Modelagem matemática da secagem em camada delgada de bagaço de uva fermentado

O objetivo deste trabalho foi determinar as características da secagem de bagaço de uva fermentado em secador com ar aquecido, avaliar a capacidade descritiva de conhecidos modelos matemáticos de secagem em camada delgada, e obter os valores de difusividade efetiva e a energia de ativação. Os experimentos de secagem foram conduzidos a 50, 60, 70, 80 e 90ºC, com a velocidade do ar de secagem de 1,0 m s-1. Foram comparados dez diferentes modelos matemáticos de secagem em camada delgada, de acordo com os valores do coeficiente de determinação (R²), qui-quadrado (χ²), raiz do quadrado médio residual (RQMR) e erro médio relativo (P), estimados pelas curvas de secagem. Os efeitos da temperatura de secagem nos coeficientes e nas constantes foram preditos pelos modelos de regressão. O modelo de Page modificado foi selecionado para representar o comportamento da secagem em camada delgada de bagaço de uva. Os valores médios da difusividade efetiva variaram de 1,0091 x 10-9 m² s-1 a 3,0421 x 10-9 m² s-1 nas temperaturas avaliadas. A dependência da difusividade efetiva pela temperatura foi descrita pela equação de Arrhenius, com o valor de energia de ativação de 24,512 kJ mol-1.

Cooperació i teoria de jocs, el programari lliure o el #15m, dos exemples per l'universitat

Xerrada de cloenda de la Setmana internacional d'accés obert 2011 a la UOC, a càrrec de l'advocat Josep Jover. Per què les estratègies altruistes guanyen les egoistes en el programari lliure i en el #15m? El moviment #15m, igual que el programari, a diferència dels béns materials, no es pot posseir, ja que en pot gaudir (formant-ne part) un nombre indeterminat de persones sense que per això hagi de privar ningú de tenir-lo al seu torn. I això porta a girar com un mitjó la manera com manegen la informació les universitats, i quina és la missió de la universitat en la nova societat. En el futur immediat, valorarem les universitats no per la informació que guarden, que fora sempre serà millor i més extensa, sinó per la capacitat de crear masses crítiques, sia de recerca de coneixement, de capacitació humana, d'enllaç entre iguals... Les universitats hauran d'implantar el model o quedaran relegades.

Reconstruction of networks from their betweenness centrality

In this paper we study the reconstruction of a network topology from the values of its betweenness centrality, a measure of the influence of each of its nodes in the dissemination of information over the network. We consider a simple metaheuristic, simulated annealing, as the combinatorial optimization method to generate the network from the values of the betweenness centrality. We compare the performance of this technique when reconstructing different categories of networks –random, regular, small-world, scale-free and clustered–. We show that the method allows an exact reconstruction of small networks and leads to good topological approximations in the case of networks with larger orders. The method can be used to generate a quasi-optimal topology fora communication network from a list with the values of the maximum allowable traffic for each node.

Positive time-frequency distributions based on joint marginal constraints

This correspondence studies the formulation of members ofthe Cohen-Posch class of positive time-frequency energy distributions.Minimization of cross-entropy measures with respect to different priorsand the case of no prior or maximum entropy were considered. It isconcluded that, in general, the information provided by the classicalmarginal constraints is very limited, and thus, the final distributionheavily depends on the prior distribution. To overcome this limitation,joint time and frequency marginals are derived based on a "directioninvariance" criterion on the time-frequency plane that are directly relatedto the fractional Fourier transform.

Motion estimation using higher-order statistics

The objective of this paper is to introduce a fourth-order cost function of the displaced frame difference (DFD) capable of estimatingmotion even for small regions or blocks. Using higher than second-orderstatistics is appropriate in case the image sequence is severely corruptedby additive Gaussian noise. Some results are presented and compared to those obtained from the mean kurtosis and the mean square error of the DFD.

A note on the degree sequences of graphs with restrictions

Degree sequences of some types of graphs will be studied and characterizedin this paper.

Linear transceiver design in nonregenerative relays with channel state information

This paper deals with the design of nonregenerativerelaying transceivers in cooperative systems where channel stateinformation (CSI) is available at the relay station. The conventionalnonregenerative approach is the amplify and forward(A&F) approach, where the signal received at the relay is simplyamplified and retransmitted. In this paper, we propose an alternativelinear transceiver design for nonregenerative relaying(including pure relaying and the cooperative transmission cases),making proper use of CSI at the relay station. Specifically, wedesign the optimum linear filtering performed on the data to beforwarded at the relay. As optimization criteria, we have consideredthe maximization of mutual information (that provides aninformation rate for which reliable communication is possible) fora given available transmission power at the relay station. Threedifferent levels of CSI can be considered at the relay station: onlyfirst hop channel information (between the source and relay);first hop channel and second hop channel (between relay anddestination) information, or a third situation where the relaymay have complete cooperative channel information includingall the links: first and second hop channels and also the directchannel between source and destination. Despite the latter beinga more unrealistic situation, since it requires the destination toinform the relay station about the direct channel, it is useful as anupper benchmark. In this paper, we consider the last two casesrelating to CSI.We compare the performance so obtained with theperformance for the conventional A&F approach, and also withthe performance of regenerative relays and direct noncooperativetransmission for two particular cases: narrowband multiple-inputmultiple-output transceivers and wideband single input singleoutput orthogonal frequency division multiplex transmissions.

On the q=1/2 non-extensive maximum entropy distribution

A detailed mathematical analysis on the q = 1/2 non-extensive maximum entropydistribution of Tsallis' is undertaken. The analysis is based upon the splitting of such adistribution into two orthogonal components. One of the components corresponds to theminimum norm solution of the problem posed by the fulfillment of the a priori conditionson the given expectation values. The remaining component takes care of the normalizationconstraint and is the projection of a constant onto the Null space of the "expectation-values-transformation"

Maakaasun kuumailmapolton teoria ja koelaitteiston suunnittelu

Tässä diplomityössä on tarkasteltu maakaasun kuumailmapolton teoriaa ja suunniteltu koelaitteisto. Työn alkuosassa on käsitelty maakaasun ominaisuuksia kuumailmapolton polttoaineena. Lisäksi on vertailtu kuumailmapolttoa perinteiseen polttoon. Teoreettinen tarkastelu on painottunut kuumailmapolton toiminnallisiin vaatimuksiin, joiden perusteella koelaitteisto on suunniteltu. Uuden koelaitteiston lähtökohtana on ollut Lappeenrannan teknillisen yliopiston voimalaitostekniikan laboratorion polttolaitteisto, johon on suunniteltu ja rakennettu kuumailmapolton edellyttämät muutokset. Koelaitteistolla tehtäviä maakaasun kuumailmapolttokokeita varten on laadittu koesuunnitelma, mutta koepolttoja ei tämän diplomityön puitteissa ole tehty. Laitteiston toiminta-arvoja on tarkasteltu esimerkkilaskulla, jossa käsitellään tyypillistä maakaasun kuumailmapolton koetilannetta.