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The pressures are computed from the relationships P A o = (V A o − V s A o ) / C A o P A = V A / C A P V = (V V − V s V − V V 01 ) / C V, (16 ) in which venous compliance is simulated using a linear formulation of stress relaxation similar to that used for the aorta.
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If a sparse representation for plenoptic functions can be developed that exploits these geometric constraints, then it may be possible to recover plentopic functions from incomplete, random measurements using a linear problem formulation and recovery algorithms such as (1) or (2).
We approach this problem using a linear programming formulation.
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Using a linear viscoelastic finite element model, we implement a corresponding time-dependent adjoint sensitivity formulation.
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