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This paper presents a bacterial foraging technique for determining the optimal parameters of a PID controller to control the stability of a five degrees-of-freedom (DOF) two-wheeled machine (TWM) developed by Goher [22].
We propose a mathematical model that can control the stability of an unstable system.
They function mainly post-transcriptionally to control the stability or translation of their target messenger RNAs.
A critical step to control the stability of inorganic nanoparticles lies in their surface modification and functionalisation [30, 31].
The asphaltenes to resins ratio is one of the key parameters that control the stability of asphaltenemisceles in crude oils.
It has been shown that many different parameters control the stability of USY zeolites in the hydroisomerisation of n-C7.
Thus, we can control the stability interval by sensitive parameters which have important implications for practical applications.
A typical motivation is that one wishes to control the stability of the dynamical system ż=A x z.
In order to control the stability of the inversion process, the system should be regularised and a smooth solution should be sought.
The slope geometry and the geo-mechanical strength of dump materials mostly control the stability of the dump [7, 19, 42].
The scalar scaling parameter (alpha in {mathbb {R}}_) is used to control the stability (i.e., to avoid the explosive growth) of the dynamic process.
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