Sentence examples for regular and stable from inspiring English sources
The nanogold pattern has a user-defined size and density, is highly regular and stable.
Due to the composition and the surface interaction competition, it is difficult to form the regular and stable phase.
The animals receiving the PAM showed an earlier improvement in amphetamine-induced rotational behaviour compared to animals receiving FVM cells only; behaviour that appears to be more regular and stable with the GDNF-releasing PAM.
Indeed, he argued that concepts such as "heaven" in Confucianism and "karma" in Buddhism were flawed in that they were founded on the assumption that events in the world were regular and stable and could form the basis for human action.
Strips were left until spontaneous contractions became regular and stable.
This kind of arrangements maintains a regular and stable protein structure.
Their 10 year plan to end homelessness states that for many individuals, poor health status and the lack of access to regular and reliable primary and specialized health services are significant barriers to accessing regular employment and stable housing situations [ 2].
The purpose of the robust stabilization problem is to design state feedback controllers such that, for all admissible uncertainties, the closed-loop system is regular, causal and stable.
Based on the Lyapunov Kravoskii stability theory, a delay-distribution-dependent criterion is derived which guarantees the closed-loop networked discrete-time nonlinear singular system is regular, causal, and stable with a certain H∞ performance index.
By employing the Lyapunov Krasovskii approach and the free-weighting matrix technique, a delay-dependent criterion is established in terms of linear matrix inequality (LMI), which ensures the concerned system to be regular, causal and stable with an H∞ performance.
By use of the free weighting matrices and the Lyapunov Krasovskii functional, a delay-dependent sufficient condition is given in strict linear matrix inequality (LMI) format to guarantee the sliding mode dynamics to be admissible (regular, causal and stable).
