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LRAUV
revA
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!! (MG, 1) simplistic (underestimates speed)
!! (MG, 2) using internal dynamic simulation
!! (RM, 2) including DVL information
!! (RM, 2) including ADCP information
simplistic
Using Dorado Control Constants
!! (RM, 2) Approximate Tethys Dynamic Control Constants
–HS (RM, 5) Tuned Tethys Dynamic Control Constants
–HS (RM, 3) Cross-track control
!! (RM, 20) Develop control algorithms that can control buoyancy and movable mass.
!! (RM, 10) Code Dynamic control that can control movable mass.
–LS (RM, 10) Code Dynamic control that can control buoyancy.
–LS (RM, 5) Dynamic Control optimizations to reduce energy usage