Fractal loop antenna

Information

  • Patent Grant
  • 6300914
  • Patent Number
    6,300,914
  • Date Filed
    Thursday, August 12, 1999
    25 years ago
  • Date Issued
    Tuesday, October 9, 2001
    23 years ago
  • Inventors
  • Original Assignees
  • Examiners
    • Wong; Don
    • Tran; Thuy Vinh
    Agents
    • Rossi & Associates
Abstract
A reduced size wideband antenna operates at multiple frequency bands. The antenna is formed from a plurality of fractal elements either cascade connected, series connected or parallel connected. The fractal elements of the antenna structure repeat a specific geometric shape.
Description




FIELD OF THE INVENTION




This invention relates in general to reduced size broadband antennas for wireless communication systems and other wireless applications. More specifically, the invention relates to a fractal loop antenna that includes a plurality of fractal elements. The fractal elements are connected either in cascade, series or parallel.




BACKGROUND OF THE INVENTION




Wideband antennas for wireless low frequency band reception are well known in the art. With the advance of new generation of wireless communication systems and the increasing importance of other wireless applications, low profile wideband antennas are in great demand in both commercial and military applications. Multi-band and wideband antennas are desirable for personal communication systems, small satellite communication terminals, and other wireless applications. Wideband antennas also find applications in Unmanned Aerial Vehicles (UAVs) when they are embedded into the airframe structure, in Counter Camouflage, Concealment and Deception (CC&D), Synthetic Aperture Radar (SAR), and Ground Moving Target Indicators (GMTI).




Traditionally, wideband antennas in wireless low frequency band can only be achieved with heavily loaded wire antennas, which means that a different antenna is needed for each frequency band. As a result, these antennas are large in size and they are cumbersome and bulky for personal mobile use. It would therefore be desirable to provide an antenna structure that overcomes the deficiencies of conventional antenna structures.




SUMMARY OF THE INVENTION




The present invention provides a reduced size wideband antenna, in which a single compact antenna structure operates at multiple frequency bands. The antenna is composed of a plurality of fractal elements, each of which repeats a specific geometric shape. The fractal elements can be formed in the same plane or formed in multiple planes to provide a three dimensional antenna structure.











BRIEF DESCRIPTION OF THE DRAWINGS




The invention will now be described with reference to certain preferred embodiments thereof and the accompanying drawings, wherein:





FIG. 1

illustrates a cascade connecting multiple fractal loop antenna in accordance with the present invention;





FIG. 2

illustrates a fractal loop antenna in accordance with the invention with folded side elements;





FIG. 3

illustrates a fractal loop antenna in accordance with the invention with elements folded to provide a three dimensional antenna structure;





FIG. 4

illustrates a simple two fractal element antenna in accordance with the invention;




FIGS.


5


(


a


) and (


b


) illustrate the input impedance of the antenna illustrated in

FIG. 4

over a desired frequency bandwidth;




FIGS.


6


(


a


), (


b


) and (


c


) illustrate the radiation patterns for the antenna illustrated in

FIG. 4

at a frequency of 1 GHz;




FIGS.


7


(


a


), (


b


) and (


c


) illustrate the radiation patterns for the antenna illustrated in

FIG. 4

at a frequency of 2 GHz;




FIGS.


8


(


a


), (


b


) and (


c


) illustrate the radiation patterns for the antenna illustrated in

FIG. 4

at a frequency of 3 GHz;





FIG. 9

illustrates a series connected multiple fractal loop antenna in accordance with the invention;




FIGS.


10


(


a


) and (


b


) illustrate the input impedance of the antenna illustrated in

FIG. 9

over a desired frequency band;




FIGS.


11


(


a


), (


b


) and (


c


) illustrate the radiation pattern of the antenna illustrated in

FIG. 9

at a frequency of 10 MHz;




FIGS.


12


(


a


), (


b


) and (


c


) illustrate the radiation pattern of the antenna illustrated in

FIG. 9

at a frequency of 100 MHz;





FIG. 13

illustrates a parallel connected multiple fractal loop antenna in accordance with the invention;





FIG. 14

illustrates a parallel connected multiple fractal loop antenna with folded sides in accordance with the invention;





FIG. 15

illustrates a cube shaped three dimensional fractal antenna in accordance with the invention;





FIG. 16

illustrates a three dimensional fractal antenna in accordance with the invention;





FIG. 17

illustrates a three dimensional fractal antenna that utilizes spiral loops in accordance with the invention; and





FIG. 18

illustrates a three-dimensional folded wire loop antenna in accordance with the invention.











DETAILED DESCRIPTION OF THE PREFERRED EMBODIMENTS




Benoit B. Mandelbrot investigated the relationship between fractals and nature using the discoveries made by Gaston Julia, Pierre Fatou and Felix Hausdorff, see B. B. Mandelbrot,


The Fractal Geometry of Nature.


San Francisco, Calif.: Freeman, 1983, and showed that many fractals existed in nature and that fractals could accurately model some phenomenon. Mandelbrot introduced new types of fractals to model more complex structures like trees or mountains. By furthering the idea of a fractional dimension, Mandelbrot coined the term fractal, and his work inspired interest and has made fractals a very popular field of study.




Mandelbrot defined a fractal as a rough or fragmented geometric shape that can be subdivided in parts, each of which is approximately a reduced-size copy of the whole. A more strict mathematical definition is that a fractal is an object whose Hausdorff-Besicovitch dimension strictly exceeds its topological dimension.




Most fractal objects have self-similar shapes although there are some fractal objects that are hardly self-similar at all. Most fractals also have infinite complexity and detail, thus the complexity and detail of the fractals remain no matter how far an observer zooms-in on the object. Also, the dimensions of most fractal elements are a fraction of dimensions of the whole object.




In the present invention, the concepts of fractals is applied in designing antenna elements and arrays. Most fractals have infinite complexity and detail, thus it is possible to use fractal structure to design small size, low profile, and low weight antennas. Most fractals have self-similarity, so fractal antenna elements or arrays also can achieve multiple frequency bands due to the self-similarity between different parts of the antenna. Application of the fractional dimension of fractal structure optimizes the gain of wire antennas. The combination of the infinite complexity and detail plus the self-similarity which are inherent to fractal geometry, makes it possible to construct smaller antennas with very wideband performance. A fractal loop antenna is about 5 to 10 times smaller than an equivalent conventional wideband low frequency antenna.




Referring now to

FIG. 1

, a cascade connected multiple fractal loop antenna


10


in accordance with the invention is illustrated that includes a first substantially square shaped fractal element


12


that is coupled to a second substantially square shaped fractal element


14


via connection paths


16


. The second substantially square shaped fractal element


14


is also connected to a third substantially square shaped fractal element


18


via connection paths


20


. The pattern of interconnected fractal element continues with the third substantially square shaped fractal element


18


being connected to a fourth substantially square shaped fractal element


22


via connection paths


24


. The pattern can be repeated indefinitely based on the number of loops desired to provide multi-band or ultra-wideband operation.




In addition, modifications of the basic embodiment illustrated in

FIG. 1

are possible. In

FIG. 2

, the sides of two square fractal elements


26


,


28


are folded in the same plane as the fractal elements


26


,


28


to form a sawtooth pattern. In

FIG. 3

, the sides of four fractal elements


30


,


32


,


34


,


36


are folded in a plane perpendicular to the plane of the four fractal elements


30


,


32


,


34


,


36


, to form a three dimensional sawtooth pattern. Combinations of the illustrated variations are also possible.





FIG. 4

illustrates a simple two fractal element antenna


38


including a first substantially square fractal element


40


having sides L


3


, L


4


that are ten centimeters in length. A gap L


5


of a length of two centimeters is provided on one side of the fractal element


40


, and connection paths


42


connect the first fractal element


38


to a second substantially square fractal element


44


having sides L


1


, L


2


that are eighteen centimeters in length. The input impedance of the antenna


38


over a desired frequency bandwidth is illustrated in FIGS.


5


(


a


) and


5


(


b


). The radiation pattern for the antenna


38


at a frequency of 1 GHz is shown in FIGS.


6


(


a


), (


b


) and (


c


), at a frequency of 2 GHz is shown in FIGS.


7


(


a


),(


b


) and (


c


), and at a frequency of 3 GHz is shown in FIGS.


8


(


a


), (


b


) and (


c


).




It will be understood that a variety of manufacturing techniques can be employed to manufacture the illustrated antenna structures. For example, the fractal elements can be formed of a patterned metal layer placed on a substrate, wherein the patterned metal layer can be cut from a solid sheet or deposited by various deposition techniques. Deposition techniques are commonly employed to form micro-patch antenna structures. Alternatively, the fractal elements can be formed of wire or other self supporting conductive materials.




Referring now to

FIG. 9

, a series connecting multiple fractal loop antenna


46


is shown including a first spiral type fractal element


48


, including a plurality of rectangular loops, located in a first plane that is coupled to a second spiral type fractal element


50


(indicated by dashed lines), including a plurality of rectangular loops, located in a second plane by connection paths


52


. The input impedance of the antenna


46


over a desired frequency band is illustrated in FIGS.


10


(


a


) and (


b


). The radiation pattern of the antenna


46


at a frequency of 10 MHz is shown in FIGS.


11


(


a


), (


b


) and (


c


), and at a frequency of 100 MHz is shown in FIGS.


12


(


a


), (


b


) and (


c


).




Referring now to

FIG. 13

, a parallel connected multiple fractal loop antenna


54


is shown having a number of fractal elements


56


that are parallel connected by connection paths


58


. As with the prior embodiments discussed above, the loops of the fractal elements


56


can be folded in the same plane, as shown in

FIG. 14

, or folded to form a three dimensional structure.




Still further embodiments are possible.

FIGS. 15

,


16


,


17


and


18


illustrates various examples of three dimensional fractal antennas. In

FIG. 15

, a fractal antenna structure


60


is formed in an overall cube shape. In

FIG. 16

, a fractal antenna


62


has a generally square shape when viewed from above. In

FIG. 17

, a fractal antenna


64


is composed of a plurality of fractal elements in the form of spirals or helical wires. In

FIG. 18

, a fractal antenna


66


incorporating a folded wire loop is illustrated. In practice, multiple folded wire loops would be employed, but are not shown for the sake of simplicity.




The invention has been described with reference to certain preferred embodiments thereof. It will be understood, however, that modification and variations are possible within the scope of the appended claims. For example, the fractal antenna and its loops may be formed in any desired geometric shape or configuration.



Claims
  • 1. A fractal antenna comprising:a plurality of fractal elements, wherein each of the fractal elements is of a different dimensional size and wherein the sides of each of the fractal elements are folded in a same plane of the fractal element to form a sawtooth pattern; and connection means for connecting the fractal elements in one of a cascade connection, a series connection and a parallel connection.
  • 2. A fractal antenna as claimed in claim 1, wherein each fractal element is also folded in a plane perpendicular to the same plane as the fractal element.
  • 3. A fractal antenna comprising:a plurality of fractal elements, wherein each fractal element is a three dimensional element of a different dimensional size; and connection means for connecting the fractal elements in one of a cascade connection, a series connection and a parallel connection.
  • 4. A fractal antenna as claimed in claim 3, wherein each fractal element comprises a sprial or helical geometric shape.
  • 5. A fractal antenna as claimed in claim 3, wherein each fractal element comprises a folded wire loop, wherein each loop includes a plurality of loop elements oriented in a plane perpendicular to a main plane of the folded wire loop.
  • 6. A fractal antenna as claimed in claim 3, wherein each fractal element comprises a generally square geometric shape, wherein first and second corners of each fractal element are in a first plane and third and fourth corners of each fractal element are in a second plane that is parallel to the first plane.
  • 7. A fractal element as claimed in claim 6, wherein the first and second corners are opposite to one another and the third and fourth corners are opposite to one another.
US Referenced Citations (8)
Number Name Date Kind
3534372 Scheurecker et al. Oct 1970
4595930 Fisher, Jr. Jun 1986
5006858 Shirosaka Apr 1991
5929825 Niu et al. Jul 1999
6043792 Finlayson Mar 2000
6104349 Cohen Aug 2000
6140975 Cohen Oct 2000
6166694 Ying Dec 2000
Foreign Referenced Citations (1)
Number Date Country
WO9925044 May 1999 WO
Non-Patent Literature Citations (6)
Entry
D. Werner et al., “Fractal Constructions of Linear and Planar Arrays”, 3/97, pp. 1968-1971, 1997 IEEE.
D. Jaggard et al., “Cantor Ring Arrays”, 2/98, pp. 866-869, 1998 IEEE.
C. Puente et al., “Variations on the Fractal Sierpinski Antenna Flare Angle”, 2/98, pp. 2340-2343, 1998 IEEE.
Nathan Cohen, “Fractal Antenna Applications in Wireless Telecommunications”, 8/97, pp. 43-49, 1997 IEEE.
Manfred Schroeder, “Fractals, Chaos, Power Laws”, pp. 7-13, W.H. Freeman & Co.
X. Yang et al., “Fractal Antenna Elements and Arrays”, 5/99, pp. 34-46, Applied Microwave & Wireless, vol. 11 No. 5.