sliding form - перевод на русский
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sliding form - перевод на русский

METHOD IN NONLINEAR CONTROL THEORY
Sliding mode; Sliding-mode control; Sliding mode observer; The Regular Form
  • Figure&nbsp;1: [[Phase plane]] trajectory of a system being stabilized by a sliding mode controller. After the initial reaching phase, the system states "slides" along the line <math>s=0</math>. The particular <math>s=0</math> surface is chosen because it has desirable reduced-order dynamics when constrained to it. In this case, the <math>s=x_1 +\dot{x}_1 = 0</math> surface corresponds to the first-order [[LTI system]] <math>\dot{x}_1 = -x_1</math>, which has an [[exponentially stable]] origin.

sliding form      

общая лексика

скользящая опалубка

sliding form      
скользящая опалубка
canonical form         
  • C]] arrays. Each one is converted into a canonical form by sorting. Since both sorted strings literally agree, the original strings were anagrams of each other.
STANDARD (OFTEN UNIQUE) WAY OF PRESENTING AN OBJECT AS A MATHEMATICAL EXPRESSION
Canonical sum of products form; Data normalization; Normal form (mathematics); Canonical Form; Canonical form (mathematics)
мат.
каноническая форма; канонический вид

Определение

sliding
I. a.
Slippery, uncertain, gliding.
II. n.
Lapse, falling, backsliding, transgression, fault.

Википедия

Sliding mode control

In control systems, sliding mode control (SMC) is a nonlinear control method that alters the dynamics of a nonlinear system by applying a discontinuous control signal (or more rigorously, a set-valued control signal) that forces the system to "slide" along a cross-section of the system's normal behavior. The state-feedback control law is not a continuous function of time. Instead, it can switch from one continuous structure to another based on the current position in the state space. Hence, sliding mode control is a variable structure control method. The multiple control structures are designed so that trajectories always move toward an adjacent region with a different control structure, and so the ultimate trajectory will not exist entirely within one control structure. Instead, it will slide along the boundaries of the control structures. The motion of the system as it slides along these boundaries is called a sliding mode and the geometrical locus consisting of the boundaries is called the sliding (hyper)surface. In the context of modern control theory, any variable structure system, like a system under SMC, may be viewed as a special case of a hybrid dynamical system as the system both flows through a continuous state space but also moves through different discrete control modes.

Как переводится sliding form на Русский язык