Purta un pulovăr maro, -itste căm aşă şi cravată. Şi totul, numai fiindcă încerc să fac ceva decent pentru alt poliţist. Dar nu exista nici un mar­ tor care să-l plaseze pe Verma la locul faptei sau în apropiere, şi nici dovezi criminalistice. Şi cînd, pe deasupra, m. Pos­ 6 tura: semn de vătămare cerebrală.

Good models of systems are difficult to construct and require a variety of skills from physics, electrical, mechanical and computer engineering to design and implement.

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For this process the determined mathematical models allows to: describe the mechanism of the process; simulate the behaviour; establish the control structure and strategy.

References [1] Astrom, K. Control, Dept.

Ce puţin timp e necesar pentru a trece de la încurcătură la tragedie. Doar cîteva secunde fără aer, iar creierul începe să se blocheze. Nu rămîne timp pentru luptă. Nici măcar pentru pa­ nică.

Sighişoarei, No. The reactive sputtering process has been simulated by integrating these differential equations. Linearization has been applied for classical analysis of the sputtering process and control system design. Keywords: reactive sputtering process, dynamical modeling, linearization, steady state operating point, stability.

Introduction Mathematical models may be developed along two methods: the analytical and the experimental way to get the dynamical model. Development of the analytical dynamic model does not necessarily involve any experimentation on the actual system.

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The analytically obtained dynamical model generally is a system of nonlinear differential equations. When faced with an engineering problem of a nonlinear system, the first approach usually is the linearization; in other words, trying to avoid the.

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