Envelhecimento e Diabetes Mellitus Tipo 2: estudo dos efeitos do exercício físico no comportamento postural e capacidade funcional de pacientes com Diabetes Mellitus Tipo 2

A Diabetes Mellitus é uma patologia fortemente associada ao processo de envelhecimento, afectando cada vez mais pessoas em todo o mundo. Uma das maiores complicações observadas nesta população prende-se com a diminuição do controlo postural e da capacidade funcional relacionada com a locomoção. O exercício físico tem sido apontado como uma das formas de prevenção e tratamento deste problema, no entanto existe ainda uma lacuna no conhecimento sobre o modo mais indicado de exercício. O presente pretende avaliar os efeitos de um programa de exercício físico aeróbio sobre o controlo postural e a capacidade funcional de pacientes portadores de Diabetes Mellitus Tipo 2. A amostra do estudo foi composta por 30 sujeitos de ambos os sexos, distribuídos por um grupo experimental (n=16) a quem foi aplicado o programa de exercício físico, e por um grupo de controlo (n=14), o qual não usufruiu de qualquer programa de exercício físico. O programa teve a duração de 12 semanas de treino, e uma frequência de 3 vezes por semana. Os participantes mantiveram-se em movimento constante durante as sessões tendo os exercícios realizados possuído uma forte componente dinâmica. Foi avaliado o controlo postural através de uma plataforma de forças e a capacidade funcional através de um conjunto de cinco testes funcionais. Os resultados obtidos revelam não terem existido diferenças estatisticamente significativas (p>0,05) na interacção entre grupos e momentos de avaliação nas variáveis analisadas, com excepção para a performance no Timed Get Up & Go Test, a qual melhorou significativamente (p<0,05) no grupo experimental. Estes dados sugerem que a especificidade tanto estática como dinâmica dos exercícios e a intensidade a que são realizados são factores fundamentais a ter em consideração no planeamento de programas de exercício físico, com vista à melhoria quer do controlo postural quer da capacidade funcional em portadores de Diabetes Mellius Tipo 2. ABSTRACT: Diabetes Mellitus is a disease associated with aging, affecting a growing number of people all over the world. One of the major concerns in this population relates to the decline of postural control and functional capacity. Exercise has been suggested as one way of preventing and treating this problem, however little is known about the most appropriate mode of exercise. This study evaluates the effect of an aerobic exercise program on postural control and functional capacity of patients with Type 2 Diabetes Mellitus. The sample consisted of 30 subjects, over an experimental group (n = 16) applied to an exercise program, and a control group (n = 14), that received no treatment. The program lasted 12 weeks, three times a week. Participants remained in constant motion during the sessions and the exercises performed had a strong dynamic component. Postural control was assessed using a force platform and functional capacity through a set of five functional tests. The results show that there were no statistically significant differences (p>O, O5) in group/moment interaction in the variables analyzed, except for the Timed Get Up & Go Test, which improved significantly (p <0,05) in the experimental group. These data suggest that both static and dynamic specificity and intensity of exercises are key factors in exercises programs planning, targeted to improve both postural control and functional capacity in patients with Type 2 Diabetes Mellius.

Blade pitch control malfunction simulation in a wind energy conversion system with MPC five-level converter

This paper is on a wind energy conversion system simulation of a transient analysis due to a blade pitch control malfunction. The aim of the transient analysis is the study of the behavior of a back-to-back multiple point clamped five-level full-power converter implemented in a wind energy conversion system equipped with a permanent magnet synchronous generator. An alternate current link connects the system to the grid. The drive train is modeled by a three-mass model in order to simulate the dynamic effect of the wind on the tower. The control strategy is based on fractional-order control. Unbalance voltages in the DC-link capacitors are lessen due to the control strategy, balancing the capacitor banks voltages by a selection of the output voltage vectors. Simulation studies are carried out to evaluate not only the system behavior, but also the quality of the energy injected into the electric grid.

A pointwise constrained version of the Liapunov convexity theorem for vectorial linear first-order control systems

We generalize the Liapunov convexity theorem's version for vectorial control systems driven by linear ODEs of first-order p = 1 , in any dimension d ∈ N , by including a pointwise state-constraint. More precisely, given a x ‾ ( ⋅ ) ∈ W p , 1 ( [ a , b ] , R d ) solving the convexified p-th order differential inclusion L p x ‾ ( t ) ∈ co { u 0 ( t ) , u 1 ( t ) , … , u m ( t ) } a.e., consider the general problem consisting in finding bang-bang solutions (i.e. L p x ˆ ( t ) ∈ { u 0 ( t ) , u 1 ( t ) , … , u m ( t ) } a.e.) under the same boundary-data, x ˆ ( k ) ( a ) = x ‾ ( k ) ( a ) & x ˆ ( k ) ( b ) = x ‾ ( k ) ( b ) ( k = 0 , 1 , … , p − 1 ); but restricted, moreover, by a pointwise state constraint of the type 〈 x ˆ ( t ) , ω 〉 ≤ 〈 x ‾ ( t ) , ω 〉 ∀ t ∈ [ a , b ] (e.g. ω = ( 1 , 0 , … , 0 ) yielding x ˆ 1 ( t ) ≤ x ‾ 1 ( t ) ). Previous results in the scalar d = 1 case were the pioneering Amar & Cellina paper (dealing with L p x ( ⋅ ) = x ′ ( ⋅ ) ), followed by Cerf & Mariconda results, who solved the general case of linear differential operators L p of order p ≥ 2 with C 0 ( [ a , b ] ) -coefficients. This paper is dedicated to: focus on the missing case p = 1 , i.e. using L p x ( ⋅ ) = x ′ ( ⋅ ) + A ( ⋅ ) x ( ⋅ ) ; generalize the dimension of x ( ⋅ ) , from the scalar case d = 1 to the vectorial d ∈ N case; weaken the coefficients, from continuous to integrable, so that A ( ⋅ ) now becomes a d × d -integrable matrix; and allow the directional vector ω to become a moving AC function ω ( ⋅ ) . Previous vectorial results had constant ω, no matrix (i.e. A ( ⋅ ) ≡ 0 ) and considered: constant control-vertices (Amar & Mariconda) and, more recently, integrable control-vertices (ourselves).

Circadian Phase Control - Genetic Algorithm and Non-linear Control Approach

This paper deals with the phase control for Neurospora circadian rhythm. The nonlinear control, given by tuning the parameters (considered as controlled variables) in Neurospora dynamical model, allows the circadian rhythms tracking a reference one. When there are many parameters (e.g. 3 parameters in this paper) and their values are unknown, the adaptive control law reveals its weakness since the parameters converging and control objective must be guaranteed at the same time. We show that this problem can be solved using the genetic algorithm for parameters estimation. Once the unknown parameters are known, the phase control is performed by chaos synchronization technique.