Here we present the designed fabrication of cobalt-nitrilotriacetic acid (CoHNta) CP nanoarchitectures via judiciously formulating reacting solvent and choosing cobalt precursor.
As a result, even when formulating via inequalities, there is always an optimal solution, which would satisfy the equalities as well.
Another way in which stored data can be queried is via the function formulating ad hoc (string) queries.
In an earlier work, physical systems that can be modeled under the paradigm of a serially linked mass spring system have been considered via specifically formulated inequality systems.
The stiffness equation of individual flexure hinge is established firstly, and then the stiffness of the whole mechanism is modeled via assembling stiffness matrices and formulating constraint equations.
The nonlinear equations of motion are formulated via an updated Lagrangian formulation taking the prestressed catenary equilibrium under gravity as the start configuration.
The approach is verified by designing a new pharmaceutical formulation for direct compression, using an API that was previously formulated via a wet granulated process.
The trade-off between disturbance rejection and fault sensitivity prescriptions is characterized via algebraic geometry conditions and the unknown input observer design problem is formulated via sum-of-squares (SOS) technicalities by exploiting the results of the Positivstellensatz Theorem.
The system dynamics is formulated via complex modal analysis and system complex frequencies are characterized via parametric analysis.
Water-soluble aminated MNCs (A-MNCs) were firstly formulated via the nano-emulsion method.
