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Development and optimization of a spline-based Hugoniot for unreacted equations of state

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Parametric forms, such as linear and quadratic fits, are common for fitting a Hugoniot curve to shock data. However, these forms only admit certain shape features and may exclude a… Click to show full abstract

Parametric forms, such as linear and quadratic fits, are common for fitting a Hugoniot curve to shock data. However, these forms only admit certain shape features and may exclude a better fit. Thus, a semiparametric Hugoniot curve was developed with cubic b-splines to allow more flexibility in fitting the shock data. A genetic algorithm that respects convexity constraints performed the optimization to fit the model to experimental data. In two cases with artificial data, the spline Hugoniot model resulted in close agreement with the known truth. Finally, a spline Hugoniot was fit to existing shock, pop plot, and overdriven data for a triaminotrinitrobenzene (TATB)-based explosive LX-17 [92.5% TATB and 7.5% Kel-F (polychlorotrifluoroethylene) binder by weight] and obtained a close fit.

Keywords: hugoniot; optimization spline; spline based; optimization; development optimization

Journal Title: Journal of Applied Physics
Year Published: 2021

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