Article

Multilayered optical memory with bits stored as refractive index change. III. Numerical results of a conventional multilayered optical memory.

Shanghai Key Laboratory of Contemporary Optics System, College of Optics and Electronic Information Engineering, University of Shanghai for Science and Technology, Shanghai, China.
Journal of the Optical Society of America A (Impact Factor: 1.67). 08/2008; 25(7):1810-9. DOI: 10.1364/JOSAA.25.001810
Source: PubMed

ABSTRACT In terms of the electromagnetic theories described in Part I of our current investigations [J. Opt. Soc. Am. A24, 1776 (2007)] and in [Opt. Express 16, 2797 (2008)], the characteristics of the cross talk and the modulation contrast and the variation of the power of the readout signals with the scanning position along the track are investigated in detail by computer simulations for a conventional multilayered optical memory (CMOM), where the two cases, i.e., the storage medium being homogenous and planar stratified homogenous, are considered. Results show that the feature sizes of bits, the distances between the two adjacent tracks, and the thickness of layers have significant effects on the cross talk and the modulation contrast. The polarization of the reading light also has significant effects on the cross talk, whereas it has only slight effects on the modulation contrast. Moreover, for a CMOM, the optimal polarization of the reading light is suggested.

0 Bookmarks
 · 
55 Views
  • Source
    [Show abstract] [Hide abstract]
    ABSTRACT: Rigorous two-dimensional vector-diffraction patterns of a focused beam incident on an optical disk, specifically, a digital versatile disk (DVD), are examined both in the near field and in the far field. An efficient finite-difference frequency-domain method is developed for calculating the electromagnetic fields in the neighborhood of subwavelength dielectric and metallic structures. The results of vector-diffraction theory are compared with those of scalar-diffraction theory for pressed DVD features that consist of pits or of bumps. The sum (data) and difference (tracking) signals from a split photodetector are also calculated for different disk features and for different polarizations. The subwavelength features of a DVD result in considerable vector-diffraction effects both in the near-field profiles and in the detector signals, depending not only on the polarization of illumination but also on whether the features are pits or bumps. This paper provides important insight into the vector-diffraction effects encountered in high-density optical data storage systems.
    Applied Optics 07/1999; 38(17):3787-97. · 1.69 Impact Factor
  • [Show abstract] [Hide abstract]
    ABSTRACT: A full and rigorous vector diffraction model for a multilayered optical disc is described where three vector diffraction processes, namely the focus of the reading light, the interaction with bits and the detection part, are all considered. Moreover, the reflected electric fields resulting from the infinite number of bounces at the multilayered optical disc are also involved. As an example, the detected power is calculated when the reading spot is scanned over the disc under the case of the circularly polarized illumination.
    Optics Express 03/2008; 16(4):2797-803. · 3.55 Impact Factor
  • [Show abstract] [Hide abstract]
    ABSTRACT: Results of vector diffraction simulations pertaining to the effective groove depth for various disks with different groove parameters, different coatings, and different incident polarizations are presented. The effective depth deviates from the physical depth if the track pitch approaches the wavelength of the light source. Moreover, the difference of the effective depth for the two polarization states is demonstrated. The effective depth is usually shallower than the physical depth, especially for deeper grooves. The ray-bending mechanism associated with the objective lens and the different response to s- and p-polarized light on reflection from the disk surface impact the effective depth for objective lenses with different numerical apertures.
    Applied Optics 02/2000; 39(2):316-23. · 1.69 Impact Factor