Muscle Synergies Heavily Influence the Neural Control of Arm Endpoint Stiffness and Energy Consumption
Fig 3
Reformulation of stiffness equations.
Obtaining Eq 10 requires that we transform the matrices in Eq 7. In this way, the vector can be expressed as a set of linear equations in
. These linear equations become the linear constraints for endpoint stiffness that we use to solve the quadratic programming problem to minimize energy. (•) denotes element-by-element multiplication, and Ri is the ith row of R.