The set of all stabilizing controllers of a given low order structure that guarantee specifications on the gain margin, phase margin and a bound on the sensitivity corresponds to a region in n-dimensional space defined by the coefficients of the controllers. For several practical criteria defined in the paper it is shown that the optimal controller lies on the surface of that region. Moreover, it is shown how to reduce that region to avoid actuator saturation during operation
Power sum is one of the interesting topics in number theory where its application in other sciences ...
This paper aims to provide a new general explicit polynomial solution on power sums of consecutive p...
In this paper, we study the properties of normal self-adjoint operators. We concentrate on some of t...
The set of all stabilizing controllers of a given low order structure that guarantee specifications ...
Starting from an inequality presented by professor A. Lupas (1973), which shown that the intermediat...
This paper proposes a method for the design of predictive controllers for nonlinear systems. The met...
Sliding Mode Control (SMC) used to control the stability of a quadcopter from disturbances and uncer...
Depth cues are known to be useful for visual perception. However, direct measurement of depth is oft...
In minimal leptoquark (LQ) models, the $R_2$ and $S_1$ can be the solution to the $(g-2)_{\mu}$ anom...
The application, timing, and duration of lockdown strategies during a pandemic remain poorly quantif...
This work focuses on a class of positive linear operators of S–Szasz type; we establish some direct ...
The Phonon dispersion curves of liquid Ni near its melting temperature have been investigated using ...
The paper deals with the problem of determining the divisibility criteria for any naturalnumber. An ...
Let I be an ideal of a commutative Noetherian local ring R, M and N two finitely generated modules. ...
In this paper, we show the validity of the method of upper andlower solutions to obtain an existence...
Power sum is one of the interesting topics in number theory where its application in other sciences ...
This paper aims to provide a new general explicit polynomial solution on power sums of consecutive p...
In this paper, we study the properties of normal self-adjoint operators. We concentrate on some of t...
The set of all stabilizing controllers of a given low order structure that guarantee specifications ...
Starting from an inequality presented by professor A. Lupas (1973), which shown that the intermediat...
This paper proposes a method for the design of predictive controllers for nonlinear systems. The met...
Sliding Mode Control (SMC) used to control the stability of a quadcopter from disturbances and uncer...
Depth cues are known to be useful for visual perception. However, direct measurement of depth is oft...
In minimal leptoquark (LQ) models, the $R_2$ and $S_1$ can be the solution to the $(g-2)_{\mu}$ anom...
The application, timing, and duration of lockdown strategies during a pandemic remain poorly quantif...
This work focuses on a class of positive linear operators of S–Szasz type; we establish some direct ...
The Phonon dispersion curves of liquid Ni near its melting temperature have been investigated using ...
The paper deals with the problem of determining the divisibility criteria for any naturalnumber. An ...
Let I be an ideal of a commutative Noetherian local ring R, M and N two finitely generated modules. ...
In this paper, we show the validity of the method of upper andlower solutions to obtain an existence...
Power sum is one of the interesting topics in number theory where its application in other sciences ...
This paper aims to provide a new general explicit polynomial solution on power sums of consecutive p...
In this paper, we study the properties of normal self-adjoint operators. We concentrate on some of t...