The present invention relates to a liquid crystal/grating coupling arrangement and, more particularly, to a tunable liquid crystal/grating arrangement for use in coupling free space optical signals into and out of a relatively thin SOI waveguiding layer of an SOI-based opto-electronic device structure.
To meet the bandwidth requirements of current and future high speed communication applications, state-of-the-art telecommunication components and systems must provide a host of sophisticated signal processing and routing functions, in both the optical and electronic domains. As the complexity level increases, the integration of more functions and components within a single package becomes strategic in terms of meeting various system-level requirements, while also reducing the associated size and cost of the complete system. It has been recognized for some time that the integrated circuit devices, processes and techniques that revolutionized the electronics industry can be adapted to produce opto-electronic integrated circuits. In typical opto-electronic integrated circuits, light propagates through waveguides of high refractive index materials, such as, for example, silicon, gallium arsenide, indium phosphide, lithium niobate and the like. The use of these high index materials enables smaller device sizes, since a higher degree of mode confinement and smaller bend radii may be realized. While all transmitter, signal processing and receiver functions may be incorporated in a single opto-electronic circuit structure, the system may alternatively be constructed from a number of smaller, pre-packaged elements, referred to as “hybrid optoelectronic integration” or “multi-module opto-electronic integration”.
One issue associated with the use of opto-electronic integrated circuits is the problem of coupling light into and out of a planar waveguide structure, particularly when using a relatively thin (e.g., sub-micron thickness) waveguiding layer. An early attempt at developing a coupling arrangement for laboratory use is disclosed in U.S. Pat. No. 3,883,221, issued to William W. Rigrod on May 13, 1975. In particular, Rigrod discloses the use of a prism structure with a grating feature formed in one surface for coupling light into a thin-film (for example, GaAs) surface waveguide. The Rigrod structure is particularly configured to generate a first-order diffracted beam, where with appropriate beam steering an input optical signal may be coupled into the GaAs waveguide. The Rigrod prism element is specifically designed for laboratory use, as a way to perform non-destructive testing of multiple waveguides formed on various substrate structures, and is not intended for use as a “permanent” coupling arrangement. Moreover, the grating structure of Rigrod is found to be limited to diffracting a first-order mode of the light beam and is generally used for steering a particular wavelength input signal. As a result, the Rigrod structure remains incapable of efficiently coupling a relatively large range of wavelengths into a relatively thin surface waveguide layer.
Indeed, another aspect of advanced optical communication systems is the utilization of wavelength division multiplexing (WDM) to economically transmit large amounts of information between network nodes. The utilization of a plurality of different wavelengths to carry information signals from one point to another results in the need to either replicate the required system components for each wavelength (i.e., each system “tuned” to its own wavelength), or provide for wavelength insensitivity in the arrangement itself, including the input/output coupling structure.
A relatively new field of optics is based on the use of silicon as the integration platform, forming the necessary optical and electrical components on a common silicon substrate. The ability to couple a free space optical signal into and out of a planar waveguiding layer on a silicon substrate (particularly a sub-micron thick waveguiding layer) is a problem that is of current research. Two well-studied techniques, referred to as “butt coupling” and “end-fire coupling”, have traditionally been used to couple light from external sources into optical waveguides. Specifically, end faces are cleaved on the waveguides, and optical fibers (which may be lensed for focusing purposes) are aligned to the input and output waveguide facets. While these coupling methods are relatively wavelength-insensitive, the insertion loss associated with such an arrangement increases substantially as the waveguide thickness drops below 2.0 μm. For sub-micron thick waveguides, the dimensional mismatch between the input/output beams and the thickness of the waveguide results in an insertion loss that is unacceptable for most applications.
To improve the insertion loss associated with wavelength-insensitive coupling into relatively thin waveguides, a variety of tapered structures that gradually reduce the beam size from its large external value to a dimension that is more closely matched to the waveguide have been proposed. Some examples include tapers that neck down in one or two dimensions from the external beam to the waveguide, and an “inverse taper” (or “nanotaper”) that has a narrow tip (on the order of 100 nm, for example) coupling to the external beam, with the taper increasing laterally in dimension until it matches the width of the waveguide. Of these examples, only the inverse taper has been successfully used to couple an appreciable amount of light into sub-micron thick waveguides. However, the inverse taper arrangement suffers from a number of drawbacks including, for example, a rapid increase in insertion loss with sub-micron misalignments and the need for additional waveguide structures to be formed prior to the tip of the inverse taper if the end of the tip is not coincident with the edge of the input facet.
Indeed, these various prior art techniques are require access to an “edge”/end face of the silicon substrate to provide optical coupling. As optoelectronic circuits begin to increase in complexity, the ability to always allow for such coupling rapidly diminishes, requiring an arrangement that permits coupling into the waveguide at virtually any location across the substrate surface. Our previous co-pending applications, particularly Ser. Nos. 10/668,947, 10/720,372 and 10/935,146, disclose the use of a prism coupler to evanescently couple a free space optical signal into a sub-micron thick silicon waveguiding layer (hereinafter referred to as an “SOI layer”). In most of the embodiments disclosed in these applications, there is a need to precisely control the incident angle of an input beam at the prism facet so as to allow for an adequate amount of the signal to be coupled into the waveguide. Various types of evanescent coupling layers, including layers with a tapered geometry and/or an embedded grating structure (see, for example, our co-pending application Ser. No. 10/935,1146) are used to allow for multiple wavelengths to be coupled into and out of the SOI layer, as well as to allow for some latitude of the incident angle at the prism facet surface.
A need remains in the art, however, for a coupling arrangement that is “tunable”, and thus controllable with feedback so that maximum coupling efficiency between a free-space optical signal and an SOI structure can be achieved.
The need remaining in the prior art is addressed by the present invention, which relates to a liquid crystal/grating coupling arrangement and, more particularly, to a particular liquid crystal/grating arrangement for use in coupling free space optical signals into and out of a relatively thin SOI waveguiding layer of an SOI-based opto-electronic device structure.
In accordance with the present invention, a layered multi-substrate arrangement is used to achieve a “tunable” coupling angle for coupling a free space optical signal into and out of a waveguiding SOI layer. The arrangement comprises a first silicon substrate including at least one diffractive optical element (DOE), (such as a grating) and an associated layer of tunable liquid crystal. A change in an electrical signal (or other type of control signal, such as magnetic field) applied to the liquid crystal material results in a change in its effective refractive index, which, in combination with the deflection associated with the one or more diffractive optical elements, changes the coupling angle into the SOI layer.
It is an aspect of the present invention that by adjusting the signal applied to the liquid crystal material, the coupling angle may likewise be adjusted until an optimum amount of coupling is achieved.
It is a further aspect of the present invention that the various diffractive optical elements may include collimators, reflectors, polarization beam splitters, deflectors, and the like, so as to allow for the coupling arrangement of the present invention to be used with various types of free space input signals (e.g., polarized, unpolarized, collimated, diverging, etc.).
Other and further embodiments and aspects of the present invention will become apparent during the course of the following discussion and by reference to the accompanying drawings.
Referring now to the drawings,
Materials classified as liquid crystals are typically liquid at high temperatures and solid at low temperatures, but in the intermediate temperature range they display properties of both. The essential feature of a liquid crystal is the long, rod-like molecular structure. The molecules will align in the presence of an electric field, where the alignment is the result of the anisotropic dielectric constant (refractive index) characteristic of liquid crystals. In accordance with the present invention, these attributes of liquid crystals are capitalized on to provide an input/output coupling arrangement that is “tunable” so as to accommodate for different input wavelengths, different incident angles, and the like.
In particular, most liquid crystal materials exhibit a refractive index in the range of 1.3 to 2.0. It has been found that a change in the index value on the order of 0.2 (i.e., Δn=0.2) will correspond to providing a coupling angle control on the order of 6.5°. In most cases, the refractive index of a liquid crystal material is a function of the wavelength of the propagating signal, the ambient temperature, and the voltage applied to the liquid crystal. The voltage control may vary over the range of, for example, 0.1-1.0 volts/μm.
As will be evident in the following figures, the use of a diffractive optical element (DOE), which in one form may comprise a grating, in conjunction with a “tunable” liquid crystal material allows for a free space optical beam to be re-directed into a coupling angle most efficient for coupling into a planar waveguiding layer. In one case, a DOE is configured to perform a polarization splitting function. That is, the DOE (or grating) functions to split a single mode optical input beam into its polarized TEx and TEy components. The TEx optical beam component will thereafter propagate in both the y and z directions, with the TEy optical beam propagating in the x and z directions. These beams will then be evanescently coupled into the SOI layer, where the coupling angle of the optical beam with respect to the surface of the SOI layer must be mode matched. The coupling angle is a critical factor, which is dependent upon a number of different variables: the input signal wavelength, the indexes of refraction of the various substrates, the thickness of the SOI layer (as well as its index of refraction), and the thickness and refractive index of the evanescent coupling layer.
Referring to
sin(Φm)=mλn0/(Λn1)+sin(Φ1)(n0/n1),
where n0 is the refractive index of liquid crystal material 22, λnO is equal to λ/n0, which is the wavelength of the beam propagating through liquid crystal material 22, λ is the vacuum wavelength of the propagating beam, n1 is the index of refraction for silicon substrate 24, and Φ1 is the input angle of incidence. In the case where the input beam is directed at liquid crystal material 22 at a direction normal to its surface, this relation simplifies to:
sin(Φm)=mλ/(Λn1n0).
Therefore, for the case where m=1 (i.e., a first-order grating is used), the grating formula becomes:
sin(Φ1)=λn0/(Λn1n0).
By adjusting an electrical (or magnetic) field applied to liquid crystal material 22, its refractive index (n0) will change, thus modifying the angle at which the TEy polarized signal intercepts grating 26. This controlled change in the refractive index of liquid crystal material 22 results in a change of Φm that is also controlled. Therefore, by monitoring the insertion loss along SOI layer 18, the refractive index of liquid crystal material layer 22 can be adjusted until the optimum value of Φm is achieved.
While the embodiment of
It is possible to utilize a diverging optical beam (such as normally exiting an optical fiber) as an input signal to an embodiment of the present invention, where a particularly-configured diffractive optical element is first used to collimate the diverging beam.
Referring to
The refractive index of liquid crystal materials is known to be a function of the wavelength of the signal passing through the material, the temperature of the material, and the voltage applied to the material. In general, most liquid crystal materials exhibit a decrease in refractive index as the propagating wavelength increases. However, for wideband optical coupling applications, the decrease in refractive index as the propagating wavelength increases, in association with the negative dispersion associated with a DOE grating, will reduce the optical coupling bandwidth if a compensating liquid crystal material is not used. Therefore, in order to provide optimum coupling into an SOI layer, the opposite effect is required; that is, as the wavelength increases the need for a material with a greater refractive index (not lesser) is desired.
Referring to
It is to be understood that the above-described embodiments of the present invention are exemplary only, and should not be considered to define or limit the scope of the present invention. Indeed, the present invention is most properly defined by the claims appended hereto.
This application claims the benefit of Provisional Application No. 60/590,619, filed Jul. 23, 2004.
Number | Date | Country | |
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60590619 | Jul 2004 | US |