Backscattering From Randomly Placed Dirichlet Particles

<strong>Summary:</strong> A simulated data set of backscattered waves, governed by the 2D wave equation, from randomly placed Dirichlet particles. The particles are circular with 0.2 &lt; radius &lt; 2.0 and 1% &lt; volume fraction &lt; 20%. The incident wave is of the form e^{i k (x - x_R - t)} where the particles are placed in the halfspace x&gt;0 and the backscattering is emitted and received at (x_R, 0) with x_R = -10.0. The data named bunny and bunnytest is for incident waves with 0 &lt; k &lt; 1 (where the term e^{- i k t} factors out). The data named train and test is for incident waves of the form e^0.1^{(x - xR - t)^2}, with 9.5 &lt; t &lt; 98. <strong>Format:</strong> An example of how to use the data is given in [4]. To load the data requires the packages [1] and [2] in the language Julia v0.5&gt; [3]. When using load(filename) the data will automatically be loaded as an array of type FrequencySimulation or of type TimeSimulation. [1] https://github.com/jondea/MultipleScattering.jl [2] https://github.com/JuliaIO/JLD.jl [3] https://julialang.org/ [4] https://github.com/gowerrobert/MultipleScatteringLearnMoments/tree/master/examples