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Electrotehnică şi teoria câmpului electromagnetic: îndrumar de lucrări de laborator. Front Cover. Camelia Petrescu (inginer.) Venus, – pages. Camelia Petrescu, Technical University of Iasi, Electrotehnica Department, Faculty Member. Studies Information Technology, Optimization (Mathematics), and. Camelia PETRESCU. Alecsandru Simion. Prof. PhD. Alecsandru SIMION. received the and Ph.D. degrees in electrical engineering from the Technical .

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Concepts and fundamental equations in Thermodynamics with Finite Speed

These concepts are based on the idea that any propagation of the interaction in the thermodynamic systems of finite dimensions is achieved by finite speeds: Materials Science and EngineeringVolumeNumber electrothnica. Any further distribution of this work must maintain attribution to the author s and the title of the work, journal citation and DOI. Emotional intelligence and typesofhostilityamongnursestudents.

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Aplicaii informatice n practica logoterapeutic, in. This paper is limited to Irreversible Processes with Finite Speed, without taking into account the Friction and Throttling effects. Programe electrotehinca in dislalie. Cteva idei simple i practice12pentruceicare lucreazcucopiiicuautism ipentrupriniiacestorcopii, inLogopedieStrategiiterapeutice n corectarea tulburrilor de limbaj, Volum petescu coordonat de I.

Camelia Petrescu – Electrotehnica Documents. This paper presents the basic concepts and fundamental equations of the Thermodynamics with Finite Speed TFS resulted by the systematically study of the thermal reciprocating machine in relation with the piston finite speed and thermal molecular speed measured in the considered thermodynamic system.


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A specific approach scheme of calculation for non-equilibrium irreversible thermodynamic processes is developed within TFS in order to find the fundamental equations appropriate for Optimizing Efficiency or COP and Power petrsscu thermal reciprocating machines. ISI, IF 1, http: Mircea Ctlin Dru, Soponaru, C.

Analytical equations for all 5 irreversible thermodynamic processes in gases isometric, isothermal, isobaric, adiabatic, polytropic are deduced by integration of the combined First and Second Laws equation for processes with Finite Speed.

Onsager L Phys Rev a 37 Crossref.

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