Speckle reduction method and apparatus

Information

  • Patent Grant
  • 10514293
  • Patent Number
    10,514,293
  • Date Filed
    Monday, April 10, 2017
    7 years ago
  • Date Issued
    Tuesday, December 24, 2019
    5 years ago
Abstract
An apparatus adapted for confocal imaging of a non-flat specimen comprising a coherent light source for producing a light beam, imaging optics adapted to focus the light beam into at least one spot on a surface of a specimen, and a detector adapted to receive and detect light reflected from the specimen surface. The imaging optics comprise at least one optical component located so that the light reflected from the specimen surface passes therethrough on its way to the detector. The optical component is movable so as to move the at least one spot, within a range of movement, to a number of distinct locations in a plane perpendicular to the apparatus' optical axis, within the detector's integration time.
Description
FIELD OF THE INVENTION

This invention relates to the reduction of speckle noise in optical systems comprising imaging optics, in which a coherent light source is used.


BACKGROUND OF THE INVENTION

A common difficulty associated with the use of coherent light sources such as lasers in imaging optical systems is a phenomenon known as speckle. Speckle arises when coherent light scattered from a rough surface is detected by an intensity detector that has a finite aperture, such as an observer's eye or a detector. The image on the screen appears to be quantized into little areas with sizes equal to the detector resolution spot. The detected spot intensity varies randomly from darkest, if contributions of the scattering points inside the spot interfere destructively, to brightest if they interfere constructively. This spot-to-spot intensity fluctuation is referred to as speckle. The resultant speckled light signal on the detector appears as spatial and temporal noise in whatever sensor is used in the imaging system.


Speckle reduction is known to involve averaging a number of independent speckle configurations, i.e. obtained from different un-correlated and non-interfering reflecting beams. Since speckle depends on essentially three light parameters: angle, polarization, and wavelength of the illuminating laser beam, independent speckle configurations can be generated through the diversification of any of these three light parameters. To solve the problem of speckle, many attempts have been made, mostly based on angle diversification, obtained by means of diffusers and/or movable optical elements, or by means of polarization diversification.


In U.S. Pat. No. 4,155,630 to Ih, there is disclosed a process and apparatus for improving image creation in a coherent light imaging system which involves directing a diffused light onto a mirror having a rocking motion whereby angle diversification is obtained. The rocking motion causes the reflected rays to sweep a two-dimensional area and focus the reflected light through a diffuser before collimating the rays for use in image creation. Applying a combination of voltages to three independent piezo-electric crystals upon which the mirror is mounted produces the rocking motion of the mirror.


U.S. Pat. No. 6,081,381 to Shalapenok, et al., describes a method and apparatus for eliminating speckle in an optical system by angle diversification obtained by the use of a diffuser and by a rotating micro-lens array having a rotational speed related to the laser parameters. The micro-lens illumination comes off of a stationary diffuser and eventually provides a large area that is uniform and speckle free illumination.


U.S. Pat. No. 4,511,220 to Scully, discloses a laser target speckle eliminator for laser light reflected from a distant target whose roughness exceeds the wavelength of the laser light. The apparatus includes a half-plate wave member, a first polarizing beam splitter member, a totally reflecting right angle prism, and a second polarizing beam splitter member, all of which are in serial optical alignment. Used in combination, the components convert a linearly (i.e., vertically) polarized laser light beam having a known coherence length, into two coincident, orthogonally polarized beams that are not coherent with each other. The resultant beams have an optical path difference exceeding the known coherence length of the laser, thereby eliminating the speckle in that system.


In U.S. Pat. No. 6,577,394 to Zavislan, there is disclosed a scanning laser confocal microscopy system for reducing speckle from scatterers that exist outside (above and below) the section which is being imaged by utilizing orthogonally polarized sheared beams. The sheared beams are focused to spots that are laterally or vertically offset. The polarized beams have opposite senses of circular polarization.


SUMMARY OF THE INVENTION

In accordance with the present invention there is provided a method and apparatus for speckle reduction in an imaging system using coherent light, particularly useful for determining the surface profile of a non-flat object/specimen by confocal imaging. To perform such imaging, the apparatus typically comprises a confocal aperture and means for focusing an incident beam at a plurality of axial locations. In such imaging, also known as confocal microscopy, speckle is particularly problematic because the confocal imaging process requires focusing laser light on the specimen surface when the most speckle occurs.


Thus, the apparatus of the present invention comprises a coherent light source for producing a light beam, imaging optics adapted to focus the light beam into at least one spot on a surface of a specimen, and a detector having an integration time, adapted to receive and detect light reflected from the surface; the imaging optics comprising at least one optical component located so that the light reflected from the specimen surface passes therethrough on its way to the detector, the optical component being movable so as to move the at least one spot to a number of distinct locations in a plane perpendicular to the optical axis within the detector's integration time.


The method of present invention for the confocal imaging a non-flat specimen comprises:


providing an apparatus comprising a source of coherent light and a detector;


focusing the coherent light into at least one spot on a surface of the specimen by means of imaging optics comprising a movable optical component; directing light reflected by the surface toward the detector via the movable optical component;


detecting the light by the detector; and


moving the movable optical component so as to move the at one spot to a number of distinct locations within the integration time of the detector.


The movement of the optical component is such that a distance between two spot locations that are maximally remote from each other does not exceed the lateral resolution of the apparatus.


The lateral resolution of the apparatus is the minimum lateral distance between two adjacent points on the specimen for which the apparatus can distinguish a difference in height.


Due to the specific location of the movable optical component of the present invention which ensures that both the incident and reflected light passes therethrough, the detector does not feel the movement of the optical component, i.e. the detected image is static.


During the movement of the optical component as defined above, the spot is moved from one location to another. This results in obtaining a number of independent speckle configurations corresponding to the number of the distinct locations of the spot, which are averaged by the detector over its integration time.


The confocal imaging apparatus of the present invention preferably comprises a beam-splitter and the imaging optics include a collimating lens and an objective lens, where at least the objective lens is disposed between the beam-splitter and the specimen.


The movable optical component referred to above may be the objective lens itself or an additional element located between the beam splitter and the specimen. Such additional element may be a transparent wedge or a mirror. The movement of the optical component may be regular or irregular. One example of the regular movement of the optical component is one that causes the spot on the specimen surface to follow a circular path around the location of the center of the spot if the optical component were static. A circular movement of the objective lens may accomplish this circular path, i.e. the center of the lens moves in a circle about the optical axis.


The invention may be applied equally well to multi-spot confocal systems such as in a confocal scanning apparatus disclosed in the Applicant's publication WO 00/08415. There, the laser light beam is divided into a plurality of beams to obtain a plurality of spots on the specimen surface. In such apparatus, the movable optical element in accordance with the present invention, will move each of the spots in the manner described above.





BRIEF DESCRIPTION OF THE DRAWINGS

In order to understand the invention and to see how it may be carried out in practice, preferred embodiments will now be described, by way of non-limiting example only, with reference to the accompanying drawings, in which:



FIG. 1 is schematic view of a confocal scanning system as known in the art;



FIG. 2 is schematic view of a confocal scanning apparatus according to an embodiment of the present invention;



FIG. 3 is schematic view of a confocal scanning apparatus according to a different embodiment of the present invention;



FIG. 4 is schematic view of a confocal scanning according to a further embodiment of the present invention; and



FIG. 5 is schematic view of a confocal scanning according to still further embodiment of the present invention.





DETAILED DESCRIPTION OF THE INVENTION


FIG. 1 shows a typical apparatus for determining a 3-D profile, or topography, of the surface of an object/specimen, e.g. a tooth, at a desired lateral and axial resolution. The apparatus is a confocal imaging system comprising a laser 10, which constitutes a source of coherent light 12; a collimating lens 14 disposed in front of the laser for collimating the emitted light into a beam 16; a beam splitter 18 through which the collimated beam 16 passes; an optical imaging component in the form of an objective lens 20 for focusing the light beam into a beam 17 (hereinafter ‘incident light beam’), on a non-flat specimen 22 whose topography is to be determined. The above components are disposed along an optical axis A. The specimen 22 is shown in a perspective view to emphasize that it contains a depth (in Z-direction coinciding with the optical axis A) as well as a length and a width (in an X-Y plane perpendicular to the optical axis A). The incident light beam 17 that illuminates specimen 22 and forms thereon a spot 38, is reflected back through lens 20, producing a reflected beam 19 which passes through the lens 20 towards the beam splitter 18. The apparatus further comprises an image detector 30 having an integration time, and a focusing lens 26 and a confocal aperture or pinhole 28 disposed between this detector and the beam splitter, so that the beam 19 is reflected by the beam splitter 18 towards the detector 30 passes through the focusing lens 26 and the pin-hole 28.


When the specimen 22 is scanned axially (Z-axis), either by axial displacement of the specimen or by axial displacement of the objective lens 20, it will take positions at which the incident light beam 17 will or will not be focused on its surface. In the latter case, the reflected light 19 will be partially blocked by the pinhole 28 thus producing a low intensity signal at the detector 30. As the specimen 22 gets closer to an in-focus position, the amount of light passing through the pinhole 28 increases, yielding a maximum signal from the detector 30 at the best focus.


The intensity of the signal is thus related to the depth (i.e. along the Z-axis) of a scanned point. By imaging at a number of depths (Z-coordinates) an intensity profile can be obtained, which is known as an Optical Section Profile (OSP) 34. The peak of the OSP 34 yields the relative depth, or position, of the surface point on the specimen being scanned. Repeating the depth scanning process for every X and Y location on the specimen surface yields a full 3-D profile, or topography, of the specimen.


The phenomenon of speckle in the reflected light results in a noisy OSP 34, seen a wavy lines 36 in FIG. 1, impairing the accuracy of the depth coordinate determination. The nearer to focus the scanning spot 38 is on the specimen 22, the stronger the speckle contrast becomes, hence the noise recorded by the detector 30 is more significant at the peak of the OSP 34 where it is most unwanted.



FIG. 2 illustrates a first embodiment of the present invention, where in an apparatus similar to that shown in FIG. 1, the objective lens 20 has an associated movement mechanism 40 for producing movement of the lens, as indicated by arrows 42 and 44. A possible movement mechanism 42 may be piezo-electric actuator.


The movement of the objective lens 20 is in a periodic manner so that the same path made by a spot 48 on the specimen is repeated at a certain rate. In this path, the spot 48 is moved so as to visit distinct locations within an area 46 of the specimen 22. This path may have any shape, e.g. be circular, oval, square, rectangular, polygonal, non-regular, etc. Spot trace 47 in FIG. 2 is an example of the footprint of a circular path taken by the spot 48 produced by the movement of the objective lens 20. A circular movement of the objective lens 20 may accomplish this circular path, i.e. the center of the lens moves in a circle about the optical axis A.


The length of the path of the spot 48 is preferably as large as possible to provide a greater number of independent speckle configurations, corresponding to the number of locations, for maximum statistical sampling. However, the distance between the most remote spot locations during the spot's movement shall be smaller than the lateral resolution of the apparatus. The lens movement is synchronized to the integration time of the detector 30 such that the averaging of the independent speckle configurations may be performed over one full period of spot movement, or a portion of it.


The detector 30 averages out these independent speckle configurations, thereby yielding a relatively smooth OSP 49, as shown in FIG. 2. The averaged signals collected during the integration time may be recorded automatically by known means and will not be discussed further.


The activities described above should be repeated to produce a relatively smooth OSP 49 at each scanned point, to determine the specimen's roughness, or topography.



FIG. 3 illustrates an apparatus in accordance with another embodiment of the present invention, which is similar to the apparatus described above with reference to FIG. 2, with the difference being in that it includes a movable optical element in the form of a transparent wedge 50, made for example of glass, disposed between the beam splitter 18 and the objective lens 20, with the latter being static. The wedge 50 is rotatable to stir the incident beam 17 in an angle, thereby giving rise to a corresponding movement of the spot 38 on the specimen 22 being scanned, as discussed in connection to FIG. 2.


It should be understood that the wedge 50 is merely an example of a refracting optical element whose rotation can produce a suitable angle diversification of the incident beam 17. Clearly, such element may have any other appropriate shape.



FIG. 4 shows an apparatus according to a further embodiment of the present invention, which is similar to the apparatus described above with reference to FIG. 2, with the difference being in that it comprises a rotatable reflecting optical element in the form of a mirror 60 (preferably a dual axis mirror) located between the beam splitter 18 and the objective lens 20, with the latter being static.


The movement of the mirror 60 moves the collimated incident beam 17 in angle thereby giving rise to a corresponding movement of the laser spot on the specimen 22.


A fundamental virtue of the apparatus of the present invention is that, although there are moving optical components (e.g. the objective lens 20, the wedge 50 and the mirror 60) causing a spot to move accordingly on the specimen 22, there is no loss in the imaging (or confocal measurement) quality. The detector 30 does not observe the motion of the light spot on the specimen 22 since the reflected beam 19 passes back through the moving optical component (objective lens 20, wedge 50 and mirror 60). Thus, the spot on the detector remains a stationary diffraction limited spot.



FIG. 5 illustrates a further embodiment of the present invention wherein a multi-spot parallel confocal system is used, of the kind disclosed in Applicant's publication WO 00/08415. In this system, a grid or spot array 70 illuminates the specimen 22 (shown as a tooth in FIG. 5) and each spot 70n of the array axially scans the specimen to produce a relatively smooth OSP 49n of the corresponding X-Y area 46n on the specimen 22. In other words, each illuminating spot 70n in the array 70 undergoes a depth scan.


As seen in FIG. 5 a single laser beam 72 is collimated and passes into a micro-lens array 74 comprising a plurality of micro-lenses 74n. The array 74 generates spots at the focal points of the micro-lenses 74, one spot per micro-lens, correspondingly producing the desired spot array 70. The spot array 70 is directed onto the specimen 22, via a beam splitter 75 using magnifying optics including a source objective lens 76 and a specimen objective lens 78. The reflected light is directed, via the same lenses 76 and 78 and the beam splitter 75, toward a detector 82 having an array of n detector elements and having n pinholes 80 corresponding to the micro-lenses 74n of the micro-lens array 74.


A relatively smooth OSP 49n is generated from each detector element of the detector array 82, and thus the Z-coordinate is determined, at each corresponding X-Y area 46n. Again, the confocal scanning is obtained by moving the specimen objective lens 78 along the Z-axis over the desired depth of scan.


Any of the speckle reduction embodiments described hereinabove with reference to FIGS. 2 to 4, may be applied to the multi-spot confocal apparatus.


It can be appreciated that the above-described speckle reduction apparatus and method can be realized in a variety of embodiments and that those described hereinabove are merely examples. For example, other optical components may be suitable for moving an incident beam on a specimen in order to reduce speckle. Further, the above mentioned components may be used in combination with each other—or with other optical components.

Claims
  • 1. An apparatus for confocal imaging of a non-flat specimen, the apparatus having an optical axis and being couplable to a light source for producing a light beam comprising coherent light, the apparatus comprising: an imaging optics system adapted to focus the light beam into at least one spot on the non-flat specimen; anda detector having an integration time and adapted to detect light reflected from the non-flat specimen,the imaging optics system comprising an optical component, the optical component being movable so as to effect a periodic movement of the at least one spot to a plurality of locations on the non-flat specimen along a path, the periodic movement of the at least one spot along the path synchronized to the integration time of the detector, wherein the detector is adapted to average light reflected from the plurality of locations, and wherein the optical component is arranged along the optical axis between the light source and the non-flat specimen.
  • 2. The apparatus according to claim 1, wherein the optical component comprises an objective lens.
  • 3. The apparatus according to claim 2, wherein the objective lens is adapted to move circularly about the optical axis.
  • 4. The apparatus according to claim 1, wherein the optical component comprises a reflecting optical element.
  • 5. The apparatus according to claim 4, wherein the reflecting optical element is designed to move on dual axes.
  • 6. The apparatus according to claim 1, wherein the optical component comprises a non-imaging optical element.
  • 7. The apparatus according to claim 6, wherein the optical component comprises a wedge-shaped transparent component.
  • 8. The apparatus according to claim 7, wherein the wedge-shaped transparent component comprises glass.
  • 9. The apparatus according to claim 7, wherein the wedge-shaped transparent component is rotatable about the optical axis of the apparatus.
  • 10. The apparatus according to claim 1, wherein the optical component is designed to produce a circular spot pattern on the non-flat specimen.
  • 11. The apparatus according to claim 1, wherein the light beam comprises an array of light beams.
  • 12. The apparatus according to claim 1, wherein the apparatus further comprises a beam-splitter.
  • 13. The apparatus according to claim 1, wherein the apparatus comprises the light source for producing the light beam comprising the coherent light.
  • 14. The apparatus according to claim 1, wherein the imaging optics system is configured to focus the light beam on a surface of the non-flat specimen as the at least one spot is moved to the plurality of distinct locations on the non-flat specimen along the predetermined path in a plane perpendicular to the optical axis within the integration time of the detector.
  • 15. The apparatus according to claim 1, wherein said apparatus is adapted for axially scanning a surface of the non-flat specimen and for obtaining a depth measurement of the surface in a direction substantially parallel to the optical axis.
  • 16. A method for confocal imaging of a non-flat surface of a specimen, the method comprising: using an imaging optics system to focus coherent light from a light source at a number of depths along an optical axis and forming at least one spot within an area on the non-flat surface of the specimen, the imaging optics system comprising a movable optical component, wherein the coherent light from the light source passes through the movable optical component to reach the non-flat specimen, at each depth by: directing light reflected from the non-flat surface of the specimen through the movable optical component and toward a detector;detecting the reflected light using the detector so as to generate a signal; andmoving the movable optical component so as to effect a periodic movement of the at least one spot to a plurality of locations on the non-flat specimen along a path within the area on the non-flat surface of the specimen, the periodic movement of the at least one spot along the path synchronized to an integration time of the detector, wherein the detector is adapted to average light reflected from the plurality of locations; andaveraging intensities at each depth to determine an optical section profile, the optical section profile being average intensities of the at least one spot as a function of depth along the optical axis, wherein a peak average intensity of the optical section profile is the position of the area on the non-flat surface of the specimen.
  • 17. The method according to claim 16, wherein the movable optical component moves on dual axes.
  • 18. The method according to claim 16, wherein the movable optical component rotates about the optical axis of the imaging optics system.
  • 19. The method according to claim 16, wherein the movable optical component produces a circular spot pattern on the non-flat specimen.
  • 20. The method according to claim 16, wherein moving the movable optical component so as to effect the periodic movement of the at least one spot includes moving the at least one spot in a plane perpendicular to the optical axis within the integration time of the detector.
CROSS REFERENCE

This application is a continuation of U.S. patent application Ser. No. 13/905,038, filed May 29, 2013, now U.S. Pat. No. 9,651,419, issued May 16, 2017, which is a continuation of U.S. patent application Ser. No. 12/908,567, filed on Oct. 20, 2010, now U.S. Pat. No. 8,476,581, issued Jul. 2, 2013, which is a continuation of U.S. patent application Ser. No. 11/715,952, filed on Mar. 9, 2007, now U.S. Pat. No. 7,838,816, issued Nov. 23, 2010, which is a continuation of U.S. patent application Ser. No. 11/320,632, filed on Dec. 30, 2005, now U.S. Pat. No. 7,214,946, issued May 8, 2007, which is a continuation of U.S. patent application Ser. No. 10/633,304, filed on Aug. 4, 2003, now U.S. Pat. No. 7,030,383, issued Apr. 18, 2006, the contents of each of which are hereby incorporated by reference in their entireties.

US Referenced Citations (184)
Number Name Date Kind
2467432 Kesling Apr 1949 A
3407500 Kesling Oct 1968 A
3600808 James Aug 1971 A
3660900 Lawrence May 1972 A
3683502 Melvin Aug 1972 A
3738005 Cohen et al. Jun 1973 A
3860803 Levine Jan 1975 A
3916526 Schudy Nov 1975 A
3922786 Lavin Dec 1975 A
3950851 Bergersen Apr 1976 A
3983628 Acevedo Oct 1976 A
4014096 Dellinger Mar 1977 A
4155630 Ih May 1979 A
4195046 Kesling Mar 1980 A
4253828 Coles et al. Mar 1981 A
4256363 Briones Mar 1981 A
4324546 Heitlinger et al. Apr 1982 A
4324547 Arcan et al. Apr 1982 A
4348178 Kurz Sep 1982 A
4363961 Okada et al. Dec 1982 A
4478580 Barrut Oct 1984 A
4500294 Lewis Feb 1985 A
4504225 Yoshii Mar 1985 A
4505673 Yoshii Mar 1985 A
4511220 Scully Apr 1985 A
4526540 Dellinger Jul 1985 A
4575330 Hull Mar 1986 A
4575805 Moermann et al. Mar 1986 A
4591341 Andrews May 1986 A
4609349 Cain Sep 1986 A
4611288 Duret et al. Sep 1986 A
4656860 Orthuber et al. Apr 1987 A
4663720 Duret et al. May 1987 A
4664626 Kesling May 1987 A
4676747 Kesling Jun 1987 A
4742464 Duret et al. May 1988 A
4755139 Abbatte et al. Jul 1988 A
4763791 Halverson et al. Aug 1988 A
4793803 Martz Dec 1988 A
4798534 Breads Jan 1989 A
4836778 Baumrind et al. Jun 1989 A
4837732 Brandestini et al. Jun 1989 A
4850864 Diamond Jul 1989 A
4850865 Napolitano Jul 1989 A
4856991 Breads et al. Aug 1989 A
4877398 Kesling Oct 1989 A
4880380 Martz Nov 1989 A
4889238 Batchelor Dec 1989 A
4890608 Steer Jan 1990 A
4935635 O'Harra Jun 1990 A
4936862 Walker et al. Jun 1990 A
4937928 Van Der Zel Jul 1990 A
4941826 Loran et al. Jul 1990 A
4964770 Steinbichler et al. Oct 1990 A
4975052 Spencer et al. Dec 1990 A
4983334 Adell Jan 1991 A
5011405 Lemchen Apr 1991 A
5017133 Miura May 1991 A
5024529 Svetkoff et al. Jun 1991 A
5027281 Rekow et al. Jun 1991 A
5035613 Breads et al. Jul 1991 A
5045679 Suzuki et al. Sep 1991 A
5046795 Morimoto et al. Sep 1991 A
5055039 Abbatte et al. Oct 1991 A
5059118 Breads et al. Oct 1991 A
5100316 Wildman Mar 1992 A
5121333 Riley et al. Jun 1992 A
5125832 Kesling Jun 1992 A
5128870 Erdman et al. Jul 1992 A
5130064 Smalley et al. Jul 1992 A
5131843 Hilgers et al. Jul 1992 A
5131844 Marinaccio et al. Jul 1992 A
5139419 Andreiko et al. Aug 1992 A
5145364 Martz et al. Sep 1992 A
5176517 Truax Jan 1993 A
5184306 Erdman et al. Feb 1993 A
5186623 Breads et al. Feb 1993 A
5257203 Riley et al. Oct 1993 A
5273429 Rekow et al. Dec 1993 A
5278756 Lemchen et al. Jan 1994 A
5328362 Watson et al. Jul 1994 A
5338198 Wu et al. Aug 1994 A
5340309 Robertson Aug 1994 A
5342202 Deshayes Aug 1994 A
5368478 Andreiko et al. Nov 1994 A
5382164 Stern Jan 1995 A
5395238 Andreiko et al. Mar 1995 A
5431562 Andreiko et al. Jul 1995 A
5440326 Quinn Aug 1995 A
5440496 Andersson et al. Aug 1995 A
5447432 Andreiko et al. Sep 1995 A
5452219 Dehoff et al. Sep 1995 A
5454717 Andreiko et al. Oct 1995 A
5456600 Andreiko et al. Oct 1995 A
5474448 Andreiko et al. Dec 1995 A
RE35169 Lemchen et al. Mar 1996 E
5518397 Andreiko et al. May 1996 A
5528735 Strasnick et al. Jun 1996 A
5533895 Andreiko et al. Jul 1996 A
5542842 Andreiko et al. Aug 1996 A
5549476 Stern Aug 1996 A
5562448 Mushabac Oct 1996 A
5587912 Andersson et al. Dec 1996 A
5605459 Kuroda et al. Feb 1997 A
5607305 Andersson et al. Mar 1997 A
5614075 Andre, Sr. Mar 1997 A
5621648 Crump Apr 1997 A
5645420 Bergersen Jul 1997 A
5645421 Slootsky Jul 1997 A
5655653 Chester Aug 1997 A
5683243 Andreiko et al. Nov 1997 A
5692894 Schwartz et al. Dec 1997 A
5725376 Poirier Mar 1998 A
5725378 Wang Mar 1998 A
5733126 Andersson et al. Mar 1998 A
5740267 Echerer et al. Apr 1998 A
5742700 Yoon et al. Apr 1998 A
5799100 Clarke et al. Aug 1998 A
5800174 Andersson Sep 1998 A
5813987 Modell et al. Sep 1998 A
5823778 Schmitt et al. Oct 1998 A
5848115 Little et al. Dec 1998 A
5857853 Van Nifterick et al. Jan 1999 A
5866058 Batchelder et al. Feb 1999 A
5879158 Doyle et al. Mar 1999 A
5880961 Crump Mar 1999 A
5880962 Andersson et al. Mar 1999 A
5934288 Avila et al. Aug 1999 A
5957686 Anthony Sep 1999 A
5964587 Sato Oct 1999 A
5971754 Sondhi et al. Oct 1999 A
5975893 Chishti et al. Nov 1999 A
6015289 Andreiko et al. Jan 2000 A
6044309 Honda Mar 2000 A
6049743 Baba Apr 2000 A
6062861 Andersson May 2000 A
6068482 Snow May 2000 A
6081381 Shalapenok et al. Jun 2000 A
6099314 Kopelman et al. Aug 2000 A
6123544 Cleary Sep 2000 A
6134009 Zavislan Oct 2000 A
6152731 Jordan et al. Nov 2000 A
6183248 Chishti et al. Feb 2001 B1
6190165 Andreiko et al. Feb 2001 B1
6217325 Chishti et al. Apr 2001 B1
6217334 Hultgren Apr 2001 B1
6244861 Andreiko et al. Jun 2001 B1
6288382 Ishihara Sep 2001 B1
6309215 Phan et al. Oct 2001 B1
6315553 Sachdeva et al. Nov 2001 B1
6322359 Jordan et al. Nov 2001 B1
6350120 Sachdeva et al. Feb 2002 B1
6382975 Poirier May 2002 B1
6398548 Muhammad et al. Jun 2002 B1
6402707 Ernst Jun 2002 B1
6449042 Hamann Sep 2002 B1
6482298 Bhatnagar Nov 2002 B1
6524101 Phan et al. Feb 2003 B1
6545264 Stern Apr 2003 B1
6554611 Chishti et al. Apr 2003 B2
6572372 Phan et al. Jun 2003 B1
6577394 Zavislan Jun 2003 B1
6629840 Chishti et al. Oct 2003 B2
6657216 Poris Dec 2003 B1
6705863 Phan et al. Mar 2004 B2
6722880 Chishti et al. Apr 2004 B2
6750974 Svetkoff et al. Jun 2004 B2
7030383 Babayoff et al. Apr 2006 B2
7838816 Babayoff et al. Nov 2010 B2
8476581 Babayoff et al. Jul 2013 B2
9651419 Babayoff May 2017 B2
20010055462 Seibel Dec 2001 A1
20020006597 Andreiko et al. Jan 2002 A1
20020122246 Tearney et al. Sep 2002 A1
20020192833 Pan et al. Dec 2002 A1
20030001072 Dorsel et al. Jan 2003 A1
20030009252 Pavlovskaia et al. Jan 2003 A1
20030139834 Nikolskiy et al. Jul 2003 A1
20030202095 Schultz Oct 2003 A1
20030224311 Cronauer Dec 2003 A1
20040021871 Psaltis et al. Feb 2004 A1
20040128010 Pavlovskaia et al. Jul 2004 A1
20050036667 So et al. Feb 2005 A1
20050055118 Nikolskiy et al. Mar 2005 A1
Foreign Referenced Citations (29)
Number Date Country
3031677 May 1979 AU
517102 Jul 1981 AU
5598894 Jun 1994 AU
1121955 Apr 1982 CA
2749802 May 1978 DE
69327661 Jul 2000 DE
0091876 Oct 1983 EP
0299490 Jan 1989 EP
0376873 Jul 1990 EP
0490848 Jun 1992 EP
0541500 May 1993 EP
0667753 Jan 2000 EP
0774933 Dec 2000 EP
0731673 May 2001 EP
463897 Jan 1980 ES
2369828 Jun 1978 FR
2652256 Mar 1991 FR
15500777 Aug 1979 GB
S5358191 May 1978 JP
H0428359 Jan 1992 JP
08508174 Sep 1996 JP
100239036 Sep 1998 JP
WO-9008512 Aug 1990 WO
WO-9104713 Apr 1991 WO
WO-9410935 May 1994 WO
WO-9832394 Jul 1998 WO
WO-9844865 Oct 1998 WO
WO-9858596 Dec 1998 WO
WO-0008415 Feb 2000 WO
Non-Patent Literature Citations (156)
Entry
AADR. American Association for Dental Research, Summary of Activities, Mar. 20-23,1980, Los Angeles, CA, p. 195.
Alcaniz, et aL, “An Advanced System for the Simulation and Planning of Orthodontic Treatments,” Karl Heinz Hohne and Ron Kikinis (eds.), Visualization in Biomedical Computing, 4th Intl. Conf., VBC '96, Hamburg, Germany, Sep. 22-25, 1996, Springer-Verlag, pp. 511-520.
Alexander et al., “The DigiGraph Work Station Part 2 Clinical Management,” JCO, pp. 402-407 (Jul. 1990).
Altschuler, “3D Mapping of Maxillo-Facial Prosthesis,” AADR Abstract #607, 2 pages total, (1980).
Altschuler et al., “Analysis of 3-D Data for Comparative 3-D Serial Growth Pattern Studies of Oral-Facial Structures, ” AADR Abstracts, Program and Abstracts of Papers, 57th General Session, IADR HP Annual Session, Mar. 29, 1979-Apr. 1, 1979, New Orleans Marriot, Journal of Dental Research, vol. 58, Jan. 1979, Special Issue A, p. 221.
Altschuler et al., “Laser Electro-Optic System for Rapid Three-Dimensional (3D) Topographic Mapping of Surfaces,” Optical Engineering, 20(6):953-961 (1981).
Altschuler et al., “Measuring Surfaces Space-Coded by a Laser-Projected Dot Matrix,” SPIE Imaging Applications for Automated Industrial Inspection and Assembly, vol. 182, p. 187-191 (1979).
Andersson et al., “Clinical Results with Titanium Crowns Fabricated with Machine Duplication and Spark Erosion,” Acta. Odontol. Scand., 47:279-286 (1989).
Andrews, The Six Keys to Optimal Occlusion Straight Wire, Chapter 3, pp. 13-24 (1989).
Bartels, et al., An Introduction to Splines for Use in Computer Graphics and Geometric Modeling, Morgan Kaufmann Publishers, pp. 422-425 (1987).
Baumrind, “A System for Craniofacial Mapping Through the Integration of Data from Stereo X-Ray Films and Stereo Photographs,” an invited paper submitted to the 1975 American Society of Photogram Symposium on Close-Range Photogram Systems, University of III., Aug. 26-30, 1975, pp. 142-166.
Baumrind et al., “A Stereophotogrammetric System for the Detection of Prosthesis Loosening in Total Hip Arthroplasty,” NATO Symposium on Applications of Human Biostereometrics, Jul. 9-13, 1978, SPIE, vol. 166, pp. 112-123.
Baumrind et al., “Mapping the Skull in 3-D,” reprinted from J. Calif. Dent. Assoc., 48(2), 11 pages total, (1972 Fall Issue).
Baumrind, “Integrated Three-Dimensional Craniofacial Mapping: Background, Principles, and Perspectives,” Semin. in Orthod., 7(4):223-232 (Dec. 2001).
Begole et al., “A Computer System for the Analysis of Dental Casts,” The Angle Orthod., 51(3):253-259 (Jul. 1981).
Bernard et al.,“Computerized Diagnosis in Orthodontics for Epidemiological Studies: A Progress Report,” Abstract, J. Dental Res. Special Issue, vol. 67, p. 169, paper presented at International Association for Dental Research 66th General Session, Mar. 9-13, 1988, Montreal, Canada.
Bhatia et al., “A Computer-Aided Design for Orthognathic Surgery,” Br. J. Oral Maxillofac. Surg., 22:237-253 (1984).
Biggerstaff, “Computerized Diagnostic Setups and Simulations,” Angle Orthod., 40(1):28-36 (Jan. 1970).
Biggerstaff et al., “Computerized Analysis of Occlusion in the Postcanine Dentition,” Am. J. Orthod., 61(3): 245-254 (Mar. 1972).
Biostar Opeation & Training Manual. Great Lakes Orthodontics, Ltd. 199 Fire Tower Drive, Tonawanda, New York. 14150-5890, 20 pages total (1990).
Blu, et al., “Linear interpolation revitalized”, IEEE Trans. Image Proc., 13(5):710-719 (May 2004.
Bourke, “Coordinate System Transformation,” (Jun. 1996), p. 1, retrieved from the Internet Nov. 5, 2004, URL< http://astronomy.swin.edu.au/—pbourke/prolection/coords>.
Boyd et al., “Three Dimensional Diagnosis and Orthodontic Treatment of Complex Malocclusions With the Invisalipn Appliance,” Semin. Orthod., 7(4):274-293 (Dec. 2001).
Brandestini et al., “Computer Machined Ceramic Inlays: In Vitro Marginal Adaptation,” J. Dent. Res. Special Issue, Abstract 305, vol. 64, p. 208 (1985).
Brook et al., “An Image Analysis System for the Determination of Tooth Dimensions from Study Casts: Comparison with Manual Measurements of Mesio-distal Diameter,” J. Dent. Res., 65(3):428-431 (Mar. 1986).
Burstone et al., Precision Adjustment of the Transpalatal Lingual Arch: Computer Arch Form IN Predetermination, Am, Journal of Orthodontics, vol. 79, No. 2 (Feb. 1981), pp. 115-133.
Burstone (interview), “Dr. Charles J. Burstone on the Uses of the Computer in Orthodontic Practice (Part 1),” J. Clin. Orthod., 13(7):442-453 (Jul. 1979).
Burstone (interview), “Dr. Charles J. Burstone on the Uses of the Computer in Orthodontic Practice (Part 2),” J. Clin. Orthod., 13(8):539-551 (Aug. 1979).
Cardinal Industrial Finishes, Powder Coatings information posted at<http://www.cardinalpaint.com> on Aug. 25, 2000, 2 pages.
Carnaghan, “An Alternative to Holograms for the Portrayal of Human Teeth,” 4th Int'l. Conf. on Holographic Systems, Components and Applications, Sep. 15, 1993, pp. 228-231.
Chaconas et al., “The DigiGraph Work Station, Part 1, Basic Concepts,” JCO, pp. 360-367 (Jun. 1990).
Chafetz et al., “Subsidence of the Femoral Prosthesis, A Stereophotogrammetric Evaluation,” Clin. Orthop. Relat. Res., No. 201, pp. 60-67 (Dec. 1985).
Chiappone, (1980). Constructing the Gnathologic Setup and Positioner, J. Clin. Orthod, vol. 14, pp. 121-133.
Cottingham, (1969). Gnathologic Clear Plastic Positioner, Am. J. Orthod, vol. 55, pp. 23-31.
Crawford, “CAD/CAM in the Dental Office: Does It Work?”, Canadian Dental Journal, vol. 57, No. 2, pp. 121-123 (Feb. 1991).
Crawford, “Computers in Dentistry: Part 1 CAD/CAM: The Computer Moves Chairside,” Part 2 F. Duret—A Man with a Vision, Part 3 The Computer Gives New Vision—Literally, “Part 4 Bytes 'N Bites—The Computer Moves from the Front Desk to the Operatory,” Canadian Dental Journal, vol. 54 (9), pp. 661-666 (1988).
Crooks, “CAD/CAM Comes to USC,” USC Dentistry, pp. 14-17 (Spring 1990).
Cureton, Correcting Malaligned Mandibular Incisors with Removable Retainers, J. Clin. Orthod, vol. 30, No. 7 (1996) pp. 390-395.
Curry et al., “Integrated Three-Dimensional Craniofacial Mapping at the Craniofacial Research Instrumentation Laboratory/University of the Pacific,” Semin. Orthod., 7(4):258-265 (Dec. 2001).
Cutting et a/., “Three-Dimensional Computer-Assisted Design of Craniofacial Surgical Procedures: Optimization and Interaction with Cephalometric and CT-Based Models,” Plast. 77(6):877-885 (Jun. 1986).
DCS Dental AG, “The CAD/CAM ‘DCS Titan System’ for Production of Crowns/Bridges,” DSC Production AG, pp. 1-7 (Jan. 1992.
Definition for gingiva. Dictionary.com p. 1-3. Retrieved from the internet Nov. 5, 2004< http://reference.com/search/search?q=gingiva>.
Defranco et al., “Three-Dimensional Large Displacement Analysis of Orthodontic Appliances,” J. Biomechanics, 9:793-801 (1976).
Dental Institute University of Zurich Switzerland, Program for International Symposium JD on Computer Restorations: State of the Art of the CEREC-Method, May 1991, 2 pages total.
Dentrac Corporation, Dentrac document, pp. 4-13 (1992).
DENT-X posted on Sep. 24, 1998 at< http://www.dent-x.com/DentSim.htm>, 6 pages.
Doyle, “Digital Dentistry,” Computer Graphics World, pp. 50-52, 54 (Oct. 2000).
DuraClearTM product information, Allesee Orthodontic Appliances-Pro Lab, 1 page (1997).
Duret et al., “CAD/CAM Imaging in Dentistry,” Curr. Opin. Dent., 1:150-154 (1991).
Duret et al, “CAD-CAM in Dentistry,” J. Am. Dent. Assoc. 117:715-720 (Nov. 1988).
Duret, “The Dental CAD/CAM, General Description of the Project,” Hennson International Product Brochure, 18 pages total, Jan. 1986.
Duret,“Vers Une Prosthese Informatisee,” (English translation attached), Tonus, vol. 75, pp. 55-57 (Nov. 15, 1985).
Economides, “The Microcomputer in the Orthodontic Office,” JCO, pp. 767-772 (Nov. 1979).
Elsasser, Some Observations on the History and Uses of the Kesling Positioner, Am. J. Orthod. (1950) 36:368-374.
English translation of Japanese Laid-Open Publication No. 63-11148 to inventor T. Ozukuri (Laid-Open on Jan. 18, 1998) pp. 1-7.
Felton et al., “A Computerized Analysis of the Shape and Stability of Mandibular Arch Form,” Am. J. Orthod. Dentofacial Orthop., 92(6):478-483 (Dec. 1987).
Friede et al., “Accuracy of Cephalometric Prediction in Orthognathic Surgery,” Abstract of Papers, J. Dent. Res., 70:754-760 (1987).
Futterling et a/., “Automated Finite Element Modeling of a Human Mandible with Dental Implants,” JS WSCG '98—Conference Program, retrieved from the Internet< http://wscg.zcu.cz/wscg98/papers98/Strasser 98.pdf>, 8 pages.
Gao et al., “3-D element Generation for Multi-Connected Complex Dental and Mandibular Structure,” Proc. Intl Workshop on Medical Imaging and Augmented Reality, pp. 267-271 (Jun. 12, 2001).
Gim-Alldent Deutschland, “Das DUX System: Die Technik,” 2 pages total (2002).
Gottleib et al., “JCO Interviews Dr. James A. McNamura, Jr., on the Frankel Appliance: Part 2: Clinical 1-1 Management, ”J. Clin. Orthod., 16(6):390-407 (Jun. 1982).
Grayson, “New Methods for Three Dimensional Analysis of Craniofacial Deformity, Symposium: JW Computerized Facial Imaging in Oral and Maxiiofacial Surgery,” AAOMS, 3 pages total, (Sep. 13, 1990).
Guess et al., “Computer Treatment Estimates in Orthodontics and Orthognathic Surgery,” JCO, pp. 262-28 (Apr. 1989).
Heaven et a/., “Computer-Based Image Analysis of Artificial Root Surface Caries,” Abstracts of Papers, J. Dent. Res., 70:528 (Apr. 17-21, 1991).
Highbeam Research, “Simulating Stress Put on Jaw,” Tooling & Production [online], Nov. 1996, n pp. 1-2, retrieved from the Internet on Nov. 5, 2004, URL http://static.highbeam.com/t/toolingampproduction/november011996/simulatingstressputonfa . . . >.
Hikage, “Integrated Orthodontic Management System for Virtual Three-Dimensional Computer Graphic Simulation and Optical Video Image Database for Diagnosis and Treatment Planning”, Journal of Japan KA Orthodontic Society, Feb. 1987, English translation, pp. 1-38, Japanese version, 46(2), pp. 248-269 (60 pages total).
Hoffmann, et al., “Role of Cephalometry for Planning of Jaw Orthopedics and Jaw Surgery Procedures,” (Article Summary in English, article in German), Informatbnen, pp. 375-396 (Mar. 1991).
Hojjatie et al., “Three-Dimensional Finite Element Analysis of Glass-Ceramic Dental Crowns,” J. Biomech., 23(11):1157-1166 (1990).
Huckins, “CAD-CAM Generated Mandibular Model Prototype from MRI Data,” AAOMS, p. 96 (1999).
Important Tip About Wearing the Red White & Blue Active Clear Retainer System, Allesee Orthodontic Appliances-Pro Lab, 1 page 1998).
JCO Interviews, Craig Andreiko , DDS, MS on the Elan and Orthos Systems, JCO, pp. 459-468 (Aug. 1994).
JCO Interviews, Dr. Homer W. Phillips on Computers in Orthodontic Practice, Part 2, JCO. 1997; 1983:819-831.
Jerrold, “The Problem, Electronic Data Transmission and the Law,” AJO-DO, pp. 478-479 (Apr. 1988).
Jones et al., “An Assessment of the Fit of a Parabolic Curve to Pre- and Post-Treatment Dental Arches,” Br. J. Orthod., 16:85-93 (1989).
JP Faber et al., “Computerized Interactive Orthodontic Treatment Planning,” Am. J. Orthod., 73(1):36-46 (Jan. 1978).
Kamada et.al., Case Reports on Tooth Positioners Using LTV Vinyl Silicone Rubber, J. Nihon University School of Dentistry (1984) 26(1): 11-29.
Kamada et.al., Construction of Tooth Positioners with LTV Vinyl Silicone Rubber and Some Case KJ Reports, J. Nihon University School of Dentistry (1982) 24(1):1-27.
Kanazawa et al., “Three-Dimensional Measurements of the Occlusal Surfaces of Upper Molars in a Dutch Population,” J. Dent Res., 63(11):1298-1301 (Nov. 1984).
Kesling, Coordinating the Predetermined Pattern and Tooth Positioner with Conventional Treatment, KN Am. J. Orthod. Oral Surg. (1946) 32:285-293.
Kesling et al., The Philosophy of the Tooth Positioning Appliance, American Journal of Orthodontics and Oral surgery. 1945; 31:297-304.
Kleeman et al., The Speed Positioner, J. Clin. Orthod. (1996) 30:673-680.
Kochanek, “Interpolating Splines with Local Tension, Continuity and Bias Control,” Computer Graphics, ri 18(3):33-41 (Jul. 1984). KM Oral Surgery (1945) 31 :297-30.
Kunii et al., “Articulation Simulation for an Intelligent Dental Care System,” Displays 15:181-188 (1994).
Kuroda et al., Three-Dimensional Dental Cast Analyzing System Using Laser Scanning, Am. J. Orthod. Dentofac. Orthop. (1996) 110:365-369.
Laurendeau, et al., “A Computer-Vision Technique for the Acquisition and Processing of 3-D Profiles of 7 KR Dental Imprints: An Application in Orthodontics,” IEEE Transactions on Medical Imaging, 10(3):453-461 (Sep. 1991.
Leinfelder, et al., “A New Method for Generating Ceramic Restorations: a CAD-CAM System,” J. Am. 1-1 Dent. Assoc., 118(6):703-707 (Jun. 1989).
Manetti, et al., “Computer-Aided Cefalometry and New Mechanics in Orthodontics,” (Article Summary in English, article in German), Fortschr Kieferorthop. 44, 370-376 (Nr. 5), 1983.
McCann, “Inside the ADA,” J. Amer. Dent. Assoc., 118:286-294 (Mar. 1989).
McNamara et al., “Invisible Retainers,” J. Cfin. Orthod., pp. 570-578 (Aug. 1985).
McNamara et al., Orthodontic and Orthopedic Treatment in the Mixed Dentition, Needham Press, pp. 347-353 (Jan. 1993).
Moermann et al., “Computer Machined Adhesive Porcelain Inlays: Margin Adaptation after Fatigue Stress,” IADR Abstract 339, J. Dent. Res., 66(a):763 (1987).
Moles, “Correcting Mild Malalignments—As Easy as One, Two, Three,” AOA/Pro Corner, vol. 11, No. 1, 2 pages (2002).
Mormann et al., “Marginale Adaptation von adhasuven Porzellaninlays in vitro,” Separatdruck aus: Schweiz. Mschr. Zahnmed. 95: 1118-1129, 1985.
Nahoum, “The Vacuum Formed Dental Contour Appliance,” N. Y. State Dent. J., 30(9):385-390 (Nov. 1964).
Nash, “CEREC CAD/CAM Inlays: Aesthetics and Durability in a Single Appointment,” Dent. Today, 9(8):20, 22-23 (Oct. 1990).
Nishiyama et al., “A New Construction of Tooth Repositioner by LTV Vinyl Silicone Rubber,” J. Nihon Univ. Sch. Dent., 19(2):93-102 (1977).
Paul et al., “Digital Documentation of Individual Human Jaw and Tooth Forms for Applications in Orthodontics, Oral Surgery and Forensic Medicine” Proc. of the 24th Annual Conf. of the IEEE Industrial Electronics Society (IECON '98), Sep. 4, 1998, pp. 2415-2418.
Pinkham, “Foolish Concept Propels Technology,” Dentist, 3 pages total, Jan./Feb. 1989.
Pinkham, “Inventors CAD/CAM May Transform Dentistry,” Dentist, 3 pages total, Sep. 1990.
Ponitz, “Invisible Retainers,” Am. J. Orthod., 59(3):266-272 (Mar. 1971).
PROCERA Research Projects, “PROCERA Research Projects 1993—Abstract Collection,” pp. 3-7; 28 (1993).
Proffit et al., Contemporary Orthodontics, (Second Ed.), Chapter 15, Mosby Inc., pp. 470-533 (Oct. 1993.
Raintree Essix & ARS Materials, Inc., Raintree Essix, Technical Magazine Table of contents and Essix Appliances,< http:// www.essix.com/magazine/defaulthtml> Aug. 13, 1997.
Redmond et al., “Clinical Implications of Digital Orthodontics,” Am. J. Orthod. Dentofacial Orthop., 117(2):240-242 (2000).
Rekow, “A Review of the Developments in Dental CAD/CAM Systems,” (contains references to Japanese efforts and content of the papers of particular interest to the clinician are indicated with a one line summary of their content in the bibliography), Curr. Opin. Dent., 2:25-33 (Jun. 1992).
Rekow, “CAD/CAM in Dentistry: A Historical Perspective and View of the Future,” J. Can. Dent. Assoc., 58(4):283, 287-288 (Apr. 1992).
Rekow, “Computer-Aided Design and Manufacturing in Dentistry: A Review of the State of the Art,” J. Prosthet. Dent., 58(4):512-516 (Oct. 1987).
Rekow, “Dental CAD-CAM Systems: What is the State of the Art?”, J. Amer. Dent. Assoc., 122:43-48 1991.
Rekow et al., “CAD/CAM for Dental Restorations—Some of the Curious Challenges,” IEEE Trans. Biomed. Eng., 38(4):314-318 (Apr. 1991).
Rekow et al., “Comparison of Three Data Acquisition Techniques for 3-D Tooth Surface Mapping,” Annual International Conference of the IEEE Engineering in Medicine and Biology Society, 13(1):344-345 1991.
Rekow, “Feasibility of an Automated System for Production of Dental Restorations, Ph.D. Thesis,” Univ. of Minnesota, 244 pages total, Nov. 1988.
Richmond et al., “The Development of a 3D Cast Analysis System,” Br. J. Orthod., 13(1):53-54 (Jan. 1986).
Richmond et al., “The Development of the PAR Index (Peer Assessment Rating): Reliability and Validity,” Eur. J. Orthod., 14:125-139 (1992).
Richmond, “Recording the Dental Cast in Three Dimensions,” Am. J. Orthod. Dentofacial Orthop., 92(3):199-206 (Sep. 1987).
Rudge, “Dental Arch Analysis: Arch Form, A Review of the Literature,” Eur. J. Orthod., 3(4):279-284 1981.
Sakuda et al., “Integrated Information-Processing System in Clinical Orthodontics: An Approach with Use of a Computer Network System,” Am. J. Orthod. Dentofacial Orthop., 101(3): 210-220 (Mar. 1992).
Schellhas et al., “Three-Dimensional Computed Tomography in Maxillofacial Surgical Planning,” Arch. Otolamp!. Head Neck Sur9., 114:438-442 (Apr. 1988).
Schroeder et al., Eds. The Visual Toolkit, Prentice Hall PTR, New Jersey (1998) Chapters 6, 8 & 9, (pp. 153-210,309-354, and 355-428, respectively.
Shilliday, (1971). Minimizing finishing problems with the mini-positioner, Am. J. Orthod. 59:596-599.
Siemens, “CEREC—Computer-Reconstruction,” High Tech in der Zahnmedizin, 14 pages total (2004).
Sinclair, “The Readers' Corner,” J. Clin. Orthod., 26(6):369-372 (Jun. 1992).
Sirona Dental Systems GmbH, CEREC 3D, Manuel utiiisateur, Version 2.0X (in French), 2003,114 pages total.
Stoll et al., “Computer-aided Technologies in Dentistry,” (article summary in English, article in German), Dtsch Zahna'rztl Z 45, pp. 314-322 (1990).
Sturman, “Interactive Keyframe Animation of 3-D Articulated Models,” Proceedings Graphics Interface '84, May-Jun. 1984, pp. 35-40.
The Choice Is Clear: Red, White & Blue . . . The Simple, Affordable, No-Braces Treatment, Allesee HI Orthodontic Appliances-Pro Lab product information for doctors. http://ormco.com/aoa/appliancesservices/RWB/doctorhtml>, 5 pages (May 19, 2003).
The Choice is Clear: Red, White & Blue . . . The Simple, Affordable, No-Braces Treatment, Allesee HJ Orthodontic Appliances-Pro Lab product information for patients,< http://ormco.com/aoa/appliancesservices/RWB/patients.html>, 2 pages (May 19, 2003).
The Choice Is Clear: Red, White & Blue . . . The Simple, Affordable, No-Braces Treatment, Allesee Orthodontic Appliances-Pro Lab product information, 6 pages (2003).
The Red, White & Blue Way to Improve Your Smile! Allesee Orthodontic Appliances-Pro Lab product information for patients, 2 pages 1992.
Trisnadi. 'Speckle contrast reduction in laser projection displays. Silicon Light Machine, Sunnyvale, California 94089. 2000.
Truax L., “Truax Clasp-Less(TM) Appliance System,” Funct. Orthod., 9(5):22-4, 26-8 (Sep.-Oct. 1992).
Tru-Tain Orthodontic & Dental Supplies, Product Brochure, Rochester, Minnesota 55902, 16 pages total (1996).
U.S. Department of Commerce, National Technical Information Service, “Automated Crown Replication Using Solid Photography SM,” Solid Photography Inc., Melville NY, Oct. 1977, 20 pages total.
U.S. Department of Commerce, National Technical Information Service, “Holodontography: An Introduction to Dental Laser Holography,” School of Aerospace Medicine Brooks AFB Tex, Mar. 1973, 37 pages total.
U.S. Appl. No. 60/050,342, filed Jun. 20,1997, 41 pages total.
Van Der Linden, “A New Method to Determine Tooth Positions and Dental Arch Dimensions,” J. Dent. Res., 51(4):1104 (Jul.-Aug. 1972).
Van Der Linden et al., “Three-Dimensional Analysis of Dental Casts by Means of the Optocom,” J. Dent. Res., p. 1100 (Jul.-Aug. 1972).
Van Der Zel, “Ceramic-Fused-to-Metal Restorations with a New CAD/CAM System,” Quintessence Int., 24(11):769-778 (1993.
Varady et al., “Reverse Engineering of Geometric Models—An Introduction,” Computer-Aided Design, 29(4):255-268,1997.
Verstreken et al., “An Image-Guided Planning System for Endosseous Oral Implants,” IEEE Trans. Med. Imaging, 17(5):842-852 (Oct. 1998).
Wang, et al. Speckle reduction in laser projection systems by diffractive optical elements. Appl Opt. Apr. 1, 1998;37(10):1770-5.
Warunek et al., Physical and Mechanical Properties of Elastomers in Orthodonic Positioners, Am J. Orthod. Dentofac. Orthop, vol. 95, No. 5, (May 1989) pp. 399-400.
Warunek et.al., Clinical Use of Silicone Elastomer Applicances, JCO (1989) XXIII(10):694-700.
Wells, Application of the Positioner Appliance in Orthodontic Treatment, Am. J. Orthodont. (1970) 58:351-366.
Williams, “Dentistry and CAD/CAM: Another French Revolution,” J. Dent. Practice Admin., pp. 2-5 (Jan./Mar. 1987).
Williams, “The Switzerland and Minnesota Developments in CAD/CAM,” J. Dent. Practice Admin., pp. 50-55 (Apr./Jun. 1987.
Wishan, “New Advances in Personal Computer Applications for Cephalometric Analysis, Growth Prediction, Surgical Treatment Planning and Imaging Processing,” Symposium: Computerized Facial Imaging in Oral and Maxilofacial Surgery Presented on Sep. 13, 1990.
WSCG'98—Conference Program, “The Sixth International Conference in Central Europe on Computer Graphics and Visualization '98,” Feb. 9-13, 1998, pp. 1-7, retrieved from the Internet on Nov. 5, 2004, URL<http://wscg.zcu.cz/wscg98/wscg98.h>.
Xia et al., “Three-Dimensional Virtual-Reality Surgical Planning and Soft-Tissue Prediction for Orthognathic Surgery,” IEEE Trans. Inf. Technol. Biomed., 5(2):97-107 (Jun. 2001).
Yamamoto et al., “Optical Measurement of Dental Cast Profile and Application to Analysis of Three-Dimensional Tooth Movement in Orthodontics,” Front. Med. Biol. Eng., 1(2):119-130 (1988).
Yamamoto et al., “Three-Dimensional Measurement of Dental Cast Profiles and Its Applications to Orthodontics,” Conf. Proc. IEEE Eng. Med. Biol. Soc., 12(5):2051-2053 (1990).
Yamany et al., “A System for Human Jaw Modeling Using Intra-Oral Images,” Proc. of the 20th Annual Conf. of the IEEE Engineering in Medicine and Biology Society, Nov. 1, 1998, vol. 2, pp. 563-566.
Yoshii, “Research on a New Orthodontic Appliance: The Dynamic Positioner (D.P.); I. The D.P. Concept and Implementation of Transparent Silicone Resin (Orthocon),” Nippon Dental Review, 452:61-74 (Jun. 1980).
Yoshii, “Research on a New Orthodontic Appliance: The Dynamic Positioner (D.P.); II. The D.P. Manufacturing Procedure and Clinical Applications,” Nippon Dental Review, 454:107-130 (Aug. 1980).
Yoshii, “Research on a New Orthodontic Appliance: The Dynamic Positioner (D.P.); III. The General Concept of the D.P. Method and Its Therapeutic Effect, Part 1, Dental and Functional Reversed Occlusion Case Reports,” Nippon Dental Review, 457:146-164 (Nov. 1980).
Yoshii, “Research on a New Orthodontic Appliance: The Dynamic Positioner (D.P.); III.—The General Concept of the D.P. Method and Its Therapeutic Effect, Part 2. Skeletal Reversed Occlusion Case Reports,” Nippon Dental Review, 458:112-129 (Dec. 1980).
You May Be a Candidate for This Invisible No-Braces Treatment, Allesee Orthodontic Appliances-Pro Lab product information for patients, 2 pages (2002).
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