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海面电磁散射回波的分形特性
Fractal Characteristic of the Signal Scattered from the Sea-Surface
【摘要】 本文引入时变分形Weistrass-Mandelbrot函数描述海面的局部动态特征,采用Kirchhoff解近似分析电磁散射场的时域分形特性,导出了海面电磁散射系数的分形模型。理论分析和试验结果表明,海面的散射回波信号保留了海面的一些分形特征,散射系数属于分形函数,其盒维数与海面的分形维数近似相等。
【Abstract】 The time-variant fractal Weistrass-Mandelbrot function is adopted to describe the regional dynamic feature of sea-surface. The time-domain property of a scattering field is analyzed by applying the Kirchhoff method, and the fractal model of the scattering coefficient from the sea-surface is reduced. Theoretical analysis and experimental results prove that the sea-scattered signal retains some fractal characteristic of the sea-surface. The results show the scattering coefficient is fractal function and its box-counting fractal dimension equal to the one of the sea profile.
- 【文献出处】 电路与系统学报 ,Journal of Circuits and Systems , 编辑部邮箱 ,2003年05期
- 【分类号】TN95
- 【被引频次】1
- 【下载频次】102