3/2006
Contents:
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R.Ogrodowczyk and K.Murawski, Numerical Simulations of Impulsively Excited Fast Magnetosonic Waves in Two Parallel Slabs
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A.Ambroziak, Geometrically Non-Linear Analysis of Shells
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A.Ambroziak, Application of the Murnaghan Model in Analysis of Non-Linear Elastic Material Properties of PVC-coated Fabric
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A.Ambroziak, Membrane-Hanging Roof Analysis: an Example
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R.Rzadkowski, M.Drewczynski and L.Kubitz, Natural Frequencies of Tuned and Mistuned Bladed Discs on a Shaft
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S.Frigio, G.Cosimi, G.Bergmanski, E.Urbanska-Galewska and J.Rybicki, Length Distribution of Fuzzy-end Segments
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Y.Fu, Y.Cai, Z.Zhang and K.Wu, Energy Consumed by Valves in Conventional Water Systems and the Application of a Power-decentralization System
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M.Szydlowski and B.Twarog, Numerical Investigation of Flooding of Real-topography Developed Areas Following River Embankment Failure
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H.A.Jalab, LAN Interconnection Unit Based on an Artificial Neural Network
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Abstracts:
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R.Ogrodowczyk and K.Murawski, Numerical Simulations of Impulsively Excited Fast Magnetosonic Waves in Two Parallel Slabs
We present numerical results of a temporal evolution of impulsively excited
magnetosonic waves
in a solar coronal loop that is approximated by a set of two straight plasma slabs
of mass density enhancement.
Numerical simulations reveal that shapes of wavelet spectra of
time signatures of these waves depend on a distance between the
strands and on a position of the initial pulse. We find that with a distance growing
between these strands short period waves contribute more while
long period waves contribute less to the wavelet spectra. We
demonstrate that a presence of the second parallel strand affects
considerably wave propagation in comparison to one strand alone. We
find out that the initial pulse triggers a packet of propagating waves among
witch sausage and kink modes are present simultaneously.
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A.Ambroziak, Geometrically Non-Linear Analysis of Shells
The work's aim has been to verify the suitability of
commercial engineering software for geometrically non-linear analysis of
shell structures. The paper deals with static, geometrically non-linear
analysis of shells made of isotropic materials. The Finite Element Method
(FEM) has been chosen to solve the problem. The results of the ROBOBAT Robot
Millennium v.19.0 and MSC.Marc v.2005r2 commercial software are compared
with the literature results.
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A.Ambroziak, Application of the Murnaghan Model in Analysis of Non-Linear Elastic Material Properties of PVC-coated Fabric
The aim of the present paper is to propose a method of
laboratory tests necessary for identification of non-linear elastic
properties of the PVC-coated Panama fabric often used for hanging roofs. Two
methods of describing the fabric's non-linear behaviour are investigated:
piece-wise linear relations between stress and strain are assumed and the
Murnaghan model of solid behaviour is applied. The material parameters are
specified on the basis of uniaxial constant strain rate tensile tests in the
warp and weft directions. Techniques based on the least squares methods are
applied in the identification process.
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A.Ambroziak, Membrane-Hanging Roof Analysis: an Example
The paper presents an analysis of a membrane-hanging roof subjected to
climatic loadings. Discussion of the fundamental equations of the dense net
model, used to describe the behaviour of coated woven fabric, and the
concept of the climatic loadings is included.
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R.Rzadkowski, M.Drewczynski and L.Kubitz, Natural Frequencies of Tuned and Mistuned Bladed Discs on a Shaft
The dynamic behaviour of a rotor consisting of two tuned
and mistuned bladed discs on a solid shaft is considered. The effect of the
shaft's flexibility on the dynamic characteristics of the bladed discs and
the coupling effects between the shaft and bladed disc modes are
investigated. Results show clearly the coupling effects in a bladed
disc-shaft system. Interference diagrams are developed, from which the
dynamic behaviour of a bladed disc can be predicted for varying flexibility
relationships between solid shafts and bladed discs.
The global rotating mode shapes of flexible tuned and mistuned bladed
disc-shaft assemblies are calculated. Rotational effects, such as
centrifugal stiffening, are accounted for and all the possible couplings
between the flexible parts are allowed. Calculated natural frequencies
obtained from the blade, the bladed disc and the shaft with two discs are
checked to discover resonance conditions and coupling effects. It is shown
that blade mistuning strongly affects the interaction between flexible
bladed discs and a flexible shaft. This interaction affects the flexible
bladed disc modes and is not restricted to the modes with zero, one and two
nodal diameters. The torsional frequency of the shaft with two bladed discs
is coupled with the zero nodal diameter modes of the single bladed discs. It
is shown that including the shaft in the bladed discs model is important
from the designer's point of view and may alter the spectrum of frequencies
considerably.
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S.Frigio, G.Cosimi, G.Bergmanski, E.Urbanska-Galewska and J.Rybicki, Length Distribution of Fuzzy-end Segments
We have calculated and discussed the probability density distributions of lengths of
fuzzy-end segments, i.e. segments the ends of which assume random positions. We performed
our calculations for several simple cases in 1, 2 and 3 dimensions: one end fixed, the
other assuming a random position, and both ends at random positions. The obtained
statistical data may serve as reference data for calculations of stochastic-geometrical
properties of complex systems, such as conformations of complicated bolted constructions
with clearances (in structure mechanics) or energy transfer prosesses between
molecules in diluted systems (in physics).
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Y.Fu, Y.Cai, Z.Zhang and K.Wu, Energy Consumed by Valves in Conventional Water Systems and the Application of a Power-decentralization System
The power consumption by valves of a conventional
(i.e. power-centralized) water system is analyzed on the
example of a water heating system in order to evaluate the extent of
energy savings achievable in a power-decentralized system. The
configuration and application of a power-decentralized system is
briefly discussed.
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M.Szydlowski and B.Twarog, Numerical Investigation of Flooding of Real-topography Developed Areas Following River Embankment Failure
The paper concerns numerical simulations of flood wave
propagation in an urban area resulting from a river embankment failure.
Simulations have been performed to predict and analyze the parameters of
flash and catastrophic flow in a developed area with the aim of presenting
numerical calculations useful for identification of inundation zones. The
shallow water equations were assumed as the mathematical model of
free-surface unsteady water flow. A numerical scheme of the finite volume
method was applied to solve the model equations and the Roe method used to
approximate the mass and momentum fluxes. Two test cases of embankment
failure are investigated in the paper. The aim of one experiment is to
simulate a flood in a model city area, where a group of buildings
representing a simplified urban configuration was introduced. In order to
verify the calculations, numerical results were examined against
experimental data available from laboratory measurements. An experiment of
the model city's flooding event was carried out at the hydraulic laboratory
of the Gdansk University of Technology. The other test case concerns flash
flood simulation on an embanked developed area of real topography.
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H.A.Jalab, LAN Interconnection Unit Based on an Artificial Neural Network
This paper presents the design of an intelligent interconnection unit based
on an artificial neural network (ANN), used when two local area networks
(LAN) with different IEEE 802 standard protocols are connected. The proposed
ANN is used to activate execution of suitable procedures bridging 802.X LAN
and 802.Y LAN.
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