Polarisation control systems can be used in photonic integrated circuits (PICs) to perform control of polarisation of light. A polarisation control system may be designed and manufactured for use in a particular application within a PIC. For example, a PIC may comprise a polarisation control system for changing light of a first polarisation to light of a second polarisation.
Examples described herein relate to a semiconductor structure for a PIC. More specifically, the examples described herein relate to a light polarisation control device for a
PIC. Such a light polarisation control device may be, for example, a polarisation scrambler, or a polarisation controller, and may be referred to merely as a polarisation control device.
In some examples, a PIC is constructed from basic building blocks intended for the construction of the PIC. The basic building blocks include various components, each having a particular function. An example of a basic building block is a waveguide structure. Basic building blocks may have a particular effect on light incident thereon. The examples described herein relate to a light polarisation control device that can be used as a basic building block for a PIC.
A light polarisation control device is a device which is for example useable to actively control light polarisation. Active control refers to the state of light polarisation being dynamically modifiable during use of the device. In this way, the functionality of the device is itself dynamically modifiable during use, in contrast to a passive effect where the functionality of a device is fixed upon fabrication of the device. For example, a suitably configured light polarisation control device can be used to modify the polarisation of any input polarisation into a specific output polarisation. For example, an arbitrary input polarisation (e.g. linear, elliptical, or circular) is changed by the suitably configured light polarisation control device into vertically polarised light. In such an example, the polarisation control device acts as a polarisation controller. In another example, an input polarisation can be modified into a random output polarisation. At a first instance, a vertically polarised input can be changed to an elliptical polarisation, and at a second instance, the vertically polarised input can be changed to a circular polarisation, and at a third instance, the vertically polarised input can be changed to a linear polarisation. In such an example, the polarisation control device acts as a polarisation scrambler.
Light polarisation control devices can be manufactured from a combination of polarisation converters, which are usually passive devices producing a fixed change to the polarisation state, arranged in series with interferometers, and phase-shifters. The sequence of components (polarisation converters, interferometers, and phase-shifters) required to realise a polarisation controller is in general different to the sequence of components required to realise a polarisation scrambler, for example. The accuracy of polarisation scramblers and controllers in such examples can be dependent on the performance of the constituent polarisation converters.
In examples described herein, a polarisation control device herein comprises a combination of actively-controlled polarisation convertors, such that the same combination of components can be used to realise a plurality of different functions, such as the functionality of a polarisation controller and/or a polarisation scrambler.
In examples described herein, a polarisation control device has: a first polarisation converter having a first cross-sectional structure, the first polarisation converter supporting a first mode and a second mode which have different orientations of polarisation and different effective refractive indices, and a second polarisation converter having a second cross-sectional structure, the second polarisation converter supporting a third mode and a fourth mode which have different orientations of polarisation and different effective refractive indices. At least one control element is configured to alter the effective refractive indices of the first, second, third and fourth modes. The combination of these features, in examples, gives a more compact polarisation control device than known polarisation control devices, which reduces a footprint (surface area occupied) of the polarisation control device on a PIC. The polarisation control device can additionally fulfil the function of both polarisation controller and polarisation scrambler with suitable control signals.
The cross-sectional structure of a polarisation converter refers to the composition of the polarisation converter in a cross-sectional plane perpendicular to a light propagation axis of the polarisation converter. That is, it refers to the geometry of and material composition of constituent layers which form the polarisation converter, the geometry described in the plane perpendicular to the light propagation axis. More generally, the cross-sectional structure of a component configured to guide light refers herein to the geometry and material composition of constituent layers which form the component in a cross-sectional plane perpendicular to a light propagation axis of the component. The cross-sectional structure of the light polarisation converter 100 comprises a first waveguide layer 108 between, and in contact with, a first cladding layer 130 and a second cladding layer, which in this example is the substrate 102. An electrical contact layer 132 is on top of the cladding layer 130. The electrical contact layer 132 is an element, for, responsive to a signal, applying an electrical field across the first and second cladding layers and the first waveguide layer 108 to the substrate. This will modify the refractive index of the first and second cladding layers and the first waveguide layer 108 by an electro-optic effect such as a Pockels effect, Kerr effect, plasma and/or band-filling effects, the use of which will be described later.
The first waveguide layer 108 comprises a first portion 110 partially bounded by, and in contact with, a first surface 104a of the substrate 102 and a second surface 104b of the first cladding layer 130, and a second portion 112 partially bounded by, and in contact with, a third surface 106a of the substrate and a fourth surface 106b of the first cladding layer 130. The first surface 104a, the second surface 104b, the third surface 106a, and the fourth surface 106b are parallel to each other.
The first surface 104a is offset from the third surface 106a along a first axis 114 and a second axis 116 each perpendicular to a light propagation axis for converting polarisation of light. The first surface 104a is connected to the third surface 106a by a first joining surface 120a of the substrate 102. The second surface 104b is offset from the fourth surface 106b along the first axis 114 and the second axis 116. The second surface 104b is connected to the fourth surface 106b by a second joining surface 120b of the first cladding layer 130. The second portion 112 is thereby offset from the first portion 110. The first axis 114 is perpendicular to the second axis 116. The first joining surface 120a is, in this example, parallel to the second joining surface 120b.
The first axis 114 is the horizontal axis with respect to the orientation shown in
The first waveguide layer 108 having the first portion 110 in contact with the first surface 104a and the second surface 104b, and the second portion 112 in contact with the third surface 106a and fourth surface 106b means that there is provided a first waveguide layer 108 in which light can propagate along the first light propagation axis indicated by the symbol 118 with different portions offset from one another in a direction parallel to the vertical axis 116.
In the examples of
The second joining surface 120b has obtuse internal angles relative to the second surface 104b and the fourth surface 106b. In other words, the second joining surface 120b is non-orthogonal to the second surface 104b and the fourth surface 106b. As referred to herein, the first joining surface 120a being between the first surface 104a and the third surface 106a means, for example, that the first joining surface 120a is interposed between the first surface 104a and the third surface 106a and is for example immediately adjacent to each of the first surface 104a and the third surface 106a. Thus, the first joining surface 120a, first surface 104a and third surface 106a together can in examples be considered together to constitute the top surface of the substrate 102.
In the examples of
A distance between opposite surfaces of the first cross-sectional structure is defined by horizontal positions 124a and 124b, which are points along the horizontal axis 114 . . . . The first waveguide layer 108 spans, relative to the horizontal axis 114, the horizontal positions 124a to 124b, and has a first external surface 144a with a horizontal position of 124a and a second external surface 144b with a horizontal position of 124b, the first and second external surfaces being opposite surfaces of the first waveguide layer 108. The second cladding layer 130 also spans, relative to the horizontal axis 114, the horizontal positions 124a to 124b.
In other words, the first waveguide layer 108 lies between horizontal positions 124a and 124b relative to the first axis 114, or all structure located vertically above the substrate 102 lies between horizontal positions 124a and 124b. In this sense, horizontal positions 124a and 124b define a first cross-sectional width 150 of the first cross-sectional structure, and define a distance relative to the horizontal axis 114 which is parallel to the substrate 102.
In the examples of
As described, in the examples of
Because of the structure of the substrate 102 of
The first waveguide layer 108 comprises a material which has a higher refractive index than the material of the substrate 102. For example, the first waveguide layer 108 may comprise or be of Indium Gallium Arsenide Phosphide (InGaAsP). In other examples, though, the first waveguide layer 108 comprises or is of indium aluminium gallium arsenide (InAlGaAs), which for example has efficient electro-refractive properties. More generally, in some examples, the first waveguide layer 108 comprises (Al) InGaAs (P). The elements indicated in the parentheses can be interchangeable and the composition of the different elements is selected depending on the desired function. For example, the composition of Ga and As in InGaAs can be selected according to the desired bandgap. In some examples, the first waveguide layer 108 is a layer of (Al) InGaAs (P). In other examples, the first waveguide layer 108 comprises a plurality of sub-layers. In some such examples, the first waveguide layer 108 comprises a (Al) InGaAs (P)/(Al) InGaAs (P) multiple quantum well structure in contact with the substrate 102. In some examples, the sub-layers are between 5 and 30 nanometres thick. The sub-layer stack of the first waveguide layer 108 has a band gap selected in accordance with the desired application of the light polarisation converter 100.
The bandgap and therefore, as will be appreciated by those skilled in the art, the refractive index of the InGaAsP, for example, can be tuned. In some examples, the bandgap of the InGaAsP of the first waveguide layer 108 is tuned to a wavelength of 1250 nanometres (e.g. for propagation of light of wavelength 1550 nanometres) or 1100 nanometres (e.g. for propagation of light of wavelength 1310 nanometres). In other examples, the wavelength to which the bandgap is tuned is different.
The first waveguide layer 108 is for guiding light. Properties of a waveguide layer including, for example, its material refractive index and structural geometry, as well as properties of any surrounding cladding layers, restrict the spatial region in which light can propagate, for example, the first waveguide layer 108. The first waveguide layer 108 acts as a core layer, and has a refractive index higher than the refractive index of the surrounding cladding layer material, in this example the first cladding layer 130 and the substrate 102. The core-cladding boundary, in this case formed by the surfaces 106a,b 120a,b 104a,b which are in contact with the first waveguide layer 108 can be thought of as resulting in constructive interference of light which confines light to propagate within the first waveguide layer 108.
For example, particular optical modes of light are desired to propagate through the first waveguide layer 108 depending on the desired application of the light polarisation converter 100. The direction in which the optical modes propagate within the first waveguide layer 108 is herein referred to as the light propagation axis. The light propagation axis is parallel to the Poynting vector of light propagating in the waveguide and the negative vector of the Poynting vector. The light propagation axis is the general direction in which the energy of the optical mode travels through the waveguide 108. The term “modes” as used herein for example refers to optical modes, which may be considered to be electromagnetic propagation modes. The modes of a particular waveguide are described herein as being “supported” by the waveguide.
This arrangement of the first waveguide layer 108 provides for conversion of the polarisation of light. The following description is in the context of linearly polarised light incident on the first light polarisation converter 100 as indicated by the symbol 118, which indicates the first light propagation axis. However, it is to be appreciated that similar principles apply for light with a different polarisation.
The second polarisation converter 200 has a second cross-sectional structure in a plane perpendicular to a second light propagation axis 218 (into the page, see symbol 218) of the second polarisation converter, the cross-section of the second polarisation converter 200 taken in a plane parallel to indicative line 2X. The cross-section of the first polarisation converter 100 is taken in a plane parallel to indicative line 1X. The cross-sectional structure of the first polarisation converter was described with respect to first axis 114 and second axis 116. The cross-sectional structure of the second polarisation converter 200 will hereafter be described with respect to a third axis 214 and fourth axis 216. The first axis 114 and the third axis 214 are, in
The cross-sectional structure of the second light polarisation converter 200 comprises a second waveguide layer 208 between, and in contact with, a third cladding layer 230 and a fourth cladding layer, which in this example is the substrate 202. As for the first polarisation converter 100, here the second waveguide layer 208 acts as a core layer, and has a refractive index higher than the refractive index of the surrounding cladding layer material, in this example the third cladding layer 230 and the substrate 202, which is a fourth cladding layer. The second waveguide layer 208 can comprise a similar or the same material composition to the first waveguide layer 108.
The second waveguide layer 208 comprises a third portion 210 partially bounded by, and in contact with, fifth surface 204a of substrate 202 and sixth surface 204b of the third cladding layer 230, and a fourth portion 212 partially bounded by, and in contact with, a seventh surface 206a of the substrate and an eighth surface 206b of the first cladding layer 130. The fifth surface 204a, the sixth surface 204b, the seventh surface 206a, and the eighth surface 206b are parallel to each other.
The fifth surface 204a is offset from the seventh surface 206a along the third axis 214 and the fourth axis 216. The fifth surface 204a is connected to the seventh surface 206a by a third joining surface 220a of the substrate 202. The sixth surface 204b is offset from the eighth surface 206b along the third axis 214 and the fourth axis 216. The sixth surface 204b is connected to the eighth surface 206b by a fourth joining surface 220b of the third cladding layer 230. The fourth portion 212 is thereby offset from the third portion 210. The third axis 214 is perpendicular to the fourth axis 216. The third joining surface 220a is, in this example, substantially parallel (such as within acceptable fabrication tolerances) to the fourth joining surface 220b. The third joining surface 220a, fifth surface 204a and seventh surface 206a together can in examples be considered together to constitute the top surface of the substrate 202.
The third joining surface 220a and fourth joining surface 220b are sloped surfaces, similarly to the first joining surface 120a and second joining surface 120b of the first polarisation converter 100. The third joining surface 220a has an obtuse internal angle relative to the fifth surface 204a and seventh surface 206a. In other words, it is non-orthogonal to the fifth surface 204a or the seventh surface 206a. The fourth joining surface 220b has obtuse internal angles relative to the sixth surface 204b and the eighth surface 206b. In other words, it is non-orthogonal to the sixth surface 204b and the eighth surface 206b.
In
A distance between opposite surfaces of the first cross-sectional structure is defined by horizontal positions 224a and 224b, which are points along the horizontal axis 214. The first waveguide layer 208 spans, relative to the horizontal axis 214, the horizontal positions 224a to 224b, and has a first external surface 244a with a horizontal position of 224a and a second external surface 244b with a horizontal position of 224b, the first and second external surfaces being opposite surfaces of the first waveguide layer 208. The second cladding layer 230 also spans, relative to the horizontal axis 214, the horizontal positions 224a to 224b. In other words, the first waveguide layer 208 lies between horizontal positions 224a and 224b relative to the first axis 214, or all structure located vertically above the substrate 202 lies between horizontal positions 224a and 224b. In this sense, horizontal positions 224a and 224b define a first cross-sectional width 250 of the first cross-sectional structure, and define a distance relative to the horizontal axis 214 which is parallel to the substrate 202.
Whilst the first cross-sectional structure and the second cross-sectional structure are topologically similar, comprising similar overall structure, specific dimensions of constituent surfaces and features of the second cross-sectional structure are different to the first cross sectional structure of the first polarisation converter 100, as explained below.
In
A width 222 of the fifth surface 204a and sixth surface 204b along the third axis 214 is shorter than the width 122 of the first surface 104a along the first axis 114. Likewise, a width (not labelled) of the seventh surface 206a and eighth surface 206b is shorter than the equivalent width of the third surface 106a and fourth surface 106b. A width of the first intermediate portion 128 along the first axis 114 is the same as a width of the second intermediate portion 228 along the third axis 214. The intermediate portions 128, 228 are the same width, but as described above, angled in opposite directions, and so the second intermediate portion 228 can be thought of as being a mirror image of the first intermediate portion 128. The first cross-sectional width 150 of the first polarisation converter in this example is therefore greater than the second cross-sectional width 250 of the second polarisation converter. However, this is merely an example.
The connecting waveguide 50 connects the first polarisation converter 100 to the second polarisation converter 200. In the example of polarisation control device 10, this connecting waveguide 50 is a planar waveguide with a waveguide layer at the same height (relative to the vertical axis 116) as the waveguide layers 110, 210 or 112, 212 of the polarisation converters. In other examples, the cross-sectional structure of the connecting waveguide 50 is similar to either the first cross-sectional structure of polarisation converter 100 or the second cross-sectional structure of polarisation converter 200. The connecting waveguide 50 has a cross-sectional width 55a,b which tapers from the first cross-sectional width 150, 55a to the second cross-sectional width 250, 55b. This can reduce loss from mode mismatch when coupling light from the first polarisation converter 100 to the second polarisation converter 200. In examples, the tapering of the connecting waveguide 50 can take the form of an adiabatic taper, which can reduce propagation loss through the connecting waveguide 50 by ensuring a suitably gradual and suitably shaped transition for propagation modes from a first waveguide width to a second waveguide width, as will be understood by those skilled in the art. Of course, the skilled person will appreciate that the first and second polarisation converters 100, 200 can, in examples, be butt-coupled together without a connecting waveguide 50.
Referring now to
For linearly polarised light, the direction of the electric field of light propagating as indicated by the first light propagation axis 118 can be indicated with respect to the TE polarisation axis 402 and the TM polarisation axis 404. The arrow 406 indicates linearly polarised light that is TE polarised. The cross-sectional structure of the polarisation converter 100 causes the modes supported by the polarisation converter 100 to be tilted relative to the polarisation axes 402, 404, meaning the modes supported by the polarisation converter 100 are hybrid modes. In the polarisation converter 100 having the form shown in
The cross-sectional structure and resulting boundary conditions cause the polarisation converter 100 to support a first hybrid mode which has an electric field tilted with respect to the TE axis. The terms “tilt”, “angle” and “slope” are used interchangeably herein to refer to the angle of the first hybrid mode relative to the TE axis. The polarisation converter 100 also supports a second hybrid mode orthogonal to the first hybrid mode. In other words, the orientation of polarisation of the first hybrid mode is different to the orientation of polarisation of the second hybrid mode. A hybrid mode, as referred to herein, is a mode of light which has an electric field with a non-zero component along the TE polarisation axis and a non-zero component along the TM polarisation axis.
The tilt angle (relative to the TE axis 402) for the first hybrid mode 408 is assumed to be 45 degrees. Such a tilt angle for the first hybrid mode 408 arises as a result of the arrangement of the polarisation converter 100, for example. In these examples, the angle with respect to the TE axis 402 of the second hybrid mode 410 is also 45 degrees and the first and second modes 408, 410 have electric fields with equal magnitude. Those skilled in the art will appreciate that the first and second modes 408, 410, with the tilt angle of 45 degrees and the phase relationship shown in
The second polarisation converter 200 also supports hybrid modes, supporting a third hybrid mode and a fourth hybrid mode, the third hybrid mode having a different orientation of polarisation to the fourth hybrid mode. Note that, as used herein, the second polarisation converter 200 supporting a third mode and a fourth mode does not necessarily mean that the polarisation converter 200 also supports a first and second mode-instead, “third” and “fourth” are labels to distinguish the modes of the first polarisation converter from the second polarisation converter, rather than to imply e.g specific support for a number of higher-order modes.
The second polarisation converter 200 having a second cross-sectional structure different to the first cross-sectional structure of the first polarisation converter 100, means the third and fourth hybrid modes have different tilt angles, or, in other words, different orientations of polarisation, to the first and second hybrid modes of the first polarisation converter 100. The tilt angles for the third and fourth hybrid modes supported by the second polarisation converter 200 are determined by the arrangement of the second cross-sectional structure. For example, the angle of the third mode might be 22.5 degrees relative to the TE mode and the fourth mode might be −67.5 degrees.
The tilt angle of the modes supported by a polarisation converter has a dependency upon the cross-sectional width of the cross-sectional structure of the polarisation converter. In this way, two substantially identical (within acceptable tolerances) polarisation converters can be initially fabricated, and a cross-sectional width of a second polarisation converter of the pair reduced, e.g. by lithography and/or etching, relative to a cross-sectional width of a first polarisation converter of the pair to thereby result in the modes supported by the second polarisation converter having different tilt angles to the modes supported by the first polarisation converter. This principle readily extends to initially fabricating more than two Polarisation converters, and etching respective widths. Having a plurality of converters each supporting different tilt angles can help the polarisation control device 10 access a greater region of, or the whole, Poincaré sphere, as explained in more detail later.
Furthermore, the described arrangement of cross-sectional structures of the polarisation converters 100, 200 has a different propagation constant for the first and second hybrid modes 408, 410 of the first polarisation converter. The arrangement results in birefringence such that the first and second hybrid modes 408, 410 experience different effective refractive indices to one another when propagating within the polarisation converter. An effective refractive index of a waveguide is a dimensionless number that describes how fast light of a particular mode travels through a waveguide and how light attenuates through the waveguide. A refractive index of a material is a dimensionless number that describes a phase velocity of a light wave in the material and how light attenuates through the material. Effective refractive index and refractive index are commonly expressed as a complex number; however, herein only the real component of refractive index is considered. The real component of a refractive index is the speed of light in vacuum divided by the phase velocity of the light wave in the material. In some examples, effective refractive index and/or refractive index is dependent on the wavelength of the light being considered. Herein when a comparison is made between two effective refractive indices or between to two refractive indices, the comparison is between the real components for the same wavelength of light.
This means that the phase difference between the first and second hybrid modes 408, 410 changes as the first and second hybrid modes 408, 410 propagate. In other words, the phases of the first and second modes 408, 410 evolve differently as the first and second modes 408, 410 propagate within the polarisation converter, with the phase of light in one mode changing more quickly than the phase of light in the other mode. As the skilled person will appreciate, this description also applies to the third and fourth mode of the second polarisation converter 200.
As light in the first and second hybrid modes propagates along the first polarisation converter 100 with the respective propagation constants, there is a resulting phase difference between the first and second hybrid modes. The length of the first polarisation converter 100 therefore determines, for fixed respective propagation constants, the phase difference between the first and second mode after propagation through the first polarisation converter 100. More generally, the optical path length of the first polarisation converter 100 determines the phase difference accrued between the first and second modes after propagation through the first polarisation converter 100.
Consider an input waveguide providing TE light 406 to the first polarisation converter 100. The first hybrid mode 408 and second hybrid mode 410 are excited with a relative phase difference of zero. Light in these modes propagates along the first polarisation converter 100 for a length 302 which results in a relative phase difference of x, as seen by the position of the second hybrid mode 410 in
As discussed above, the described arrangement of the first polarisation converter 100 causes a different propagation constant for the first and second hybrid modes. The described arrangement of the first polarisation converter 100 (with the described cross-sectional structure), causes there to be birefringence in that the first and second hybrid modes experience a different effective refractive index to one another. The propagation constant of the first hybrid mode in the first polarisation converter 100 can be represented by β1 and the propagation constant of the second hybrid mode can be represented by β2. The difference in these propagation constants can be represented as Δβ=β1-β2 . . . . Those skilled in the art will appreciate that β represents phase propagation, that is:
where λ is a given wavelength and neff the effective refractive index of a mode of light of the given wavelength.
Equation 1 below shows the beat length Lλ for the first polarisation converter 100 for the first and second hybrid modes In Equation (2) below, λ is the given wavelength and Δn represents the difference in the effective refractive indices of the first and second hybrid modes: Δn=n1-n2.
In some examples, the beat length is affected by the thickness and/or the cladding of the first polarisation converter. In some examples, the first polarisation converter is curved, and consequently the light propagation axis is curved, and the beat length is taken along a curve. In these examples, where the first hybrid mode 408 has a 45 degree angle relative to the TE axis 402, by selecting the length of the first polarisation converter 100 to be an odd integer multiplied by half of the beat length, linear polarisation of the given wavelength of light can be rotated as described above. For example, a first linear polarisation (TE polarisation in the above examples) can be converted to a second linear polarisation (TM polarisation in the above examples). The control of phase is the basis for a polarisation converter, or rotator, as will be understood by those skilled in the art. As will be appreciated, the second polarisation converter 200 shown in
Points corresponding to the first (HM1) and second (HM2) hybrid modes lie on the equator of the Poincaré sphere, labelled in
In the case of the first hybrid mode having a 45-degree angle relative to the TE axis, the first hybrid mode corresponds to point HM1 and the second hybrid mode corresponds to the point HM2. Δn axis crossing HM1 and HM2 is perpendicular to an axis crossing the TE and TM polarisation points on the equator of the Poincaré sphere. Propagation of the hybrid modes through the polarisation converter, where their phases evolve differently from one another, corresponds to rotation of a point that represents the polarisation when the hybrid modes recombine, about the axis crossing HM1 and HM2. A 180-degree rotation about an axis crossing HM1 and HM2 leads to e.g. polarisation conversion from TE polarisation to TM polarisation, wherein half a circumference of the Poincaré sphere is traversed. This corresponds to e.g. the optical length of the polarisation converter being half a beat length.
Application of a voltage and carrier injection/depletion to a polarisation converter such as any of the polarisation converters of the examples herein can produce a change in the effective refractive indices of the modes supported by the polarisation converter. The effective refractive index of the first mode may change by the same amount as the effective refractive index of the second mode. In such a case, the birefringence is unaltered, and the optical length of the polarisation converter is changed by the same amount for both modes. Alternatively, the effective refractive index of the first mode may change by a different amount to the effective refractive index of the second mode. In this case, the birefringence of the polarisation converter is modified by the control element. This changes the optical length of the polarisation converter for the first mode by a different amount than the optical length of the second mode. In either case, the phase-difference accrued between the two modes can be controlled. The specific way in which the phase-difference is accrued will depend on the system, such as the material composition and the cross-sectional structure of the polarisation converter.
In the example of
A polarisation converter of a polarisation control device having a length corresponding to a quarter of a beat length means that the polarisation converter passively produces a change to a polarisation state spanning a quarter of the circumference of the Poincaré sphere-that is, without actively applying an electrical field across the polarisation converter, the polarisation state is modified by this amount. . . . The passive effect of the polarisation converter will produce a first phase-difference, and active control effects resulting from application of an electric field will produce a second phase-difference which may add to the first phase-difference or reduce the first phase-difference. It can be useful for a polarisation converter to have a propagation length which is sufficiently long that the active control of the polarisation converter can change the optical length of the polarisation converter by e.g. half a beat length to thereby change the polarisation state by half the Poincaré sphere. As a result, a polarisation converter of the polarisation control device may be multiple beat lengths long to enable this degree of active polarisation control.
Increasing the birefringence of a polarisation converter, and the change to birefringence induced by an applied voltage, can reduce the physical length of the polarisation converter required to obtain a desired phase difference (understood by a reduction in the beat length as per Equation 2), which can decrease the overall spatial footprint of the device. Increased birefringence can be achieved by provision of e.g. a multiple quantum well structure in the waveguide layer of the polarisation converter, for example, which in some examples may be sensitive to the quantum-confined Stark effect which is highly polarisation sensitive.
As described above, in examples, the first polarisation converter 100 supports a first mode with a 45-degree tilt angle and a second mode orthogonal to the first mode, thereby defining a first axis of rotation through the Poincaré sphere defined by HM1, HM2. In examples, the second polarisation converter 200 supports a third mode HM3 and a fourth mode HM4 which have different tilt angles to the first and second mode. The third and fourth modes HM3, HM4 define a second axis of rotation through the Poincaré sphere defined by HM3, HM4. Δn input state can access a greater region of the Poincaré sphere by provision of two axes of rotation, compared with just one axis of rotation.
The input state 12 has an initial state of polarisation. The input state 12 is input into the first polarisation converter 100, whereupon the acquisition of a phase difference between the first and second mode results in a rotation about the first rotational axis HM1, HM2 to produce an intermediate state of polarisation IS1, the state of light at the output of the first polarisation converter 100. A voltage V1 is applied to the first polarisation converter 100 —that is, intermediate state IS1 is reached under the condition V1C1, a voltage V1 applied to the first polarisation converter 100. Intermediate state IS1 is then coupled into third and fourth modes of second polarisation converter 200, whereupon acquisition of a phase difference between the third and fourth mode results in a rotation about the second rotational axis HM3, HM4 to arrive at an output state O5 which in this case is a linear polarisation. A voltage V1 is applied to the second polarisation converter 200—that is, output state O5 is reached under the condition V1C1, V1C2, a voltage V1 applied to the first polarisation converter 100 and a voltage V1 applied to the second polarisation converter 200. Voltages can be applied to the first and second polarisation converters 100, 200 using at least one control element, which may include an electrical contact layer. Separate control element(s) may be used to control the first and second polarisation converters 100, 200 or a common control element or plurality of control elements may be used to control both the first and second polarisation converters 100, 200.
In
In this way, different states of polarisation of an output state can be achieved for an input state by modifying the voltage applied across the first and second polarisation converters 100, 200 of the polarisation control device 10. The precise values for the voltages applied to the first and second polarisation converters, including whether the voltages are positive or negative, and the resulting change to the refractive indices and birefringence which determines the rotation about the Poincare sphere, will depend on the precise electro-optical properties of the polarisation converters being used.
By randomly varying the voltage applied to each of the first and second polarisation converter 100, 200 such that the induced phase-difference between the first and second mode, and the third and fourth mode, is randomly varied with time, the output of polarisation can be made to randomly vary with time, or in other words scrambled, thereby enabling the polarisation control device 10 to function as a polarisation scrambler. If, for example, a portion of the output light is measured, for example by weakly coupling a portion of the output mode into a separate measurement arm of the PIC, then the polarisation state of the output can be monitored. Such a measurement arm may comprise a polarisation-dependent photodetector, or use of polarisation filtering, in order to establish the polarisation state of the output. Control of the polarisation control device 10 can thereby be configured to enable arbitrary input polarisation states to be modified to a known output polarisation, enabling the polarisation control device 10 to function as a polarisation controller. By receiving appropriate control signals at the at least one control element, the polarisation control device 10 can be used as a polarisation scrambler or a polarisation controller. In other words, by modifying the control signal provided to the polarisation control device, the same combination of components can be used to realise a plurality of different functions, such as the functionality of a polarisation controller and/or a polarisation scrambler. The polarisation control device 10 may be provided with control signals from an external control system, or the polarisation control device 10 may include appropriate control circuitry to provide the control signals to the at least one control element.
The function and form of the third polarisation converter 300 in examples is substantially similar to or the same as the first and second polarisation converters 100, 200. Substantially similar, in this context, means that the structure differs only in the ways described hereafter, and the function within the context of polarisation control will be understood by the person skilled in the art to be the same as the first and second polarisation converters. The third polarisation converter 300 supports a fifth mode and a sixth mode and comprises a third cross-sectional structure (not pictured) in a plane perpendicular to a third light propagation axis 318 which determines the tilt angles, or orientations of polarisation, of the fifth mode and the sixth mode, the tilt angle of the fifth mode being different to the tilt angle of the sixth mode.
The third cross-sectional structure is different to the first cross sectional structure and the second cross-sectional structure, such that the fifth mode and the sixth mode have different orientations of polarisation to the first mode and the second mode, and different orientations of polarisation to the third mode and fourth mode. In the example of
In further examples, all three polarisation converters comprise intermediate portions sloping the in same direction, and different respective cross-sectional widths alone provide different tilt angles of the supported modes.
The third polarisation converter 300 is birefringent, so the fifth mode has a higher effective refractive index than the sixth mode. The third polarisation converter 300 has a control element, which in this example is an electrical contact layer, which is configured to, responsive to a signal, modify the effective refractive indices of the fifth mode and the sixth mode by applying a voltage across the third polarisation converter 300.
Considering the Poincaré sphere, the third polarisation converter 300 defines a third rotational axis through the fifth and sixth hybrid modes HM5, HM6. This can further enhance the range of positions on the sphere, i.e. the range of polarisation states accessible by the polarisation control device 11. It can also improve the flexibility of the device in achieving a given output polarisation state by providing another control degree of freedom. Different paths across the Poincaré sphere can be taken, using this additional degree of freedom, to a given output state.
The third polarisation converter 300 in this example supports modes with different orientations of polarisation to modes supported by the first and second polarisation converters 100, 200, but in other examples a polarisation converter device may instead include a third polarisation converter that is identical toa first polarisation converter, and permit a rotation about the same rotational axis. For example, a polarisation control device comprising a combination of polarisation converters with tilt angles of 30-degrees, 60-degrees and 30-degrees relative to e.g. TE modes can permit polarisation conversion from arbitrary input to arbitrary output polarisations. In other examples, a polarisation control device comprising a first polarisation converter having tilt angles between 20-40 degrees, for example 30 degrees, a second polarisation converter having 0-degree tilt angles (i.e. modes aligned to the TE/TM mode of the photonic integrated circuit), and a third polarisation converter having tilt angles between 50-70 degrees, for example 60 degrees, may be suitable.
In yet further examples, a 0-degree, 45-degree, 0-degree arrangement may be suitable. In such a scheme, the first polarisation converter (0-degrees) acts as a phase-shifter to TE/TM input states (and so for TE/TM input states may not be required), the second polarisation converter (45-degrees) rotates the polarisation away from TE/TM, and the third polarisation converter (0-degrees) accesses the remainder of the sphere.
Additionally, having multiple polarisation converters with redundancy between rotations offered by the polarisation converters may enable lower voltages to be applied to any individual section, if the effect of providing multiple polarisation converters is to increase the overall optical length of polarisation converters.
In yet further examples, the polarisation control device may comprise, as part of the series, a polarisation converter, or multiple polarisation converters, which lacks active control preceding, interposed between, or following the polarisation converters with active control.
The birefringence of a polarisation converter can be dependent on the voltage applied across the converter. In such a case, modification of the voltage applied to a converter does not result in the polarisation state undergoing an equatorial rotation about a rotational axis, as the accrual of phase difference is not linear with voltage. Instead, the curvature the polarisation state traces will drift. This can result in non-trivial control dynamics. Varying the cross-sectional width of each polarisation converter can introduce a birefringence which depends on propagation length within the polarisation converter. That is, at a first propagation distance within, for example, the first polarisation converter there is a first birefringence between the first and second mode, and at a second propagation distance within the first polarisation converter there is a second birefringence between the first and second mode, which is different from the first birefringence. This can be used to reduce or counteract the effect of non-linear voltage-dependent birefringence of the polarisation converter, simplifying the control dynamics and/or increasing the accuracy of polarisation control.
Additionally, the orientation of features of the cross-sectional geometries of each polarisation converter which provide for the tilted boundary conditions and hence tilted mode angles e.g. tilted intermediate portions of examples of
The polarisation converter 400 has a cross-sectional structure, described here with respect to vertical axis 116-4 and horizontal axis 114-4, each perpendicular a light propagation direction 118-4 through the polarisation convertor 400, the vertical axis 116-4 perpendicular to the horizontal axis 114-4.
The light polarisation converter 400 of
The first joining surface 120a-4 of the light polarisation converter 400 of
As a consequence of the angle of first and second joining surfaces 120a,b-4 in these examples, the light polarisation converter 400 of
The waveguide layer 108-4 of
The cross-sectional structure of the polarisation converter 400 of
Both the cross-sectional structures of the polarisation converter 400 of
The examples of
The material of which the waveguide layer 108-5 is formed is for example a crystalline material, with the angle of the first angled surface corresponding with a {111} plane of the crystalline material. The {111} notation is in accordance with the Miller index system for indicating a plane or family of planes in a crystal, as will be known to the skilled person. Such a plane may also be referred to as a crystal plane. By using an appropriate manufacturing method, e.g. with a particular etchant selective for a particular crystal plane, the angle of the first angled surface can be simply obtained.
Such an etching approach is selective so as to etch the material of the waveguide layer 108-5 without etching (or notably more slowly etching) the material forming the first and second cladding layers. Hence, to form the first angled surface 190, waveguide layer material is removed during the etching from between the first and second cladding layers, e.g. from under the second cladding layer. In examples there is therefore a region 520 between the first and second cladding layers 102-5, 130-5 where the waveguide layer 108-5 is not present.
With the first angled surface 190 of the waveguide layer 108-5 angled in this way, the polarisation converter 500 of
As for the polarisation converters 100, 200, 400, 500 illustrated in
The first cladding layer, substrate layer 102-7, comprises a first surface 170a-7 at a first position 124a-7 relative to the horizontal axis 114-7 and a second surface 170b-7 at a second position 124b-7 relative to the horizontal axis 114-7. The first surface 170a-7 (left-hand side relative to the orientation of
The second cladding layer 130-7 comprises a first surface 174-7 at a third position 124c-7 relative to the horizontal axis 114-7, and a second surface 174b-7 at the second position 124b-7 relative to the horizontal axis 114-7. The first surface 174a-7 (left-hand side relative to the orientation of
The waveguide layer 108-7 comprises a first surface 171-7 at the first position 124a-7 and a second surface 173-7 at the third position 124c-7. The first surface 171-7 of the waveguide layer 108-7 is joined to the second surface 173-7 of the waveguide layer 108-7 by a joining surface 172-7, which is substantially (within acceptable fabrication tolerances) perpendicular to each. The waveguide layer 108-7 comprises a third surface 171b-7 which is at the second position 124b-7 relative to the horizontal axis. The waveguide layer 108-7 therefore has a first cross-sectional width, defined by the distance, relative to the horizontal axis 114-7, between first surface 171-7 of the waveguide layer 108-7 and the third surface 171b-7 of the waveguide layer, and a second cross-sectional width, again defined by the horizontal distance, between the second surface 173-7 of the waveguide layer 108-7 and the third surface 171b-7 of the waveguide layer 108-7.
The first surface 171-7 of the waveguide layer 108-7 can be described as offset from the second surface 173-7. In the examples of
In the examples of
In other examples, the position of the offset surface may be different, such as either or both the first or second cladding layers having a step in their cross-sectional structure corresponding to an offset surface (thereby having two cross-sectional widths) as well as, or instead of, the waveguide layer.
The polarisation converter 700 having a waveguide layer 108-7 which has offset surfaces 171-7, 173-7 and therefore two cross-sectional widths introduces asymmetric boundary conditions which rotate the mode angles of the supported modes relative to a uniform planar waveguide layer.
Provision for tilted mode angles by geometric features of the cross-sectional structure profile per the examples illustrated by
The photonic integrated circuit 1001 comprises an optical source 80 which in this example is an integrated laser source. Light from the optical source 80 is received at the input waveguide 20 of the polarisation control device 10. In other examples, light produced by the optical source of the system may be provided to other devices of the photonic integrated circuit before being received at the polarisation control device 10. The system 1500 comprises a control system 90 configured to provide signals to the electrical contact layers 132, 232 of the polarisation converters 100, 200 of the polarisation control device 10. The control system 90 may provide these signals to electrical contact layers 132, 232 through provision of electric circuitry (not pictured) within the photonic integrated circuit. The signals provided to the electrical contact layer, in this example, determine the potential difference which is applied to the respective polarisation converter. In other examples, the signals may determine a temperature for a heating element, the heating element in contact with the polarisation converter.
The control system 90 implements a control scheme to control a functionality of the polarisation control device 10. For example, the control system 90 may implement a control scheme enabling the polarisation control device 10 to function as a polarisation scrambler, or a control scheme enabling the polarisation control device 10 to function as a polarisation controller. The output waveguide 40 of the polarisation control device 10 outputs light, the output light having a state of polarisation which can be different to the state of polarisation of input light dependent upon the polarisation control implemented by the control system 90 interfacing with the polarisation control device 10.
The photonic integrated circuit comprises, after an output waveguide 40, an optical splitter 82 which provides a portion of the output light to a photodetector 85. The photodetector 85 is polarisation-dependent, such that it is sensitive to a first polarisation of light and insensitive to a second polarisation of light. In this example, the polarisation-dependence of the photodetector 85 is an inherent property of the photodetector, but in other examples the photodetector may be polarisation-insensitive, and the provision of polarisation filters before the photodetector can enable a similar measurement of polarisation of the output light. The photodetector 85 may be used, for example, for initial characterisation of the polarisation control device 10, and so interfaces with the control system 90 in order to inform the control scheme implemented by the control system 90. The photodetector may also be used during active usage of the device in order to provide feedback to the control system 90 by measuring the output state of light. The remaining portion of the light provided by the splitter is output from an output waveguide 40b.
At item S101 of
At item S103, a required phase shift between the first and second modes is determined. This for example involves determining the phase shift required to modify the polarisation state from a first, input state to an intermediate output state of the first polarisation, according to a desired traversal path of the Poincaré sphere. Such a calculation uses knowledge of the tilt angles of the first and second modes, and therefore the rotational axis around which the Poincaré sphere will be traversed as a phase shift accrues. In general, this will involve the consideration of the polarisation conversion which will be achieved by subsequent polarisation converters, e.g. the second polarisation converter, in order to determine an overall traversal path of the Poincaré sphere realised by the polarisation control device 10. In this sense, whilst item S103 and later item S109 are presented separately, they can be considered to act together in determining how the polarisation state will be modified by the polarisation control device and may not be performed in a temporally separate manner.
In examples, item S103 may involve first determining the transfer function of the device (within fabrication tolerances). This can involve characterising the polarisation control device by providing TE mode light into the polarisation control device, and measuring the output polarisation of the device as the control voltages are swept through their respective ranges. This can enable the transfer function per section (e.g. for each constituent polarisation converter of the polarisation control device) to be calculated, which in turn can inform what polarisation conversion steps should be carried out by which polarisation converter, and hence determine the phase shift required by each polarisation converter.
In examples, item S103 may involve in-line measurement of the polarisation state at the first polarisation converter, e.g. by coupling a portion of the light away to make a polarisation measurement. In other examples, for example where the state of polarisation received by the first polarisation converter is known, or can be estimated to appropriate accuracy, item S103 may be performed without requiring measurement of the polarisation state of light. Calculations of item S103 may therefore, in some examples, take place before item S101.
At item S105, at least one first control element is controlled to shift the phase of the first mode relative the second mode according to the target phase shift calculated in item S103. In the case of the polarisation converters described in e.g.
At item S107, light is received at the second polarisation converter. This involves coupling light into the third mode and the fourth mode. This may involve directly coupling light from the first mode and second mode of the first polarisation converter into the third mode and the fourth mode of the second converter by e.g. butt coupling, or may involve coupling the light using a connecting waveguide, which may e.g. have a taper, and which receives light from the first and second mode of the first polarisation converter, and, in some examples, adiabatically transitions to couple light into the third and the fourth mode.
At item S109, the required phase shift between third and fourth mode is determined. As per item S103, this for example involves determining what phase shift is required to rotate the input polarisation state (e.g. the output state of the first polarisation converter) into the desired output state of the polarisation control device. Such a calculation uses knowledge of the tilt angles of the third and fourth mode, and therefore the rotational axis around which the Poincaré sphere will be traversed as a phase shift accrues. As described for item S103, whilst the items of S103 and S109 are shown separately in
At item S111, at least one second control element is controlled to shift the phase of the third mode relative to the phase of the fourth mode. In the case of the second polarisation converter 200 of
At item S113, light is output from the second polarisation converter. Through provision of items S105 and S111, the polarisation state of the light has been modified to a desired output state, which is output from the second polarisation converter. Similarly to item S107, this may involve first coupling light from the third and fourth mode into a connecting waveguide which e.g. adiabatically tapers to transition to mode-match with a receiving waveguide of the photonic integrated circuit.
In the example flowchart of
At item S201, a first polarisation converter is formed. In forming the first polarisation converter, a first cross-sectional structure is formed, the first cross-sectional structure being in a plane perpendicular to a first light propagation axis of the first polarisation converter. The first cross-sectional structure is configured to support a first mode and a second mode, whereby the orientation of polarisation of the first mode is different to the orientation of polarisation of the second mode. In other words, the first mode has a first tilt angle and the second mode has a second tilt angle, the first tilt angle different to the second tilt angle. The first mode has a higher effective refractive index than the second mode.
A polarisation converter and specifics of cross-sectional structure thereof may be formed by techniques known to the skilled person for fabrication of integrated photonic circuit elements, such as deposition, etching, lithography.
As the skilled person will appreciate, various techniques may be used to deposit a layer of semiconductor material in accordance with examples described herein. Such a technique may be known as a regrowth technique, for example a metalorganic vapour-phase epitaxy (MOVPE) or a molecular beam epitaxy (MBE) process may be used.
In some examples, the substrate material for a polarisation converter and/or photonic integrated circuit is InP. In some such examples, a wet etch procedure may be used in forming the polarisation control device. In some such examples, a wet etch procedure is performed using HC1: H3PO4: H2O. In some examples, a mixture of HCL, H3PO4 and H2O is selected which etches the desired material (in these examples, InP). In other examples, a mixture of HCL and H2O only is used as etchant. Performing a wet etch procedure, as described, provides an intermediate substrate surface (such as the joining surfaces 120a, 120b shown in
In examples, forming a polarisation convertor involves e.g. a dry etching procedure to remove material from either side of the structure, up to a particular depth as desired according to the intended application
At item S203, a first control element is formed. This can involve deposition of an electrical contact layer on top of the first polarisation converter, for example. In other examples, it can involve formation of a heating element on the first polarisation converter.
At item S205, a second polarisation converter is formed. In forming the second polarisation converter, a second cross-sectional structure is formed, the second cross-sectional structure being in a plane perpendicular to a second light propagation axis of the second polarisation converter. The second cross-sectional structure is configured to support a third mode and fourth mode, whereby the orientation of polarisation of the third mode is different to the orientation of polarisation of the fourth mode, and the orientations of polarisation of the third mode and fourth mode are different to the orientations of polarisation of the first mode and the second mode. The third mode has a higher effective refractive index than the fourth mode.
The second polarisation converter is formed such that an input of the second polarisation converter can receive light from an output of the first polarisation converter—that is, such that they can be arranged in series. The second polarisation converter can be formed using similar or the same techniques as the first polarisation converter.
At item S205, a second control element is formed. This can involve deposition of an electrical contact layer on top of the second polarisation converter, for example. In other examples, it can involve formation of a heating element on the second polarisation converter.
The above examples are to be understood as illustrative examples of the invention. Further examples of the invention are envisaged.
For example, an objective of obtaining a large range of polarisation control, potentially encompassing the entire Poincaré sphere, has been described thus far. However, in some examples, control encompassing the entire Poincaré sphere may not be required. For example, an application of the described polarisation control device may be to make minor polarisation modifications of unknown input polarisation states, where the input states are unknown but roughly at a certain polarisation, rather than being unknown and drawn from any possible polarisation on the Poincaré sphere. In such an example, it may only be necessary to use a plurality of closely-aligned rotational axes to perform the necessary polarisation control. Similarly, the polarisation control device, when operated in a polarisation-scrambler configuration, may not be required to generate polarisation states from the entire Poincaré sphere, but rather may only be required to generate polarisation states from a portion of the Poincaré sphere.
In various examples herein, a polarisation control device includes a waveguide layer between and in contact with a first and a second cladding layer, the first cladding layer being a substrate layer. In other examples, as will be understood by the skilled person, there may not be a second cladding layer. In such examples, the waveguide layer may only be in contact with a first cladding layer, and otherwise surrounded by e.g. air. In other examples, the first cladding layer is an additional layer disposed upon the substrate of the photonic integrated circuit. The cladding layers may comprise the same material, or have different compositions to each other, for example determined by optical performance of the polarisation converter.
The polarisation converter may be in series with an optical source, and used to control the polarisation output by the optical source. The optical source may form part of the photonic integrated circuit the polarisation control device is manufactured on, or may instead be external to the PIC and coupled into the polarisation control device.
Examples above include a control element in the form of an electrical contact layer for carrier injection or carrier depletion of the polarisation converter, such that voltage is applied across a polarisation converter. However, in other examples, carrier injection/depletion may not take place whilst a voltage is applied. In yet further examples, a different control element, e.g. a heating element, could be used instead to vary the effective refractive indices of the supported modes, or a mechanical element such as an acousto-optic modulator could instead be used as a control element of at least one control element of a polarisation control device.
In the above examples, different orientations of polarisation for the modes supported by a polarisation converter are achieved by variation of the cross-sectional width between each polarisation converter. In other examples, variation of other aspects of the cross-sectional structural geometry may instead or additionally be changed. For example, the internal angle of a sloped surface may vary between each polarisation converter to modify the tilt angles. In other examples, the relative amount of offset between portions of waveguide layers may be varied to achieve different tilt angles. In further examples still, each polarisation converter may have an entirely different cross-sectional structure to the others, e.g. according to the examples presented herein or variations thereof to vary the mode angles between the constituent polarisation converters. The cross-sectional width can thereby remain the same between each polarisation converter, as varying aspects other than the cross-sectional width of the cross-sectional structure to vary the orientations of polarisation of the supported modes can reduce or remove the requirement for tapered connecting sections and thereby reduce e.g. optical loss of the polarisation control device.
It is to be understood that any feature described in relation to any one embodiment may be used alone, or in combination with other features described, and may also be used in combination with one or more features of any other of the embodiments, or any combination of any other of the examples. Furthermore, equivalents and modifications not described above may also be employed without departing from the scope of the accompanying claims.
| Number | Date | Country | Kind |
|---|---|---|---|
| 2213523.0 | Sep 2022 | GB | national |
This application is a continuation under 35 U.S.C. § 120 of International Application No. PCT/EP2023/075335, filed Sep. 14, 2023, which claims priority to United Kingdom Application No. GB 2213523.0, filed Sep. 15, 2022 under 35 U.S.C. § 119 (a). Each of the above-referenced patent applications is incorporated by reference in its entirety.
| Number | Date | Country | |
|---|---|---|---|
| Parent | PCT/EP2023/075335 | Sep 2023 | WO |
| Child | 19080527 | US |