The following disclosure relates generally to optical systems and, more specifically, methods and systems for varying the diameter of a laser beam focal spot.
A laser is a common optical source having a wide array of applications. Exemplary applications include laser hole-drilling, laser marking, laser counter measures, laser targeting and tracking (in military defense applications), bar code scanning, laser eye surgery, laser processing of materials, and laser pumping of other laser sources. As is the case in most applications involving the use of a laser or lasers, all of the aforementioned applications require precise control over the diameter of the laser beam and focal spot 102. For example, when lasers are used for hole drilling, the laser power is used to melt, evaporate, or ablate the material, creating a hole through it. In this example, the diameter of the laser-drilled hole could be changed by changing the diameter of the focal spot 102.
The most common method used to change (or control) the spot size 102 of a laser beam, which is herein referred to as method 1, is changing the final lens that focuses the collimated light of the laser beam into a small focal spot 102. The mathematical relationship that defines this spot diameter is summarized by Equation (1), shown below.
In this equation, Dfocus is the diameter of the focused laser spot 102, M2 is the beam quality of the laser source, λ is the wavelength, Dlaser is the diameter of the laser source, as incident on the lens, and f is the effective focal length of the focusing lens.
The main problem with method 1 is that the value of Dfocus cannot be adjusted continuously or easily; the lens has to be removed and then replaced with a different lens to change the value of Dfocus. At a minimum, this requires the entire application or process to be shut down while this lens is changed. In some cases, this may also necessitate a complete system alignment. Furthermore, when changing the spot size using method 1, the position of focal region 100 or the position of the lens must be changed.
Another method, which is herein referred to as method 2, involves replacing the fixed focal length lens represented in Equation (1) with a variable focal length lens, i.e. a zoom lens. This configuration allows for adjustment of the value of f in Equation (1) without lens replacement, however, it is also a relatively complex arrangement that is expensive to produce, limits the speed at which the spot size 102 can be changed, and offers only a limited range of adjustment.
A third method, which is herein referred to as Method 3, employs a zoom lens in an afocal telescope placed before the fixed lens. This method varies the spot size at the focus by varying the value of Dlaser in Equation (1) while maintaining the location of focal spot 102 and is described by Milne, in US Patent US2011/0127697 A1. This method is even more complex than Method 2 and suffers from many of its shortcomings.
Furthermore, using either method 2 or 3, the lenses used to provide the variable focal length must be translated along a mutual axis to “zoom” the focal length of the focusing lens (method 2) or the afocal telescope (method 3), which is typically a relatively slow process and limits the speed at which the spot size 102 can be changed.
What is needed, therefore, are systems and methods for changing the diameter of a focused laser spot 102 and/or divergence of a laser beam that allow for fast, continuous adjustment over a large dynamic range while being highly mechanically-stable.
In embodiments, several optical elements arranged in a specific configuration that includes two pairs of crossed-cylinder lenses placed before a focusing objective lens provides the ability to change the diameter of a laser beam quickly and continuously over a large dynamic range while being mechanically simpler and cheaper to produce, compared to existing solutions.
The systems and methods provided herein may also be used to vary the divergence of a laser beam directed at a distant target. In this application, it maintains the same benefits previously stated with the added benefit of being mechanically stable in regards to pointing precision.
The features and advantages described herein are not all-inclusive and, in particular, many additional features and advantages will be apparent to one of ordinary skill in the art in view of the drawings, specification, and claims. Moreover, it should be noted that the language used in the specification has been selected principally for readability and instructional purposes and not to limit the scope of the inventive subject matter.
These and other features of the present embodiments will be understood better by reading the following detailed description, taken together with the figures herein described. The accompanying drawings are not intended to be drawn to scale. For purposes of clarity, not every component may be labeled in every drawing.
The present disclosure teaches varying the diameter of a focal spot 102 using several optical elements arranged in a specific configuration that includes two pairs of crossed-cylinder lenses 106/108 placed before a focusing objective lens 104, allowing for quick and continuous changes over a large dynamic range while being mechanically simpler and cheaper to produce, compared to existing solutions.
Regarding terminology used herein, cross-cylinder lenses, which may also be referred to as Jackson crossed-cylinder lenses or crossed-cylinder lenses, should be understood to refer to lens assemblies comprising two cylinder lenses having equal and opposite focal powers oriented with their neutral axes positioned orthogonally to each other. The “cylinder” shape of the lens refers to the shape of the lens surface that is exposed to an optical beam; this is the surface of the lens that the beam propagates through. The perimeter of the lens, as shown in the Figures, is square due to this being a convenient shape for mounting the lenses. The shape of the perimeter of the lens, however, could be of any shape as it does not impact the performance of this device.
Notably, cross-cylinder lenses are conventional devices and are commonly used in the ophthalmic industry in instruments that are used for measuring the refractive errors of human eyes. In that industry, however, they are not used in the ways described herein.
An embodiment of the present disclosure is depicted in
In embodiments, only one of the pairs of crossed cylinder lenses 106/108 is rotated. In embodiments, to achieve the same rate of change as embodiments where the two crossed cylinder lenses 106/108 are rotated in equal and opposite directions, as depicted in
The following table, Table 1, defines the optical configuration of the exemplary embodiment of
While Infrasil is the material used in the embodiments described in Table 1, other materials could also be used, with the specific material choice being dependent on the wavelength of light used in a particular application. For instance, in a long-wave infrared application, Germanium, Silicon, ZnSe, Cleartran, and other materials are suitable. In visible light applications, materials like BK7, F2, and similar would be suitable. These materials are merely exemplary; many others could be used, as would be known to one of ordinary skill in the art.
A computer simulation of the effect of rotating the two cross-cylinder pairs 106/108 is summarized in
The size of the beam converging on the focal spot 102 is summarized in
If we define the Modulation Factor of a given lens configuration to be the quantity defined in Equation (2), as follows:
A method of computing the effective diameter of the focused spot size 102, Deffective, in accordance with embodiments of the present disclosure follows. More specifically, it is well known in the optics field of study that the peak axial intensity of a Gaussian laser beam profile, Ipeak, is related to the total beam power, PTotal, and focal spot diameter 102, D0, by the relationship defined in Equation (3), shown below.
This relation can be inverted to compute an effective diameter from any intensity profile, computed at any point along its propagation path. If Equation (3) is solved for D0, an effective beam diameter can be computed from the diffraction calculations as:
Embodiments of the present disclosure can also be used to adjust the divergence of a laser beam in the so called “far-field.” This is the region of propagation in which the size of the laser beam grows linearly with propagation distance. Therefore, the teachings of this disclosure can be used to adjust the divergence of a transmitted laser by a large factor (as summarized in Table 2). If this laser is being used as an illumination device, it could keep an illuminated target under a constant level of illumination as the target moves over a very larger range of distance. For example, when the target is near, the crossed-cylinder lenses 106/108 would be adjusted to give a very large divergence (reducing the illumination on the target). As the target moves away, the crossed-cylinder lenses 106/108 would be adjusted to reduce the beam divergence (increasing the illumination on the target).
Furthermore, there are applications where it is desirable to periodically modulate the diameter of the focal spot 102 or modulate the divergence of a transmitted laser beam. Since the diameter of the focal spot 102 size for embodiments of the present disclosure is periodic, with a rotational period of 90 degrees, embodiments of the present disclosure inherently provide the ability to continuously and smoothly modulate a laser beam.
The foregoing description of the embodiments of the present disclosure has been presented for the purposes of illustration and description. It is not intended to be exhaustive or to limit the present disclosure to the precise form disclosed. Many modifications and variations are possible in light of this disclosure. It is intended that the scope of the present disclosure be limited not by this detailed description, but rather by the claims appended hereto.
A number of implementations have been described. Nevertheless, it will be understood that various modifications may be made without departing from the scope of the disclosure. Although operations are depicted in the drawings in a particular order, this should not be understood as requiring that such operations be performed in the particular order shown or in sequential order, or that all illustrated operations be performed, to achieve desirable results.