3,692 research outputs found
Subsídio metodológico à integração da gestão de recursos hídricos com a gestão territorial, considerando as políticas florestal, agrícola e municipal urbana
Na tentativa de apoiar a efetivação da gestão de recursos hídricos no Brasil, segundo a Lei 9433/1997, pesquisas vêm sendo desenvolvidas em contribuição à integração da gestão de recursos hídricos com a gestão municipal/territorial. Neste contexto, o presente estudo, dando continuidade a trabalho com metodologia desenvolvida para integração ente a política de recursos hídricos com a política urbana, buscou expandir a integração de instrumentos da gestão de recursos
hídricos com outras políticas setoriais, fortemente incidentes em regiões rurais, através da adaptação de modelo conceitual. Tomando-se as políticas agrícola e florestal como exemplo daquelas fortemente atuantes em regiões rurais, e como referência procedimentos metodológicos de análise e agrupamento de, e avaliação
de interface entre, instrumentos de gestão de políticas, as principais etapas que compreenderam o desenvolvimento do trabalho foram: 1- identificação, análise e agrupamento de instrumentos de gestão das políticas agrícola e florestal; e 2- avaliação das inter-relações entre grupos de instrumentos de gestão de recursos hídricos com grupos de instrumentos de gestão agrícola, florestal e urbana. O desenvolvimento de extensiva pesquisa bibliográfica e documental foi de grande
relevância em suporte à realização de todas as fases da pesquisa. Entre as principais conclusões do trabalho destaca-se: a adaptação do Modelo Conceitual para a integração entre a política de recursos hídricos e a política urbana mostrou-se promissor no que se refere à identificação de possibilidades de integração de grupos de instrumentos de gestão de recursos hídricos com grupos de instrumentos de gestão de outras políticas setoriais (uma ou mais) incidentes em regiões urbana e/ou rurais), avaliadas individualmente ou em conjunto, com base na afinidade entre as finalidades de tais grupos. Por fim, são feitas algumas recomendações para o desenvolvimento de futuros estudos
Chirikov Diffusion in the Asteroidal Three-Body Resonance (5,-2,-2)
The theory of diffusion in many-dimensional Hamiltonian system is applied to
asteroidal dynamics. The general formulations developed by Chirikov is applied
to the Nesvorn\'{y}-Morbidelli analytic model of three-body (three-orbit)
mean-motion resonances (Jupiter-Saturn-asteroid system). In particular, we
investigate the diffusion \emph{along} and \emph{across} the separatrices of
the (5,-2,-2) resonance of the (490) Veritas asteroidal family and their
relationship to diffusion in semi-major axis and eccentricity. The estimations
of diffusion were obtained using the Melnikov integral, a Hadjidemetriou-type
sympletic map and numerical integrations for times up to years.Comment: 27 pages, 6 figure
A new analysis of the GJ581 extrasolar planetary system
We have done a new analysis of the available observations for the GJ581
exoplanetary system. Today this system is controversial due to choices that can
be done in the orbital determination. The main ones are the ocurrence of
aliases and the additional bodies - the planets f and g - announced in Vogt et
al. 2010. Any dynamical study of exoplanets requires the good knowledge of the
orbital elements and the investigations involving the planet g are particularly
interesting, since this body would lie in the Habitable Zone (HZ) of the star
GJ581. This region,for this system, is very attractive of the dynamical point
of view due to several resonances of two and three bodies present there. In
this work, we investigate the conditions under which the planet g may exist. We
stress the fact that the planet g is intimately related with the orbital
elements of the planet d; more precisely, we conclude that it is not possible
to disconnect its existence from the determination of the eccentricity of the
planet d. Concerning the planet f, we have found one solution with period
days, but we are judicious about any affirmation concernig this
body because its signal is in the threshold of detection and the high period is
in a spectral region where the ocorruence of aliases is very common. Besides,
we outline some dynamical features of the habitable zone with the dynamical map
and point out the role played by some resonances laying there.Comment: 12 pages, 9 figure
On the dynamics of Extrasolar Planetary Systems under dissipation. Migration of planets
We study the dynamics of planetary systems with two planets moving in the
same plane, when frictional forces act on the two planets, in addition to the
gravitational forces. The model of the general three-body problem is used.
Different laws of friction are considered. The topology of the phase space is
essential in understanding the evolution of the system. The topology is
determined by the families of stable and unstable periodic orbits, both
symmetric and non symmetric. It is along the stable families, or close to them,
that the planets migrate when dissipative forces act. At the critical points
where the stability along the family changes, there is a bifurcation of a new
family of stable periodic orbits and the migration process changes route and
follows the new stable family up to large eccentricities or to a chaotic
region. We consider both resonant and non resonant planetary systems. The 2/1,
3/1 and 3/2 resonances are studied. The migration to larger or smaller
eccentricities depends on the particular law of friction. Also, in some cases
the semimajor axes increase and in other cases they are stabilized. For
particular laws of friction and for special values of the parameters of the
frictional forces, it is possible to have partially stationary solutions, where
the eccentricities and the semimajor axes are fixed.Comment: Accepted in Celestial Mechanics and Dynamical Astronom
On the connection between the Nekhoroshev theorem and Arnold Diffusion
The analytical techniques of the Nekhoroshev theorem are used to provide
estimates on the coefficient of Arnold diffusion along a particular resonance
in the Hamiltonian model of Froeschl\'{e} et al. (2000). A resonant normal form
is constructed by a computer program and the size of its remainder
at the optimal order of normalization is calculated as a function
of the small parameter . We find that the diffusion coefficient
scales as , while the size of the optimal remainder
scales as in the range
. A comparison is made with the numerical
results of Lega et al. (2003) in the same model.Comment: Accepted in Celestial Mechanics and Dynamical Astronom
Dynamic scaling in the vicinity of the Luttinger liquid fixed point
We calculate the single-particle spectral function A (k, omega) of a
one-dimensional Luttinger liquid by means of a functional renormalization group
(RG) approach. Given an infrared energy cutoff Lambda = Lambda_0 e^{- l}, our
approach yields the spectral function in the scaling form, A_{\Lambda} (k_F +
p, omega) = tau Z_l tilde{A}_l (p xi, omega tau), where k_F is the Fermi
momentum, Z_l is the wave-function renormalization factor, tau = 1 / \Lambda is
the time scale and xi = v_F / \Lambda is the length scale associated with
Lambda. At the Luttinger liquid fixed point (l rightarrow infty) our RG result
for A (k, omega) exhibits the correct anomalous scaling properties, and for k =
\pm k_F agrees exactly with the well-known bosonization result at weak
coupling. Our calculation demonstrates that the field rescaling is essential
for obtaining the crossover from Fermi liquid behavior to Luttinger liquid
behavior from a truncation of the hierarchy of exact RG flow equations as the
infrared cutoff is reduced.Comment: 15 pages, 5 figure
Exact integral equation for the renormalized Fermi surface
The true Fermi surface of a fermionic many-body system can be viewed as a
fixed point manifold of the renormalization group (RG). Within the framework of
the exact functional RG we show that the fixed point condition implies an exact
integral equation for the counterterm which is needed for a self-consistent
calculation of the Fermi surface. In the simplest approximation, our integral
equation reduces to the self-consistent Hartree-Fock equation for the
counterterm.Comment: 5 pages, 1 figur
Resonances of low orders in the planetary system of HD37124
The full set of published radial velocity data (52 measurements from Keck +
58 ones from ELODIE + 17 ones from CORALIE) for the star HD37124 is analysed.
Two families of dynamically stable high-eccentricity orbital solutions for the
planetary system are found. In the first one, the outer planets c and d are
trapped in the 2/1 mean-motion resonance. The second family of solutions
corresponds to the 5/2 mean-motion resonance between these planets. In both
families, the planets are locked in (or close to) an apsidal corotation
resonance. In the case of the 2/1 MMR, it is an asymmetric apsidal corotation
(with the difference between the longitudes of periastra ), whereas in the case of the 5/2 MMR it is a symmetric antialigned
one ().
It remains also possible that the two outer planets are not trapped in an
orbital resonance. Then their orbital eccentricities should be relatively small
(less than, say, 0.15) and the ratio of their orbital periods is unlikely to
exceed .Comment: 28 pages, 10 figures, 3 tables; Accepted to Celestial Mechanics and
Dynamical Astronom
Tendência genética do peso ao desmame de bezerros da raça Nelore.
Estudou-se a tendência genética do peso ao desmame de 94.052 animais da raça Nelore de seis regiões do Brasil, através da metodologia de SMITH (1962), com dois modelos estatísticos, um contendo os efeitos fixos de sexo, mes e ano de nascimento do bezerro, fazenda e idade da vaca ao parto e o efeito aleatório de touro, o outro, semelhante, porem, sem o efeito de touro. Os valores obtidos foram 994;-188;902;692;868;1115 g/ano, para as diferentes regiões estudadas. Os ganhos genético obtidos no período, em geral, foram altos, a exceção da região dois que apresentaram valor negativo, revelando, talvez, a inexistência de um programa de seleção.Resumo expandid
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