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Uncertainty quantification and sensitivity analyses are a vital component forpredictive modeling in the sciences and engineering. The adjoint approach tosensitivity analysis requires solving a primary system of equations and amathematically related set of adjoint equations. The information contained inthe equations can be combined to produce sensitivity information in acomputationally efficient manner. In this work, sensitivity analyses areperformed on systems described by flux-limited radiative diffusion using theadjoint approach. The sensitivities computed are shown to agree with standardperturbation theory, and can be obtained in significantly less computationaltime.

Adjoint-based Sensitivity Analysis for High-Energy Density Radiaitive Transfer using Flux-Limited Diffusion