Varying beam parameter product of a laser beam
09823422 · 2017-11-21
Assignee
Inventors
Cpc classification
G02B6/4296
PHYSICS
G02B6/262
PHYSICS
G02B6/4226
PHYSICS
B23K26/0626
PERFORMING OPERATIONS; TRANSPORTING
International classification
G02B6/32
PHYSICS
B23K26/06
PERFORMING OPERATIONS; TRANSPORTING
Abstract
An optical delivery waveguide for a material laser processing system includes a small lens at an output end of the delivery waveguide, transforming laser beam divergence inside the waveguide into a spot size after the lens. By varying the input convergence angle and/or launch angle of the laser beam launched into the waveguide, the output spot size can be continuously varied, thus enabling a continuous and real-time laser spot size adjustment on the workpiece, without having to replace the delivery waveguide or a process head. A divergence of the laser beam can also be adjusted dynamically and in concert with the spot size.
Claims
1. A laser beam delivery waveguide assembly for outputting a variable output spot size laser beam, the laser beam delivery waveguide assembly comprising: a step-index delivery optical waveguide having first and second ends for guiding a laser beam from the first end to the second end; and first and second graded-index optical elements fused to the first and second ends, respectively, for coupling the laser beam into the first end and out of the second end, respectively, of the step-index delivery optical waveguide, wherein the step-index delivery optical waveguide has a non-varying diameter along its length, the first graded-index optical element has a non-varying diameter along its length, and the second graded-index optical element has a non-varying diameter along its length.
2. The laser beam delivery waveguide assembly of claim 1, further comprising: first and second end caps fused to the first and second graded-index optical elements, respectively, for transmitting the laser beam to the first graded-index optical element and from the second graded-index optical element, respectively.
3. The laser beam delivery waveguide assembly of claim 1, wherein the first graded-index optical element is offset laterally, with respect to a core of the step-index delivery optical waveguide, for launching the laser beam to produce a vortex beam at an output.
4. The laser beam delivery waveguide assembly of claim 1, wherein at least one of the first or second graded-index optical elements is of quarter-pitch length or an odd multiple thereof, and at least one of the first or second graded-index optical elements has a focal length no greater than 10 mm.
5. The laser beam delivery waveguide assembly of claim 1, wherein at least one of the first or second graded-index optical elements is not of quarter-pitch length or an odd multiple thereof, and at least one of the first or second graded-index optical elements has a refractive index profile such that, when used in a length of one-quarter pitch, would yield a focal length of no greater than 10 mm.
6. The laser beam delivery waveguide assembly of claim 1, further comprising: a shifter for providing a variable lateral displacement between the laser beam and an optical axis of the first end of the step-index delivery optical waveguide.
7. The laser beam delivery waveguide assembly of claim 1, further comprising: a shifter for laterally displacing an input beam from an optical axis by more than a radius of the input beam, thereby creating an annular near-field spot at an output.
8. The laser beam delivery waveguide assembly of claim 1, further comprising: a shifter for tilting and laterally displacing an input beam, wherein the tilting is noncollinear with the lateral displacement, thereby producing a vortex beam at an output.
9. The laser beam delivery waveguide assembly of claim 1, further comprising: a shifter including a laterally displaceable lens or optical wedge for laterally displacing the laser beam.
10. The laser beam delivery waveguide assembly of claim 9, further comprising: a flexure mount for displaceably mounting the laterally displaceable lens or the optical wedge.
11. The laser beam delivery waveguide assembly of claim 1, wherein the step-index delivery optical waveguide includes a core that has a non-circular cross-section for facilitating formation of a substantially uniform radial distribution of intensity of the laser beam at the second end, thereby facilitating uniform distribution of ray angles at a first laser beam waist.
12. The laser beam delivery waveguide assembly of claim 11, wherein the non-circular cross-section is one of: a square, a rectangular, triangular, hexagonal, octagonal, D-shaped, rippled, cusped, or a star shape.
13. The laser beam delivery waveguide assembly of claim 1, wherein the step-index delivery optical waveguide includes a cladding that surrounds a core, the cladding having a diameter of at least 250 micrometers.
14. The laser beam delivery waveguide assembly of claim 13, wherein the cladding comprises a SiO2 cladding.
15. The laser beam delivery waveguide assembly of claim 1, wherein a length of the step-index delivery optical waveguide between the first and second ends is at least 1 m.
16. The laser beam delivery waveguide assembly of claim 1, wherein the step-index delivery optical waveguide comprises a polarization-maintaining waveguide, a polarizing waveguide, a chiral waveguide, or a spun waveguide for controlling polarization of the laser beam.
17. The laser beam delivery waveguide assembly of claim 1, wherein the step-index delivery optical waveguide is one of: a double-clad waveguide, a multi-clad waveguide, a photonic-crystal waveguide, or a micro-structured waveguide.
18. The laser beam delivery waveguide assembly of claim 1, further comprising: a vibrating unit, coupled to the step-index delivery optical waveguide, for vibrating the step-index delivery optical waveguide when the laser beam is launched therein.
19. The laser beam delivery waveguide assembly of claim 18, wherein the vibrating unit is one of: an acoustic transducer, an ultrasonic transducer, or a mechanical vibrator.
20. A method for outputting a variable output spot size laser beam, the method comprising: guiding, by a step-index delivery optical waveguide having first and second ends, a laser beam from the first end to the second end; and coupling, by first and second graded-index optical elements fused to the first and second ends, respectively, the laser beam into the first end and out of the second end, respectively, of the step-index delivery optical waveguide, wherein the step-index delivery optical waveguide has a non-varying diameter along its length, the first graded-index optical element has a non-varying diameter along its length, and the second graded-index optical element has a non-varying diameter along its length.
Description
BRIEF DESCRIPTION OF THE DRAWINGS
(1) Exemplary embodiments will now be described in conjunction with the drawings, in which:
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DETAILED DESCRIPTION OF THE INVENTION
(16) While the present teachings are described in conjunction with various embodiments and examples, it is not intended that the present teachings be limited to such embodiments. On the contrary, the present teachings encompass various alternatives, modifications and equivalents, as will be appreciated by those of skill in the art.
(17) A typical step-index fiber always delivers a beam of roughly the same spot size at the output end of the fiber, because the beam is confined by the perimeter of the step-index core. However, the divergence angle of the light inside the fiber remains conserved in the case of an ideal fiber, as long as it is less than the maximum bounce angle supported by the fiber, which is given by
sin.sup.−1(NA)=sin.sup.−1(√{square root over ((n.sub.1.sup.2−n.sub.2.sup.2))}) (1)
(18) Herein, NA is the fiber numerical aperture, n.sub.1 is the refractive index of the core, and n.sub.2 is the refractive index of the cladding. Throughout this disclosure, all bounce angles and divergences are expressed in terms of angles in air. Inside the fiber, the angles are decreased in accordance with Snell's law.
(19) In an actual fiber, the divergence angle is not perfectly conserved due to fiber micro- and macro-bending and imperfections in the size, shape, and refractive-index homogeneity of the core. In typical modern process fibers or waveguides, an acceptable level of the divergence angle preservation is achieved by precise fabrication, by the use of a large outer diameter to make the fiber stiff enough to reduce the occurrence of bends, and by the use of a small core diameter. By way of example, the outer diameter of the glass cladding part of process waveguides can be 250 micrometers or greater, often 400 micrometers or greater, and the core diameter can be 200 micrometers or less, often 100 micrometers or 50 micrometers or less. In such waveguides, light with an internal divergence angle of 0.10 radians, for example, can be propagated over distances of tens of meters with an increase of divergence of not more than 10%-20%. This substantial preservation of divergence can be used to obtain a desired spot size by launching a laser beam at a controlled convergence angle to create a pre-defined divergence of the laser beam inside the waveguide, while disposing a small lens near the exit end of the waveguide, which converts the preserved divergence into a spot size at a focal plane of the lens.
(20) Referring to
(21) In operation, a first laser beam 215, shown with solid lines, is launched at a first convergence angle θ.sub.1 into the core 204 at the first end 208 of the optical waveguide 202. The first laser beam 215 exits the optical waveguide 202 at its second end 210 and gets collimated by the exit lens 212, forming a first laser beam waist 217 at the focal plane 214 of the exit lens 212. The first waist 217 is shown with solid lines. To illustrate how the input convergence angle θ influences the output beam waist size, a second laser beam 216, shown with dashed lines, is launched at a second convergence angle θ.sub.2, which is smaller than the first convergence angle θ.sub.1, into the core 204 at the first end 208 of the optical waveguide 202. The second laser beam 216 exits the optical waveguide 202 at its second end 210 and gets collimated by the exit lens 212, forming a second beam waist 218 at the focal plane 214 of the exit lens 212. The second waist 218 is shown with dashed lines. The second waist 218 is smaller than the first waist 217. Thus, when the input convergence angle θ is varied, the beam waist size at the focal plane of the exit lens 212 of the optical waveguide subassembly 200 is varied as well, in approximately proportionate manner for small angles θ.
(22) In the embodiment shown in
(23) Throughout the specification, the beam waist 217 is defined as the spot where the laser beam has its minimum lateral size, called herein “waist diameter”. It is to be understood that, although the term “diameter” is used, the beam waist 217 needs not be exactly circular. As typically measured by those skilled in the art, the waist diameter can be measured using, for example, the second-moment or the 86%-power-enclosed methods. The waist 217 may be real, that is, be disposed in or after the focal plane 214 of the exit lens 212, or virtual, that is, appearing to be located before the focal plane 214 of the exit lens 212, or even before the exit lens 212. In most of the embodiments discussed herein, the waist 217 is real, but in the case of the non-quarter-pitch GRIN or the aberrated GRIN lens 212, it is possible to obtain a virtual waist 217 disposed within the lens 212, or even within the optical waveguide 202 proximate to, for example within 10 millimeters, of the second end 210 of the optical waveguide 202.
(24) Turning to
(25) In operation, the optical waveguide 202 averages the azimuthal angles of individual rays of the launched first laser beam 221 inside the optical waveguide 202, forming a first waist 231 at the focal plane 214 of the exit lens 212. As a result, a distribution of local ray angles at the second end 210 of the optical waveguide 202 is substantially rotationally symmetric about the waveguide axis proximate the second end 210. The core 204 is substantially filled with light of the laser beam 221 near the second end 210 of the optical waveguide 202.
(26) To illustrate how the launch angle γ influences the output spot size, a second laser beam 222, shown with dashed lines, is launched at a second lateral displacement y.sub.2, smaller than the first lateral displacement y.sub.1. The entry lens 228 causes the second laser beam 222 to impinge onto the first end 208 of the optical waveguide 202 at a second launch angle γ.sub.2 smaller than the first launch angle γ.sub.1, launching the second laser beam 222 into the core 204 at the first end 208 of the optical waveguide 202. The optical waveguide 202 averages the azimuthal angles of individual rays of the launched second laser beam 222 inside the optical waveguide 202, forming a second waist 232 at the focal plane 214 of the exit lens 212. The second waist 232 has a smaller diameter than the first waist 231. Thus, when the convergence angle θ and/or the launch angle γ of the laser beam 221 is varied by the beam launcher 226, a diameter of the laser beam waist 231 at the focal plane 214 of the exit lens 212 is varied, whereby the beam parameter product of the laser beam exiting the exit lens 212 is varied.
(27) The beam launcher 226 can also be configured for varying the input convergence angle θ as shown in
(28) Simultaneous variation of the input convergence angle θ and the launch angle γ opens up some interesting possibilities, allowing the optical device 220 to be used not only to vary the size of the waists 217, 218, 231, 232, but also to vary the shape of the waists 217, 218, 231, 232, that is, a distribution of the optical power density within the waists 217, 218, 231, 232. Referring now to
(29) Referring now to
(30) Referring back to
(31) One characteristic of circular-core waveguides is that, in contrast to non-circular core waveguides, they do not mix skew, or off-axis, rays with meridional, or on-axis, rays, with the result that if the intensity distribution at the first end 208 of the waveguide 202 is not radially uniform, then it will also not, in general, be radially uniform at the second end 210 of the waveguide 202. In one embodiment, the core 204 has a non-circular cross-section for facilitating formation of a uniform radial distribution of laser intensity at the second end 210 of the optical waveguide 202, thereby facilitating a uniform angular illumination of the first laser beam waists 217, 218, 231, 232, or 251, which may be preferable in certain applications. Preferred non-circular core shapes for ensuring a uniform angular illumination include, without limitation, square, rectangular, triangular, hexagonal, octagonal, D-shaped, rippled, cusped, and star-shaped. A length of the optical waveguide 202 between its first and second ends 208 and 210 is preferably at least 1 m. Further, preferably, the cladding 206 has a diameter of at least 250 micrometers to increase stiffness and reduce fiber bends, for improved preservation of the ray angle magnitudes. Advantageously, the cladding 206 is a SiO.sub.2 cladding for improved high power handling, although other cladding types can be used. The optical waveguide 202 can also include a polarization-maintaining, polarizing, chiral, or spun waveguide for controlling polarization of the laser beam inside the optical waveguide 202.
(32) Turning now to
(33) As noted above, it is highly preferable that the exit lens 221 is a small and “strong” lens having a short focal length of no greater than, for example, 1 mm. Using a conventional lens having a large focal length of several millimeters in place of the exit lens 212 could result in an unacceptably large beam diameter for a process head to image onto the workpiece 410. It is, therefore, preferable to use a lens of very short focal length integrated directly onto the optical waveguide 202, so that the new process fiber assembly is a drop-in replacement for prior-art process fibers. Short focal length lenses can be implemented by fusing onto the first end 208 of the optical waveguide 202 either a fiber end cap with a convex outer optical surface, as shown in
(34) Turning to
(35) Referring to
(36) Turning to
(37) In one embodiment, the exit lens 212 has an aberration selected for creating a desired mixture of a variable divergence of the laser beam exiting the exit lens 212 and the variable diameter of the first laser beam waist 217, for additionally varying the beam parameter product of the laser beam exiting the exit lens 212 at a rate that is greater or less than the rate of variation of the spot size. Referring now to
(38) In operation, a first ray of light 804, shown with a solid line, propagates closely to an optical axis 810 of the first and second graded index optical elements 801 and 802, respectively. For the first ray 804, the focal plane is at an outer surface 807 of the second graded index optical element 802, because the first ray 804 is close enough to the optical axis 810 not to experience significant deviations of the refractive index of the first graded index optical element 801 from the ideal parabolic profile. A second ray of light 806, shown with a dashed line, propagates farther from the optical axis 810. For the second ray 806, the focal plane is at a plane 808 disposed within the second graded index optical element 802, because the first ray 804 is far enough from the optical axis 810 to experience significant deviations of the refractive index of the first graded index optical element 801 from the ideal parabolic profile. As a result, the desired mixture of the variable divergence of the laser beam and the variable laser beam spot size is created as the input launch angle is varied. Alternatively, it is possible to achieve a similar effect by omitting the second gradient-index optical element 802 and utilizing an aberrated first gradient index optical element 801 of length approximately one or an odd-integer multiple of one quarter pitch length.
(39) Yet another method to achieve a desired mixture of variable divergence of the output laser beam and variable waist diameter is to use for the exit lens 212 a gradient-index optical element of length other than one quarter pitch or an odd integer multiple thereof. Using such a non-quarter-pitch length causes the exit lens 212 to be out of focus, whereby both the divergence and the spot size of the laser output vary as the input launch angle is varied.
(40) Referring back to
(41) In one embodiment of the invention, a divergence adjusting element is disposed within, or proximate to a middle section of the optical waveguide 202 to adjust the divergence of the laser beam inside the optical waveguide, thus varying the waist diameter formed by the exit lens 212. Referring to
(42) Turning now to the embodiment of
(43) An optical device for varying a beam parameter product of a laser beam, using the divergence adjusting elements of the embodiments of
(44) Turning to
(45) The present invention can work with many types of optical delivery waveguides. Referring to
(46) Referring now to
(47) The laser material processing system 1200 can be calibrated by measuring, using the camera 1210, diameters of the second laser beam waist 408 on the target 410, for each displacement of the laterally displaceable lens 418. These measurements are used to create a transfer curve or a lookup table to enable closed-loop operation of the laser material processing system 1200, allowing a dynamic, in-process, real-time variation of the diameter of the second waist 408 on the target 410. For example, in laser cutting, the initial spot size may be reduced to facilitate penetration of the laser beam 1204 through the target 410, and subsequently the spot size can be increased for better cutting operation. Furthermore, the laser material processing system 1200 can be configured to provide second waists 408 on the target 410 of a desirable optical power density distribution, including a flattop distribution of
(48) Generally, a method for varying a beam parameter product of a laser beam includes:
(49) (a) providing the optical waveguide subassembly 200 including the step-index optical waveguide 202 having the first and second ends 208 and 210, respectively, and the exit lens 212 coupled to the second end 210;
(50) (b) launching the laser beam 215 at a variable convergence angle and/or at a variable launch angle into the first end 208 of the optical waveguide 202;
(51) (c) propagating the laser beam 215 launched in step (b) in the optical waveguide 202 to enable ray angles of the laser beam 215 guided by the optical waveguide 202 to form a substantially rotationally symmetric distribution at the second end 210, while substantially preserving a distribution of magnitudes of the local ray angles with respect to the optical axis of the optical waveguide 202;
(52) (d) causing the laser beam 215 propagated in step (c) to exit the second end 210 of the optical waveguide 202 and propagate through the exit lens 212, forming the first laser beam waist 217 in the laser beam exiting the exit lens 212, wherein the first laser beam waist 217 is substantially rotationally symmetric due to the rotational symmetry of the ray angles at the second end 210 of the optical waveguide 202; and
(53) (e) varying the convergence angle and/or at the launch angle, to vary the beam parameter product of the laser beam 215 exiting the exit lens 212.
(54) In one embodiment, in step (b), the launch angle does not include zero launch angles, so as to create the first laser beam spot of an annular shape, such as the ones shown in
(55) The foregoing description of one or more embodiments of the invention has been presented for the purposes of illustration and description. It is not intended to be exhaustive or to limit the invention to the precise form disclosed. Many modifications and variations are possible in light of the above teaching. It is intended that the scope of the invention be limited not by this detailed description, but rather by the claims appended hereto.