Optimisation of FDTD Simulation Speed in Various Resolutions Sample Clauses

Optimisation of FDTD Simulation Speed in Various Resolutions. ‌ In our breast imaging algorithm, the FDTD computation takes over 90% of the whole computing time. In Section 4.3, an overview of how to obtain equivalent simulation performance in different resolutions has been discussed. However, the high resolution causes an exponential increase of computational cost, in terms of grid size and iteration number. Thus, in this section, two optimisations strategies are proposed to reduce the unnecessary computation cost by adaptively reducing FDTD time step and modifying the excitation function applied in the soft source. The Gaussian modulated sinusoidal pulse is applied as the excitation of point source, w shown as E (t ) = e −( tt−t0 )2 sin(ωt ) (4.12) where t is the present time, t0 is the time at which the pulse reaches its maximum value as the delay parameter of the excitation. ω is the angular central frequency of the wide-band Nd is fixed as 750 Nd is reduced to 323 X: 1 Y: 1.058e-05 X: 427 Y: 1.058e-05 0.7 Magnitude 0.6 0.5 0.4 0.3 0.2 0.1 0 0 500 1000 1500 Time Step
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