includes at least one optical part, the spatial phase profile of which is configured to impart a plurality of elementary transformations to an incident light radiation. The combination of these elementary transformations makes it possible to carry out all unitary transformations on this incident radiation. In other words, such a device can be configured to transform any orthonormal base of spatial modes of an entry space into any other orthonormal base of spatial modes of an exit space.

(37) Document FR3016973 provides a specific example of the implementation of such a multi-plane conversion device. It comprises a reflective optical part having a micro-structured surface that spatially modifies the transverse phase of an incident light radiation, placed opposite a mirror, so as to form a multi-pass cavity making it possible to apply the plurality of elementary transformations. “Micro-structured surface” means, for example, that the surface can have “pixels,” the dimensions of which range from a few microns to a few hundred microns. Each pixel has an elevation, relative to an average plane defining the surface in question, between a few microns and a few hundred microns. The reflective optical part with a micro-structured surface can be a phase plate.

(38) Reference may be made to the various documents cited in the state of the art to fully understand how the repeated transformation of the spatial phase of incident radiation makes it possible to carry out a selected unitary transformation of the incident light radiation and how the optical part can be designed to carry out such a transformation. These documents should also be referred to for examples of digital design methods for micro-structures on the main face of the optical part. The digital model of these micro-structures can be used to manufacture the optical part, for example, by machining, molding and/or engraving a raw optical part.

(39) Many alternatives to the multi-pass cavity configuration are possible. It can thus be envisaged for the multi-plane conversion MPLC device to comprise a plurality of micro-structured optical parts, for example, a plurality of reflective phase plates juxtaposed to each other. This plurality of optical parts can be placed on the support to form a first complex optical path, for example, to try to make the multi-plane conversion device very compact. The mirror of the multi-passage cavity can be replaced by a second micro-structured reflective phase plate, to double the number of elementary transformations performed on the incident radiation or to allow, for a given number of reflections, to form a multi-passage cavity twice as compact.

(40) According to another alternative solution, the micro-structured optical part is not reflective, but transparent. It can thus be expected that a transparent micro-structured optical part, for example, placed in an optical cavity formed by two mirrors placed opposite each other, can intercept a plurality of times the incident light radiation to carry out the transformations. Alternatively, it may be a plurality of transparent optical parts, arranged one behind the other along the optical path of radiation propagation.

(41) It is also possible to combine one or more micro-structured transparent optical part(s) with one or more reflective optical part(s). Other non-micro-structured optical parts, such as mirrors, prisms can also be placed along the optical path, as required.

(42) Regardless of how the multi-plane conversion MPLC device of a device 2 is implemented to change the shape of a coherent light beam in accordance with the disclosure, it applies a transformation to the light beam 6 leading to a change in its shape according to the transverse position, the angle of incidence and/or the angle of rotation of the beam, with respect to the reference axis 7, presented at its input.

(43) Of course, the disclosure may be modified in many ways without going beyond the scope of the disclosure as defined by the claims.

(44) In particular, the device 2 may include other optical parts that intercept the propagation of the light beam 6 than those described. These may be mirrors, lenses or any other part used to control the propagation of the light beam 6, for example, to collimate it or to try to make the control device 2 compact.