a illustrates a laser beam power profile taken at a pre-focus distance for the system of
b illustrates a laser beam power profile taken at the focus distance for the system of
c illustrates a laser beam power profile taken at a post-focus distance for the system of
Reference will now be made in detail to one or more embodiments of the invention. While the invention will be described with respect to these embodiments, it should be understood that the invention is not limited to any particular embodiment. On the contrary, the invention includes alternatives, modifications, and equivalents as may come within the spirit and scope of the appended claims. Furthermore, in the following description, numerous specific details are set forth to provide a thorough understanding of the invention. The invention may be practiced without some or all of these specific details. In other instances, well-known structures and principles of operation have not been described in detail to avoid obscuring the invention.
To address the need in the barcode verifier art for improved resistance to specular reflections from unprinted media, a barcode verifier is provided that produces a slit-shaped illumination spot as illustrated in
The production of the slit-shaped illumination spot takes advantage of a common property for conventional laser sources such as, for example, index-guided laser diodes and vertical cavity surface emitting lasers (VCSELs). These devices are constructed such that the emitted laser beam has a greater divergence in a first normal axis to the beam direction than in a second normal axis. The divergence in the first axis may be denoted as Θ perpendicular whereas the divergence in the second axis may be denoted as Θ parallel. In general, Θ perpendicular is approximately 4 times greater than Θ parallel. The divergences are defined with respect to the laser beam waist, which is a rather remarkable property of coherent laser beams having a Gaussian electric field distribution in a plane perpendicular (such as Θ perpendicular or Θ parallel) to the beam travel. As suggested by the term “waist,” a laser beam (which generally has a Gaussian power distribution) will have a beam radius that reaches a minimum at some point usually reasonably close to the laser source. For example, for a Quantum Semiconductor QAL laser diode, the waist occurs approximately 8 mm from the laser diode (which also includes a 1:1 lens). The Θ perpendicular and Θ parallel divergences are defined from a propagation point at the waist. The longitudinal axis for the Θ parallel divergence may be denoted as the parallel axis whereas the longitudinal axis for the Θ perpendicular divergence may be denoted as the perpendicular axis.
Turning now to
The magnification of the objective lens depends upon the desired length between the resulting slit-shaped illumination spot and the objective lens. For example, if a desired length L between the spot and the lens is nine inches, it can be shown that a magnification M for the objective lens is given by
M+(1−(L−0.3)/f)*D0/L
where D0 is the waist length (which may be determined experimentally using a beam analyzer), and f is the focal length. For a focal length of 0.315″ and a D0 of 0.229″, the magnification becomes approximately −0.677, which indicates that the beam is converging (negative divergence) from the waist. To maximize transmitted laser power, the aperture is preferably located in the vicinity of the waist.
It can be shown that the beam divergence coming from the objective lens is M2*4*λ/π*D0 times the beam divergence for the unmagnified (1:1 lens) laser source. A conventional red wavelength laser diode source may have a Θ parallel divergence of approximately 8 degrees. For the magnification of −0.677, it may thus be shown that the Θ parallel divergence from the objective lens for such a diode is approximately −0.133*8, which equals −1.064 degrees. Because the Θ perpendicular divergence will be about four times greater, the Θ perpendicular divergence from the objective lens will be approximately 4 degrees.
Because the longitudinal axis of the slit-shaped aperture is aligned with the parallel axis, the beam is allowed to diverge (actually converge since the divergence is negative) in a substantially normal fashion in this axis. However, because the slit is relatively narrow in the perpendicular axis direction, the Θ perpendicular divergence is greatly constrained. Thus, the slit-shaped illumination spot at the desired distance (such as the nine inches discussed earlier) will have converged much more in the parallel axis direction than in the perpendicular axis direction. It will thus be orthogonal to the aperture, i.e, the longitudinal axis of the slit-shaped illumination spot will be aligned in the perpendicular axis direction whereas the longitudinal axis of the slit-shaped aperture is aligned in the parallel axis direction. However, because the Θ perpendicular divergence is substantially greater than the Θ parallel divergence, the slit-shaped illumination spot has an acceptable power level. If the Θ perpendicular divergence was comparable to the Θ parallel divergence, a more powerful laser beam source would be required. It will be appreciated, however, that a slit-shaped illumination spot may be produced from a laser diode source having an arbitrary relationship between its Θ perpendicular and parallel divergences. However, the relationship discussed above provides an advantageous power gain.
The power distribution across the illumination spot may be Gaussian or substantially Gaussian. Thus, the majority of the laser energy will be present at the center of the illumination spot, which may lead to media noise from specular returns at this center. To provide a more uniform power profile across the longitudinal axis of the illumination spot, a “bone-shaped” aperture may be used in which the width of the aperture is increased at either end of the longitudinal ends such as seen in
As would be expected given the parallel-axis alignment of the aperture, the laser power intensity before and after the desired focal distance is substantially distributed across the parallel axis. For example,
Depending upon the magnification and aperture dimensions, a slit-shaped illumination spot may be achieved for any desired application. For example, a 3 dB power distribution width that fits within the separation between bar code bars may be achieved, such as a width of 1.25 mils. Making the aperture smaller reduces the transmitted power and thus may require a more powerful laser source. The slit-shaped illumination spot is ideal for verification of bar codes. The slit-shaped illumination spot is also ideal for bar code reading applications in which the focal length between the bar code and the bar code reader is maintained at a constant distance.
Turning now to
The above-described embodiments of the present invention are merely meant to be illustrative and not limiting. It will thus be obvious to those skilled in the art that various changes and modifications may be made without departing from this invention in its broader aspects. Therefore, the appended claims encompass all such changes and modifications as fall within the true spirit and scope of this invention.