The phrase "a supply rate" is correct and usable in written English.
It can be used in contexts related to logistics, economics, or resource management, where it refers to the rate at which supplies are provided or distributed.
Example: "The company has established a supply rate that ensures timely delivery of materials to all its projects."
Alternatives: "a delivery rate" or "a provision rate".
In particular, we study nonlinear processes that are dissipative with respect to a supply rate quadratic in the inputs and outputs.
A function, where, with and, is called a supply rate of (2.1) if and are locally summable: for all input-output pairs and any with, satisfy.
A function (s u_{2},y_{2}):R^{3}tises R^{3}rightarrow R) is called a supply rate if it is locally integrable for all input-output pairs satisfying equation (4.3).
A time constant ratio between physicians and population therefore corresponds to a supply rate of 100%.
For the case of linear DIHS with a quadratic supply rate and a quadratic storage function, sufficient and necessary conditions of dissipativity are expressed in matrix inequalities.
For the case of linear DIHS with a quadratic supply rate and a quadratic hybrid performance functional, the corresponding sufficient conditions are changed into matrix inequalities.
This benchmark is based on an experiment performed at the Syracuse University Lava Project that involved pouring molten basalt at a constant supply rate onto a sloping plane (Dietterich et al., 2015).
For example, Strelkowa and Lässig [ 36] and Koelle et al. [ 40] raised alternative hypotheses concerning whether periodic positive sweeps in human influenza were due to a limiting supply of beneficial mutations, or by a high supply rate with competition between beneficial mutations limiting the fixation rate.
While bubble growth and detachment occurred within 2 ms at the mouth of the orifice, the waiting periods between eruptions were considerably longer at 80 100 ms for a steam supply rate of 0.99 g/s and 150 170 ms for a 0.65-g/s steam feed rate.
If the nonlinearity is dissipative with respect to a quadratic supply rate, then the linear part is designed to be dissipative with respect to a related supply rate, so that the closed loop is exponentially stable.
At the end of section, we specialize the results obtained to the case of linear DIHS with a quadratic supply rate.
