This disclosure relates to generation of electricity by means of photovoltaic cells and more particularly to a concentrator apparatus whereby sunlight is concentrated on an array of photovoltaic cells.
Concentrating photovoltaic apparatuses are well known in the field of electric current generation. See for instance WO2009/002281A2 published Dec. 31, 2008, inventor Jan ZUPA, disclosing a parabolic concentrating photovoltaic converter illustrated in a perspective view in present
In this field, a typical reflector assembly size is 0.75 to 10 meters in diameter, but this is not limiting. Such arrangements are generally well known in a number of variations. For instance, some mirror assemblies include a large number of small planar mirrors as described above. In other cases the minor assembly is a single reflective surface parabolic bowl. Both are well known to exhibit undesirable optical non-uniformities due to material and manufacturing variations.
There are several deficiencies with such photovoltaic concentrating apparatuses. One is that in order to minimize Ohmic (resistant) electrical losses in generating the electric current, typically a number of photocells (synonymous with photovoltaic or solar cells) are electrically connected in series to produce a higher voltage output. However, this means that all the cells have their photocurrents limited by the cell with the weakest current due to the serial arrangement. The individual photocurrents vary with the size of the active/illuminated area, the quality of the photovoltaic semiconductors in the individual cells, and the non-uniformity of the illumination which is characteristic of such concentrators due to optical non-uniformities. Note that the last is a particular problem since optical uniformity of the light beam at the focal point of the optical system is often poor.
Typically these problems, while recognized, have been addressed by developing individual optics for each photocell in the array, such as a set of lenses such as Fresnel lens or other types of lens, or by otherwise correcting the optics, that is tuning the optics individually to try to make the focal plane of the optical system as uniform and aberration-free as possible in optical terms. Of course both of these solutions involve relatively expensive optics and also make mass production difficult.
The technical problem can be characterized as imaging a circular object (the sun) on what is, in the prior art, a square solar cell array. Aspects of the present disclosure are intended to use the light beam energy more efficiently to maximize the efficiency of the solar cell array.
So the present system, referred to here as a photo-current balancing system, in some embodiments uses a photocell arrangement which complements any optical system aberrations rather than trying to eliminate such aberrations. In one embodiment, an optical system with circular symmetry is matched with a photocell array in the general shape of a circle or polygon divided into wedges, such as slices of a pie. Each wedge is one photocell. The photo-currents may be balanced by displacing the illumination centroid near the center of the pie shaped array using feedback from the array, and accordingly mechanically moving the solar cell array.
Another embodiment matches the photocell geometry to the Seidel aberrations of the optical system, that is the mirrors. The photocurrents are then balanced by adjusting, not only the centroid displacement, but also the defocus, astigmatism, and coma of the optical system by moving the solar cell array relative to the reflector (minors). This has the advantage of allowing for cost savings in constructing such a system since lower quality optics can be used without compromising system efficiency in terms of electrical current generation.
In one embodiment, the photocell array includes a plurality of triangular (wedge) shaped (in plan view) individual photocells which are otherwise of conventional construction. They are arranged like slices of a pie. Each slice (triangle) is of approximately the same surface area. The base of each slice may be curved as in a pie wedge or straight as in a triangle. The term “triangular” here generally refers to pie wedges, true triangles and similar shapes. Arranged peripherally around the central triangular shaped cells is a set of trapezoid shaped solar cells, each such trapezoidal cell having its narrower base adjacent the base of one of the triangular cells and its wider base spaced away from one of the triangular cells. Thus there is one trapezoidal cell for each triangular solar cell. In one embodiment, the trapezoidal cells are of a larger surface area than the central triangular cells since typically the light beam being provided from the optical system is less intense at the edge of the illumination spot.
Gaussian light beams are well known in optics, where the term Gaussian describes a variation in the irradiance along a line perpendicular to the direction of light beam propagation and through the center of the light beam. Typically a Gaussian beam is symmetrical about the light beam's central axis and has its greatest intensity along the axis, falling off geometrically as one moves away from the axis in both directions. For instance, the irradiance I is symmetric about the beam axis and varies radially outward from the axis (variable r) with the form:
I(r)=I0e−2r
where r1 is the quantity that defines the radial extent of the beam. This value is, by definition, the radius of the beam where the irradiance is 1/e2 of the value of the beam axis, I0. Of course this is just one example of a Gaussian beam and generally “Gaussian” here refers to the characteristic that the beam is more intense at the center than away from the center axis. Moreover, the present beam need not be Gaussian.
Moreover in addition to the layout of the solar cells, the solar cell concentrator of which the solar cell array is one component, includes a support for the solar cell array. The support includes a cooling plate (heat sink) in thermal contact with the obverse side of the solar cells. In one version, the heat sink defines a set of channels through which a cooling fluid, such as water or air, or another fluid may circulate via a conventional manifold to prevent overheating of the solar cell array, due to the intense incident light beam. Suitable conventional electrical current conductors are provided electrically in contact with the solar cells, e.g., at their outer perimeters or undersides, as is conventional. Moreover the series/parallel electrical connections of the solar cells to one another may be configured to provide optimum voltage and current output.
Detail of one of the triangular shaped solar cell is shown in
The nature and number and composition and type of the individual solar cells are not limited here. They may be any type of conventional type solar cells, such as conventional mono or poly-crystalline (wafer type) solar cells, thin film solar cells, single junction photocells, multi-junction photocells, etc. The cells in any one array need not be of the same type. Hence the nature of the solar cells in terms of their semiconductor activity and electrical output is conventional here in terms of the individual cells. While cells having the triangular or trapezoidal shapes are not believed to be commercially available, cells of such shapes may be manufactured using conventional methods. Alternatively, although care must be taken to preserve electrical contact with the cell conductors, one may obtain commercially available square or rectangular shaped cells and conventionally saw (cut) them into the requisite shapes. For instance, one square shaped cell cut along its diagonal will provide two 90° isosceles triangular cells. Such square or rectangular cells are commercially available from a variety of vendors.
Electrical conductor 46 in turn conducts the heat into the heat sink 56, which is for instance an aluminum plate of suitable size and thickness depending on the expected heat load, to absorb the heat caused by the incident light on the solar cells. It is to be understood that the amount of heat so generated may be considerable. To aid in heat dissipation, in some embodiments heat sink 56 defines a number of internal channels or conduits (not shown) for carrying a cooling fluid, such as, e.g., air, water, or lithium bromide solution. In this case tubing bundle 52 is provided for conducting the cooling fluid into and out of the heat sink 56, for instance via a conventional manifold, to a radiator or perhaps to some sort of external co-generation system to use the heat productively, e.g., to operate air conditioning or provide hot water. In this example a clearance (spacing) 48 is provided between the cooling plate 56 and the lower conductor layer 46, but this is not required.
Further, in one embodiment a “pseudo” integrating sphere is used as a light trap for any light not captured by the solar cell array. (An integrating sphere is a hollow sphere coated internally with a reflective and diffusing material.) Here the pseudo integrating sphere traps the light and converts it to heat. The heat is transferred to the heat sink 56 with which the sphere is in thermal contact, for improved efficiency.
The absolute and relative size (surface area) of each cell is selected in some embodiments according to particular goals, as explained hereinafter. In one embodiment, the active surface area which in turn determines their current output is adjusted during design or construction of the apparatus to match the expected or measured non-uniformity of illumination in terms of local variations in the intensity of the incident light beam from the reflector assembly. It is known that both imaging and non-imaging solar collectors typically produce non-uniform illumination, which is more intense at the central region than along its periphery. So, as shown in
Ideally, the beam intensity should be flat, uniform and balanced across the cell array. As described above, at best in reality the light beam when incident upon the photo cell array has a semi-Gaussian profile in terms of its spot intensity. However generally even this will not be achieved. More likely the beam will exhibit a rather irregular profile due to optical irregularities inherent in the reflector assembly. In general what is referred to here as “beam flattening” is desirable. This means that the beam exhibits approximately the same intensity across its diameter. While difficult to achieve, this is the goal.
One way to minimize this irregularity and achieve a more uniform beam intensity profile is to use hexagonal minors instead of the conventional square (e.g., 1 cm to 2.54 cm square) minors in the reflector assembly. Moreover it has been found it is preferred to use a large number of relatively small mirrors as described above, such as about one inch square (2.54 cm) in size. This is not limiting.
Another technique as shown in
Fourier transform optics are well known in the optical field. It is well known that if a transmissive object is placed one focal length in front of a lens, then its Fourier transform image will be formed one focal length behind the lens. This uses the lens as effectively a low pass plane wave filter. Generally the lens passes, from the object plane over on to the image plan, only that portion of the radiated spherical wave (light beam) which lies inside the edge angle of the lens.
Suitable Fourier transform lenses for lens assembly 70 are commercially available from vendors such as Control Optics in various diameters, for instance up to 235 mm in diameter. Typically these Fourier lenses are long focal length diffraction limited performance lenses that expand or reduce the optics input (light beam) without introducing any errors into the light beam. They are typically lens doublets (two lenses) in a single frame with a tilt adjustment provided. They are typically air spaced and ideally free of any aberration or a stigmatism. Such lenses are available for incoherent optics such as in the solar light collection technology of interest here. They are widely used for the beam transfer. In this case the exit aperture of the second Fourier lens is smaller than the entrance aperture of the first Fourier lens, producing a collimating effect on the light beam. It is expected here that in a typical example where the reflector assembly is approximately 1.2 meters in diameter, it will provide a two inch (50 mm) diameter light beam or somewhat larger. This would call for an approximately 50 mm diameter Fourier transform lens. This example is not limiting. Note that here some of the light beam energy is lost to improve beam profile uniformity.
Instead of the lens 70 shown in
So rather than each optical fiber being straight and of uniform length, some of the fibers may be interleaved with one another within their enclosure and also be of different lengths. That is, in terms of length some are shortened relative to others to match the wavefront of the incident light beam from the reflector assembly. The interleaving (braiding or twisting) is from the perspective of the incident light beam also, so as to disperse the outgoing light onto the cell array at different points than would be the case with the beam as incident on the optical fiber bundle. Again, the goal is to flatten the beam intensity profile when it reaches the solar cell array. This provides a spatial smoothing effect. The shortening and/or interleaving of selected ones of the fibers is done when the solar concentrator assembly is assembled, to even out the intensity of the light beam profile. That is, each optical fiber 80 will intercept a portion of the incident light beam. The interleaving and shortening are introduced by a technician in individual optical fibers during assembly of the solar concentrator to ensure that the overall beam intensity is relatively even across its entire diameter, thus achieving the above described beam flattening effect. This thereby “tunes” each individual solar concentrator since it is anticipated that minor manufacturing tolerances will result in the undesirable beam irregularities described above in addition to the problem of solar flares and spots.
In order to determine which fiber is to be shortened, the technician takes an interferometric image of the reflector (using an interferometer and a camera), and then examines the interference patterns/contours of the image, and thus of the reflector. The data enables the technician to determine which fibers need to be shortened and by how much to match the beam wavefront. Once the technician knows which fibers to shorten, he takes the bundle head and etches off the fibers that need to be shortened with a polisher. The entire process can be done automatically using a polishing system with feedback.
It has been found that in some embodiments, relatively random interleaves and shortening of the individual optical fibers 80 achieve a similar result as a more carefully tuned individual fiber tuning approach. Note that there may be hundreds of fibers in the bundle depending on the fiber and beam diameters.
Instead of the lens 70 shown in
Other improvements are introduced here in the reflector assembly. As described above, in some embodiments these reflectors are a large number of small minors mounted on a parabolic support structure. It has been found that it is desirable to use mirrors which have a reflection coating or coatings to reflect both visible and infra-red light. Note that most solar cell assemblies now are intended to reflect and convert to electricity light in the visible spectrum. However at least some solar cells are also sensitive to infra-red light and by providing a suitable reflective coating on the minors one can collect infra-red light into the beam and project it onto the solar cells for higher energy conversion yields. An exemplary single coating to reflect both kinds of light is aluminum oxide; alternatively several layers of coatings can be used.
Also it has been found that a large number of relatively small mirrors as described above provides an advantageous low pass filtering effect adding to the above-described beam flattening effect.
The parabolic support for the reflector assembly as described above typically may be conventionally fabricated from metal, fiberglass, or similar materials. However as an alternative glass may be used as the support material. This glass is, e.g., laminated or tempered glass of the type for instance use in automobile windshields or windows, but of course need not have the same amount of mechanical strength since its only function is to support the relatively small minors. For instance, in one embodiment the parabolic support consists of a lamination of approximately 1 to 2 mm thick layer of glass laminated to a second 1 to 2 mm thick layer of glass by an intervening 0.5 to 1 mm thick layer of laminate where the reflection coating may be applied to the laminate. So the reflection coating is applied on the side facing the sun. Both the reflection coating and the lamination material are sandwiched between the two layers of glass which protects the reflection coating from the environment.
Since for instance automobile windshields and windows are produced in very large quantities by conventional molding, a similar process would substantially reduce the cost of fabricating the support while providing a reflector support which has an exact degree of parabolic curve and is relatively thermally stable and hence minimizes optical aberrations. Moreover, special geometries and curvatures can be applied to the glass to fit the geometry of square detectors. For example, a curved windshield type glass with equal straight sides of about 33 cm is suitable for matching the beam and concentrating it onto square detectors. (The 33 cm dimension is just as an example.) This could be used instead of a bowl type reflector.
In yet another aspect, in the solar cell array of
This disclosure is illustrative and not limiting; further modifications will be apparent to those skilled in the art in light of this disclosure and are intended to fall within the scope of the appended claims.
This application claims priority to U.S. Provisional Applications No. 61/199,769, filed Nov. 20, 2008, and 61/200,453, filed Nov. 28, 2008 incorporated herein by reference in their entirety.
Number | Date | Country | |
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61199769 | Nov 2008 | US | |
61200453 | Nov 2008 | US |