Hi Everyone!
I was wondering if there is a way to compute the acoustic far field from an acoustic pressure collected by a line detector.
Does anyone have an answer to that?
regards
Alessandro
Hi Everyone!
I was wondering if there is a way to compute the acoustic far field from an acoustic pressure collected by a line detector.
Does anyone have an answer to that?
regards
Alessandro
Hi Alessandro,
Do you mean numerically? If so, then this would be possible using k-Wave. I'd suggest working through the examples and the k-Wave manual. After that, it should be clear how to set up a simulation with a line detector (if it's infinite, you could use a point detector in 2D).
Brad.
Hi Bradley,
I have a question regarding a PA source in 2D. I noticed that I need to place a source (say a 100 micron disc) far in the field so that I get the correct reconstructed (DAS) image from a linear array of sensors. The reconstruction becomes distorted the closer I place the source in space to the sensor array.
This makes my grid size and computation time significantly large. Is there any way to setup the simulation with the far field condition so that I can reduce the grid points between my source/receivers?
Thank you,
Marco
Hi Marco,
There is no way in k-Wave at least to directly compute the far-field without running the wave through the intervening grid points. One possibility might be to use another tool or analytical expression, and then input this into k-Wave across a plane as a Dirichlet boundary condition.
Brad.
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