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In the GRW/Pearle collapse models, wave functions represent the most exhaustive, complete specification of states of individual systems.
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In the past 10+ years, the LOEM hydrodynamic model, sediment model, wind wave model, toxic model, and water quality model have been calibrated, verified, and validated.
Both unique positive and negative magnetoresistance (MR) phenomena were observed in these polymer nanocomposites (PNCs) and theoretically analyzed by two different models (wave-function shrinkage model for positive GMR vs. forward interference model for negative GMR).
I was able to achieve the general shape but not the size of the model wave forms of the American English sounds in Pronunciation Power.
For teletsunamis, as scientific information (forecast model wave heights, first-wave arrival times, etc).
They have been used to model wave propagation in cortical slices [31, 32] and in vivo [33].
The scaled boundary finite element method is employed to model wave propagation in the near field.
The results show that space time discontinuous Galerkin method is successful in modelling wave propagation in FGMs and layered materials.
It was found that the Weibull distribution is better fitted to the measured and modeled wave data.
The use of the NLSW equations to model wave overtopping is computationally efficient and practically flexible, though the detailed structure of wave breaking is of course ignored.
Many researchers have successfully used infinite boundary elements to model wave propagation problems on far-end boundary (Valliappan and Zhao 1992, etc).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com