Würzburg, Univ., Diss., 2009. / Zsfassung in engl. Sprache.

Thesis (M.S.) -- Mississippi State University. Department of Physics and Astronomy. / Title from title screen. Includes bibliographical references.

University, Diss., 2004--Bonn.

Proefschrift Rijksuniversiteit Groningen. / Met lit.opg. - Met samenvatting in het Nederlands.

The aim of the diploma thesis was to evaluate the performance of commercial broiler chicken genotypes Ross 308, Cobb 500 and Hubbard F15. Parental test consisted of parent rearing up to the age of 22 weeks, the laying period up to the age of 62 weeks and from fattening progeny tests (lasting for 35 days or else 42 days). Hybrid Ross 308 chickens reached the highest live weight at the end of the rearing period. Hubbard F15 chickens had the lowest feed consumption per head and day and also the lowest mortality rate. Hybrid Hubbard F15 showed the highest number of hatched chickens per 1 laying hen (137.2 pcs), the lowest feed consumption per head and day (149.4 g) and the highest fertility of hatching eggs (9,2 %). Hybrid Ross 308 showed the highest weight of hatching eggs and live weight at the end of the laying period (cockerels 5 029 g, pullets 4 310 g). Cobb 500 cockerels (2 397 g) and Hubbard F 15 pullets (2 145 g) showed the highest live weight during the 35 day fattening period. The highest breast weight was at the hybrid Cobb 500 (516.9 g) and the thighs weight was the highest at Hubbard F15 (511.9 g). The highest carcass yield was observed at hybrid Cobb 500 (76.30%). During the extended fattening period of 42 days had the highest live weight cockerels Ross 308 (3 096 g), Cobb 500 and Hubbard F15 pullets (2 688 g and 2 682 g). The highest breast weight was observed at hybrid Ross 308 (697.0 g) and thighs weight at hybrid Hubbard F15 (707.6 g). The highest carcass yield was at hybrid Hubbard F15 (78.0%).

Neste trabalho nós investigamos o modelo de Bose-Hubbard de dois sítios atrativo sob o ponto de vista do ansatz de Bethe. Este modelo descreve o tunelamento Josephson entre dois condensados de Bose-Einstein. Nós iniciamos estabelecendo a integrabilidade do modelo através da álgebra de Yang-Baxter. Usando uma análise clássica nós obtemos o diagrama de parâmetros do sistema. Nós estudamos então as transições de fase quânticas do modelo usando os conceitos de gap de energia, emaranhamento e fidelidade. Nós encontramos que o ponto crítico obtido utilizando estes conceitos coincide com o ponto fixo de bifurcação obtido na análise clássica. Além disso, nós mostramos que este ponto crítico também pode ser identificado através de uma mudança no comportamento das soluções das equações do ansatz de Bethe do modelo para o estado fundamental. / In this work we investigate the attractive two-site Bose Hubbard model from a Bethe ansatz perspective. This model describes Josephson tunneling between two Bose-Einstein condensates. We begin by establishing the integrability of the model through the Yang- Baxter algebra. Using a classical analysis we obtain the phase space xed points of the system. Then we study the quantum phase transitions of the model using the concepts of energy gap, entanglement entropy and the delity. We nd that the critical point obtained using these concepts coincides with the bifurcation point obtained in the classical analysis. Moreover, we also show that this critical point can be also identi ed through a di erent behaviour of the ground-state solutions of the Bethe ansatz equations.

Neste trabalho nós investigamos o modelo de Bose-Hubbard de dois sítios atrativo sob o ponto de vista do ansatz de Bethe. Este modelo descreve o tunelamento Josephson entre dois condensados de Bose-Einstein. Nós iniciamos estabelecendo a integrabilidade do modelo através da álgebra de Yang-Baxter. Usando uma análise clássica nós obtemos o diagrama de parâmetros do sistema. Nós estudamos então as transições de fase quânticas do modelo usando os conceitos de gap de energia, emaranhamento e fidelidade. Nós encontramos que o ponto crítico obtido utilizando estes conceitos coincide com o ponto fixo de bifurcação obtido na análise clássica. Além disso, nós mostramos que este ponto crítico também pode ser identificado através de uma mudança no comportamento das soluções das equações do ansatz de Bethe do modelo para o estado fundamental. / In this work we investigate the attractive two-site Bose Hubbard model from a Bethe ansatz perspective. This model describes Josephson tunneling between two Bose-Einstein condensates. We begin by establishing the integrability of the model through the Yang- Baxter algebra. Using a classical analysis we obtain the phase space xed points of the system. Then we study the quantum phase transitions of the model using the concepts of energy gap, entanglement entropy and the delity. We nd that the critical point obtained using these concepts coincides with the bifurcation point obtained in the classical analysis. Moreover, we also show that this critical point can be also identi ed through a di erent behaviour of the ground-state solutions of the Bethe ansatz equations.

This thesis deals with analysis of the functioning of the tutorial centres Basic and language schools LITE. In the theory part there are alternative streams in education stated which are connected with these centres and Applied Scholastics is introduced which Basic and LITE are its part. It is also stated the standing of Applied Scholastics in the world. In the practical part is described study technology used in the centres Basic and LITE in general and then I looked more closely into the classes of Basic and LITE and described my observation. The research describes the functioning of these institutions in the Czech Republic. I also describe other activities of the centers and I think of positives and negatives of these classes.

No description available.

Neste trabalho nós investigamos o modelo de Bose-Hubbard de dois sítios atrativo sob o ponto de vista do ansatz de Bethe. Este modelo descreve o tunelamento Josephson entre dois condensados de Bose-Einstein. Nós iniciamos estabelecendo a integrabilidade do modelo através da álgebra de Yang-Baxter. Usando uma análise clássica nós obtemos o diagrama de parâmetros do sistema. Nós estudamos então as transições de fase quânticas do modelo usando os conceitos de gap de energia, emaranhamento e fidelidade. Nós encontramos que o ponto crítico obtido utilizando estes conceitos coincide com o ponto fixo de bifurcação obtido na análise clássica. Além disso, nós mostramos que este ponto crítico também pode ser identificado através de uma mudança no comportamento das soluções das equações do ansatz de Bethe do modelo para o estado fundamental. / In this work we investigate the attractive two-site Bose Hubbard model from a Bethe ansatz perspective. This model describes Josephson tunneling between two Bose-Einstein condensates. We begin by establishing the integrability of the model through the Yang- Baxter algebra. Using a classical analysis we obtain the phase space xed points of the system. Then we study the quantum phase transitions of the model using the concepts of energy gap, entanglement entropy and the delity. We nd that the critical point obtained using these concepts coincides with the bifurcation point obtained in the classical analysis. Moreover, we also show that this critical point can be also identi ed through a di erent behaviour of the ground-state solutions of the Bethe ansatz equations.