文件名称:APS-MAG-Oct-1999
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The theoretical foundation for the study of deterministic
hctal arrays is developed in Section 3 of this article. In particular,
a specialized pattern-multiplication theorem for fractal arrays is
introduced. Various types of fractal array configuration are also
considered in Section 3, including Cantor linear arrays and
Sierpinski carpet planar arrays. Finally, a more general and systematic
approach to the design of deterministic fractal arrays is
outlined in Section 4. This generalized approach is then used to
show that a wide variety of practical array designs may be recursively
constructed using
hctal arrays is developed in Section 3 of this article. In particular,
a specialized pattern-multiplication theorem for fractal arrays is
introduced. Various types of fractal array configuration are also
considered in Section 3, including Cantor linear arrays and
Sierpinski carpet planar arrays. Finally, a more general and systematic
approach to the design of deterministic fractal arrays is
outlined in Section 4. This generalized approach is then used to
show that a wide variety of practical array designs may be recursively
constructed using
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APS MAG Oct 1999.pdf
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