Incremental printing of symbolic information – Light or beam marking apparatus or processes – Scan of light
Reexamination Certificate
2002-01-16
2003-08-19
Gutierrez, Diego (Department: 2859)
Incremental printing of symbolic information
Light or beam marking apparatus or processes
Scan of light
C347S251000
Reexamination Certificate
active
06608643
ABSTRACT:
BACKGROUND OF THE INVENTION
1. Field of Invention
This invention is generally related to an image forming apparatus which uses multi-beam raster output scanners (ROS) to form images on a medium.
2. Description of Related Art
Prealigned dual and quad laser diodes are very expensive. While prealigned dual laser diodes are desirable in xerographic based electronic printers and copiers, due to cost considerations, individual laser diodes are normally used. 
FIGS. 1 and 2
 illustrate top and side views, respectively, of a conventional rotating polygon-based optical system 
100
 and a known rotating polygon 
140
. It should be appreciated that the functions described below equally apply to most rotating polygon-based systems, independently of the number of light sources used.
As shown in 
FIGS. 1 and 2
, the ROS optical system 
100
 includes a pair of sagittally offset laser diodes 
102
 and 
103
 that emit laser beams 
121
 and 
123
, respectively. The laser beams 
121
 and 
123
 emitted by the laser diodes 
102
 and 
103
 are collimated by a collimator lens 
110
. A sagittal aperture stop 
120
 is placed in a position where the laser beams 
121
 and 
123
 cross the system optical axis 
500
, to control the aperture size, which in turn controls the spot size on the photoreceptor image plane 
182
. The input cylinder optical elements 
130
 and 
131
 focus the laser beams 
121
 and 
123
 on the surface of the current polygon facet 
144
 of the rotating polygon 
140
. After reflecting from the current polygon facet 
144
, the laser beams 
121
 and 
123
 pass through the F&thgr; lens 
150
. The F&thgr; lens 
150
, in general, has relatively low power in the tangential meridian. The F&thgr; lens 
150
 focuses the laser beams 
121
 and 
123
 in the tangential meridian to control the scan linearity in terms of uniform spot displacement per unit angle of polygon rotation. A sagittal aperture stop 
160
 is placed in a position where laser beams 
121
 and 
123
 again cross the system optical axis 
500
.
A motion compensating optical element (MCO) 
170
 then reimages the focused laser beams 
121
 and 
123
 from the current polygon facet 
144
 onto the photoreceptor image plane 
182
 at a predetermined position, independently of the polygon angle error or tilt of the current facet 
144
. Such compensation is possible because the focused laser beams 
121
 and 
123
 are stationary “objects” before the F&thgr; lens 
150
 and the motion compensating optical (MCO) element 
170
. Although, due to a polygon tilt or wobble, the laser beams 
121
 and 
123
 are reflected to different positions of the post polygon optics aperture for each different facet of the rotating polygon, the beams 
121
 and 
123
 are imaged to the same position on the photoreceptor image plane 
182
.
SUMMARY OF THE INVENTION
In rotating polygon, ROS-based xerographic copiers and printers, distortions occur from several sources of beam spacing errors. The sources of beam spacing errors in multi-beam rotating polygon based optical systems illustrated in 
FIG. 2
 are optical and/or mechanical in nature. Beam spacing errors fall into one of the following categories: residual errors in the nominal design, thermal effects, vibration, and fabrication and wear errors in the various optical and mechanical components in the system.
Nominal differential bow is a source of residual beam spacing error. Even if the components were perfectly fabricated and assembled, beam-to-beam differential bow error will be present because the optical design cannot completely eliminate image distortion, as illustrated in 
FIGS. 3 and 4
. Variations in ambient temperature produce changes in the refractive index, position, and thickness of optical components. These changes cause differences in scan line shape and position, as shown in 
FIGS. 5 and 6
. Mechanical vibrations result in changes in scan line position, which can lead to beam spacing error.
FIGS. 3-6
 illustrate the various types of errors which can be introduced by differential scan line bow. 
FIG. 3
 shows a barrel type bow distortion. Specifically, 
FIG. 3
 shows the center of curvatures of a pair of bowed scan lines 
185
 and 
187
 located on opposite sides of an ideal scan line 
189
 in such a fashion that the bowed scan lines create a barrel distortion. This occurs whether the bowed scan lines 
185
 and 
187
 have the same or different radius of curvature.
FIG. 4
 shows a pin cushion type bow distortion. Specifically, 
FIG. 4
 shows the center of curvature of the bowed scan lines 
185
 and 
187
 are also on the opposite side of the ideal scan line 
189
 (with the same or different radii). However, the arrangement of the bowed scan lines 
185
 and 
187
 relative to each other forms a pin cushion distortion. Again, this occurs whether the bowed scan lines 
185
 and 
187
 have the same or different radii of curvature.
FIG. 5
 shows the ideal scan line 
189
 as a dashed line. In 
FIG. 5
, first bowed scan line 
187
 has a first radius of curvature which is different from the radius of curvature of the second bowed scan line 
185
.
FIG. 6
 shows bowed scan line 
185
 superimposed over the bowed scan line 
187
. As shown in 
FIG. 6
, the bowed scan line 
185
 has a center of curvature which is on the opposite side of the ideal scan line 
189
 from the center of curvature of the bowed scan line 
187
. As can be seen from 
FIGS. 3-6
, the bow appears as a displacement of a scan line in the process direction as the line extends in the fast scan direction.
As shown in 
FIG. 7
, there are shown a plurality of dashed lines representing ideal raster scan line paths 
175
 across a photoreceptor. The scan line spots 
121
′ and 
123
′ and 
121
″ and 
123
″, are shown with respect to each other and with respect to the ideal scan line path 
175
. Ideally, the raster scan line spots 
121
′, 
123
′, 
121
″ and 
123
″ travel across the photoreceptor within the corresponding ideal scan line paths 
175
. However, due to the factors discussed above, the raster scan line spots 
121
′, 
121
″, 
123
′, and 
123
″ often, if not usually, do not travel within the ideal scan line paths 
175
.
As can be seen on the left side of 
FIG. 7
, the raster scan spots 
121
″ and 
123
″ are separated from each other by a distance Y and do not lie within ideal scan line paths 
175
. On the right side of 
FIG. 7
, the raster scan spots 
121
′ and 
123
′ overlap by a distance X. It should be appreciated that, due to bow and the like, as the raster scan spots 
121
′,
121
″,
123
′, and 
123
″ move across the photoreceptor, the distortions shown in 
FIGS. 3-6
 develop.
Fabrication variations in material parameters, component geometry, and assembly, manifested in misalignment, improper beam conditioning and defocusing, result in both uniform and non-uniform variation of the beam spacing across the image plane. Local variations in the photoreceptor and tilt errors among the various facets 
141
-
148
 of the polygon mirror 
140
, for example, produce variation in process direction beam position from scan to scan. Curvature error in the lenses can produce either a widening or narrowing of the distance between scanning beams. All of the optical elements of a multi-beam rotating polygon-based optical system 
100
 may therefore introduce a degree of beam-to-beam spacing error. The combination of errors creates an error unique to each machine, and is commonly referred to as the constant beam-to-beam spacing error.
It also should be appreciated, however, that the constant beam-to-beam spacing error is constant over a limited time period, such as that of several scans to that of hours, days or even longer. That is, the constant beam-to-beam spacing error slowly changes over time. The component parts of the multi-beam rotating polygon-based optical system 
100
 and the assembly tolerances of those parts tend to slowly deteriorate over time, thus imparting a variable quality to the otherwise constant beam-to-beam spacing error. Conseq
Costanza Daniel W.
German Kristine A.
Hubble, III Fred F.
Loce Robert P.
Lofthus Robert M.
Gutierrez Diego
Oliff & Berridg,e PLC
Verbitsky Gail
Xerox Corporation
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