Digitalna platforma ima za cilj da konkretne inovacije i tehnološka rešenja, proizvedena od strane akademske i istraživačke zajednice, učini dostupnim privatnim kompanijama. Ovo je usluga za automatsko preuzimanje, sinhronizaciju, sortiranje i prikazivanje informacija sa velikih naučnih platformi kao što su Academia.edu, Google Scholar ili Researchers Gate sa platforme EmpowerHR4Inno. Platforma se inicijalno fokusira na prioritetne sektore, prehrambenu industriju, zdravstveni turizam, horizontalni IT prioritet i nacionalno proizvedena rešenja sa tendencijom daljeg razvoja. Sljedeće informacije se mogu naći:
  • Biblioteka kurseva sa objavljenim podsadržajem VoS-a, rezultatima, drugim rešenjima i digitalnim alatima i HR modelima;
  • Skup funkcija koje omogućavaju slanje novijih, objavljenih članaka, radova korisnicima koji se registruju kao zainteresovani za određenu grupu vesti.
Napredno pretraživanje
Očistite filtere
ASME International
Uncoupling of Damped Linear Potential Multi-Degrees-of-Freedom Structural and Mechanical Systems
Abstract This paper provides the necessary and sufficient conditions for a multi-degrees-of-freedom linear potential system with an arbitrary damping matrix to be uncoupled into independent subsystems of at most two degrees-of-freedom using a real orthogonal transformation. The incorporation of additional information about the matrices, which many structural and mechanical systems commonly possess, shows a reduction in the number of these conditions to three. Several new results are...
Preuzmite dokument 2024 Ranislav M. Bulatovic , Firdaus E. Udwadia
ASME International
Decomposition and Uncoupling of Multi-Degree-of-Freedom Gyroscopic Conservative Systems
Abstract This paper explores the decomposition of linear, multi-degree-of-freedom, conservative gyroscopic dynamical systems into uncoupled subsystems through the use of real congruences. Two conditions, both of which are necessary and sufficient, are provided for the existence of a real linear coordinate transformation that uncouples the dynamical system into independent canonical subsystems, each subsystem having no more than two-degrees-of-freedom. New insights and conceptual simplifications...
Preuzmite dokument 2023 Ranislav M. Bulatovic , Firdaus E. Udwadia
ASME International
Uncoupling of Linear Multi-Degree-of-Freedom Damped Gyroscopic Potential Systems
Abstract This paper deals with the uncoupling of linear damped multi-degree-of-freedom gyroscopic potential systems in which the damping is taken to have a specifically chosen form. Necessary and sufficient conditions are obtained that guarantee the uncoupling of such damped systems into independent subsystems with at most two degrees-of-freedom. Along with several other results, it is shown that when the potential (stiffness) matrix of the damped system has distinct eigenvalues—a...
Preuzmite dokument 2023 Ranislav M. Bulatovic , Firdaus E. Udwadia
ASME International
Stability of Multidegree of Freedom Potential Systems to General Infinitesimal Positional Perturbation Forces
Abstract The stability of general linear multidegree of freedom stable potential systems that are perturbed by general arbitrary positional forces, which may be neither conservative nor purely circulatory/conservative, is considered. It has been recently recognized that such perturbed potential systems with multiple frequencies of vibration are susceptible to instability, and this paper is centrally concerned with the situation when potential systems have such multiple natural frequencies....
Preuzmite dokument 2022 Ranislav M. Bulatovic , Firdaus E. Udwadia
The Royal Society
On the stability and instability of linear potential systems subjected to infinitesimal circulatory forces
The stability of linear multi-degree-of-freedom stable potential systems with multiple natural frequencies under the action of infinitesimal circulatory forces is considered. Contrary to the received view that such systems are inherently unstable, a careful study shows that such systems have a much more complex behaviour than previously recognized and could exhibit an alternation of stability and instability that depends on the structure of the potential system and its interaction with the circulatory...
Preuzmite dokument 2021 Ranislav M. Bulatovic , Firdaus E. Udwadia
ASME International
On the Generalization of Merkin’s Theorem for Circulatory Systems: A Rank Criterion
Abstract This paper provides a generalization of the celebrated Merkin theorem. It provides new results on the destabilizing effect of circulatory forces on stable potential systems. Previous results are described and discussed, and the paper uncovers a deeper understanding of the fundamental reason for the destabilization. Instability results in terms of rank conditions that deal with the potential and circulatory matrices that describe the system are obtained, thereby generalizing...
Preuzmite dokument 2020 Ranislav M. Bulatovic , Firdaus E. Udwadia
American Institute of Aeronautics and Astronautics (AIAA)
Stability of Potential Systems to General Positional Perturbations
Preuzmite dokument 2020 Ranislav M. Bulatovic , Firdaus E. Udwadia
  • Previous
  • 1 (current)
  • Next
Partneri
Pretplatite se na repozitorijum
EmpowerHR4Inno se realizuje na Fakultetu za međunarodnu ekonomiju, finansije i biznis i sponzoriše kroz IPA grant šemu „Naučni potencijal u podršci razvoju inovacija“, CFCU/MNE/212, pozivni broj EuropeAid/172-351/ID/ACT/ME. Ovaj sajt je kreiran i održavan uz finansijsku podršku Ministarstva prosvjete, nauke i inovacija Crne Gore, Ministarstva finansija Crne Gore i Delegacije Evropske unije. Njegov sadržaj je isključiva odgovornost Fakulteta za međunarodnu ekonomiju, finansije i biznis UDG i ne odražava nužno stavove Evropske unije.
Copyright © 2024 EmpowerHR4Inno. All right reserved.
Copyright © 2024 EmpowerHR4Inno. All rights reserved.