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The aim of this work was to evaluate the performance (in terms of protein, carbohydrate and lipid content and productivity) of selected Chlorella strains grown under conditions devised to reduce operational costs and increase the sustainability of the cultivation process.
However, under the in vitro conditions devised so far, even the oocytes reaching full growth rarely acquire complete meiotic maturation and fertilizability and never the capacity to support embryo developmental after fertilization.
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Optimality conditions are derived and a two-step optimization method using the optimality conditions is devised.
These boundary conditions are devised based on the properties of energy stability and reduction consistency.
The existence of positive periodic solutions conditions is devised by using the coincidence degree theory and some analysis methods.
Also the penalty scheme for the enforcement of the boundary and frictional contact conditions is devised and the reshaping of nodal supports is introduced to avoid the difficulties due to the severe local deformation near the contact interface.
In the present study, carried out in the setting of elasticity, another option is explored: the geometry of the interphase is left intact, and conditions are devised for the displacements and tractions pertaining to the media adjacent to the interphase and evaluated at both sides of it such that they will simulate the presence of the interphase.
Separate experimental conditions were devised for whole tissue sample and single-cell/early embryo analyses.
An exact non-reflecting boundary condition is devised for use in solving the reduced wave equation in an infinite domain.
Additionally, a boundary condition is devised for the application of fully developed flow properties at the exit plane.
A delay-dependent stability condition is devised in terms of a matrix inequality by using the free-weighting matrix approach.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com