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General Lectures

1.      Rice J. R., = Heating and weakening of fault zones during earthquake slip

2.      Bigoni D., Di= fferent manifestations of material instability in granular media<= /span>

3.      Klarbring A., Olsson T., Stålhand J., Residual stresses in arterie= s

4.&n= bsp;     Kreuzer E., Bockstedte A., Nguyen Q.H., Dynamics and co= ntrol of nonlinear mechanical systems

5.&n= bsp;     Leblond J.B., Devaux., J. Saillard = P., Coalescence of voids and for= mation of shear bands in porous ductile solids – theoretical models and numerical studies

6.      Lin Y. K., Status of stochastic dynamic= s and some recent developments

7.      Ostachowicz W., Kudela P., Krawczuk M., Żak A., = Mo= delling of damage and wave propagation in structures

8.      Stupkiewicz S., Micromechanical analysis of interface layers

9.      Voyiadjis G.Z., Modeling and simulation of i= mpact damage in metals

 =

Contributed Lectures

ORAL

Biomechanics<= /span>

1.      Bedzinski R., Maruszewski K., Stefańska M., Krzak-Roś J., =
Haiman K., Kindzi-Kmiecik D.,  The interaction of bo=
ne tissue structures with the surface layer of implants 

2.      Goldmann T., Sein= er  H., Landa = M., &n= bsp; Determination of the cortical bone elastic coefficients by the ultrasonic wave inversion- an approach of the wave propagation through the curvilinear anisotropic sample

3.&n= bsp;     <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US'>John A., Orantek P.,   The numerical simulation of pelvic bone a= fter THA

4.      Kaczmarek M., Pakuła M., Kubik J.,  Modeling of scattered waves in trabecular= bones

5.      Kourkoulis S. K., Chazisterg= os P., The pull-out strength of transpedicular screws and the influence of the “filling ratio”

6.&n= bsp;     Lekszycki T., Małdyk P.,  = Modeling of osteoporosis development using sensitivity analysis

7.      Majchrzak E., Mochnacki B.,=   Simultaneous identification of biological tissue thermal parameters

8.      Nikolova G., Toshev Y.,  Co= mparison between two different approaches for the calculation of the geometrical, ma= ss and inertial characteristics of the human body within a 16-segment geometri= cal 3D model: a case study of the Bulgarian population

9.      Nowak M., Morzyński M.,  = Structural optimization based on the biological pattern

10.  Pietruszczak S., Gdela K.,  Numerical analy= sis of Colles’ fracture

11.  Ścigała  K.,  Adaptation of bone tissue around the joint implants to mechanical loading

12.&= nbsp; Staden van R.C., Guan H., Jo= hnson N.W., Loo Y.,  Analysis of dental implant insertion process using finite element technique

13.  Stańczyk M.,  Comparison of selected vascu= lar models of heat transfer in perfused tissues

14.&= nbsp; Szotek S., Będziński R., Ścigała K., Pezowicz C., Ciupik L., Turek= T., Maksymowicz K.,  Anal= ysis of the occiput bone deformation- using optical method

 =

Geomechanics<= /span>

15.  Ichikawa = Y., = Raniecki B.,  Rank-2 finite strain plasticity theory for isotropic rock materials<= o:p>

16.&= nbsp; Kaneko K., Tsutsumi S., Kuma= gai K.,  Two-scale numerical method f= or spherical granular assemblies based on the mathematical homogenization theory

17.  Leszczynski J.S., Ciesielski M.,&nb= sp; A discrete model of the dynamics of granular cohesive flows=

18.  Michalowski R.L., Zhu M.,  Frost heave in frost-susceptible soils

19.  Morland L.W., Staroszczyk R., Steady axi-symmetric polar ice sheet flo= w with anisotropic fabric evolution

20.=   Niedostatkiewicz M., Kozicki J., Tejchman J., Measurements of strain localizatio= n in granular and brittle specimens using a digital image correlation technique =

21.  Parvizi M.,  Efficiency of dynamic compaction by low energy

22.&= nbsp; Pietruszczak S., Lydzba D., Shao J.F.  = Modeling of chemo-mechanical interaction in chalk

23.  Rojek J.,  <= /b>Combined discrete/finite ele= ment modeling of geotechnical problems

24.  Rucka M., Wilde K., Tejchman= J.,  Experimental studies of self-excited dynamic effects duri= ng granular flow in silos

25.  Sielamowicz I.= , Balevičius R., Kačianauskas R., Mroz Z.,  Numerical modeling of filling and discharge processes in hoppers of different shapes<= span style=3D'text-transform:uppercase'>

26.  Tejchman J., Górski J.,  Effect of a spatially correlated random distributions of initial void ratio on shear zone formation

27.&= nbsp; Więckowski Z.,  Numerical modeling of pile driving proces= s

28.&= nbsp; Wójcik= M., Tejchman J.,  <= /span>Application of an uncoupled ALE-formulation of granular flow in silos with and without inserts

 

Elastic – Plastic Continuum & Other Field Theories of Solids

29.  Abrinia= K., Baniasadi M.,  An anal= ytical solution for the problem of elastic plastic torsion of arbitrary sections

30.  Alexandrova N., Vila Real = P.M.M.,  Effect of geometric parameters on = the size of plastic zone in rotating disk systems

31.&= nbsp; Alshits V.I., Kotowski R., Tronczyk= P.,  Computer simulation of magnetoplas= ticity

32.  Altenbach H., Kolupaev = V.A.,  On the principles of description of non-classical creep behaviour

33.&= nbsp; Baranoglu B., Mengi Y., On the use of iterative dual reciprocity boundary element method on coupled thermoviscoelasticity =

34.  <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US'>Béda P. B.,  Portevin-le Chatelier effect= and dynamical systems

35.  Bles G., Nowacki W.K ., Tourabi A.,  On viscoelastoplastic constitutive patter= n of fabric materials

36.  Bojdo M., Korbel<= sup> K., Kowalewski Z., Pęcherski R.B.,  Plastic softening conditioned by c= yclic torsion: experimental investigations and numerical modelling<= /b>

37.&= nbsp; Bruhns O., Xiao H., Meyers A= .,  Eulerian elastoplasticity: basic issues, perspectives and consistency criteria

38.  Dornowski W., Perzyna P.,  Analysis of numerical investigation of localized fracture phenomena = in inelastic solids

39.  Epstein M., Śniatycki J.,  = Fractal elasticity

40.  Glema A., Łodygowski T., Perzyna P., Sumelka W.,=   Constitutive anisotropy induced by plastic strain localization

41.  Gombos A., Szabó L.,  <= /span>Computational aspects of mic= ropolar elastoplasticity

42.  Hoffmann T. J., Chudzicka-Adamczak M.,  The Maxwell stress tensor for magnetoelas= tic materials

43.  Korbel K., Nowak Z., Perzyna P., Pęcherski R. B.,  Viscoplasticity of nanometals based on Bu= rzyński yield condition

44.  Korbel K., Pęcherski R. B.,  Plastic flow accounting for shear banding in materials with SDE

45.  Kossa A., Szabó L.,  Using logarithmic stress rate in computational single crystal elastoplasticity

46.&= nbsp; Lychev S.,  Nonsymmetric finite integral transformati= ons and their application

47.&= nbsp; Meyers A., Xiao H., Bruhns O= .,  Eulerian elastoplasticity: consistent flow theory

48.  Mill X., - to be supplemented

49.&= nbsp; Muschik W., Restuccia L.,  Constitutive mappings and the acceleratio= n part of material frame indifference

50.&= nbsp; Nowacki J. P.,  Coupled fields and phenomena= in polarizable media

51.  Okayasu T., Kinoshita K., Shimomura T., Hashiguchi = K., Inoue E.,  Finite element analysis on deformation behavior of metallic body under non-proportional loading condit= ion

52.&= nbsp; Perzyna P.,  The thermodynamical theory of elasto–viscoplasticity accounting for microshear banding and induced anisotropy effects

53.  Romero V., Kanaun S.,  Application of Gaussian approximating functions to the solution of t= he second boundary value problem of elasto-plasticity for 2D isotropic bodies =

54.  Stępniewski A.,  <= /span>D’Alembert’s supplemented principle and New= ton’s five supplemented laws

55.  Szekeres A.,  Thermo-hygro-mechanical aspe= cts of drying

56.  Toussi H. E., Arsanjani H. R.,  Open die hot forging simulation using finite volume method

57.&= nbsp; Winnicki A., Pamin J.,  Viscoplastic material models ̵= 1; algorithmic issues and regularization properties

58.  Xiao H., Bruhns O., Meyers A= .,  <= /span>Eulerian elastoplasticity: thermodynamic laws and complete theory

59.  Xiao Z.M., Zhang H.X., Chen B.J.,  In= teraction of a screw dislocation with an interfacial rigid conducting line in piezoelectric media

60.  Zhuk Y.A., Senchenkov I.K.,  <= /span>Two approaches to investigat= ion of thermomechanical coupling effects in the elastic-viscoplastic solids with internal defect

&nbs= p;

Fracture, Damage Mechani= cs & Fatigue

61.&= nbsp; Bernal J., Romero V., Kanaun S.,&nb= sp; = Boundary point method applied for bodies with cracks=

62.  Biel A., = Stigh U.  = Errors of fracture energy of adhesive layers using standards with the DCB-specimen=

63.=   Bobiński J., Tejchman J.,  FE-modeling of strain localization in concrete w= ith coupled elasto-plasticity and damage

64.&= nbsp; Brunac J.B., Leblond J.B.,=   A fatigue propa= gation law for elastomers subjected to arbitrary 3D loadings<= /b>

65.  Chrzanowski M., Nowak K.,<= span style=3D'mso-spacerun:yes'>  Cellular automa= ta in damage mechanics: brittle creep rupture case

66.  Davydova M., Davydov D.,  Experimental st= udy of statistical peculiarities of glass fragmentation.<= /span>

67.  Doliński K., Mróz K.P.,  = Modelling of mixed-mode fatigue crack growth in homogeneous material and bimaterial systems

68.  Kaminski M., Wicker P., Kanouté P., Gallerneau F.,  Stress gradient effect on the initiation lifetime of a single crystal supperalloy

69.  Klepaczko J.R.,  = Failure criteria for metals = under high loading rates

70.  Kowalczyk-Gajewska K., Mr&oa= cute;z Z., Pęcherski R.B.,  Micromechanical modelling of polycrystalli= ne materials under non-proportional deformation paths

71.&= nbsp; Kozicki J., Tejchman J.,  Lattice type fracture model for brittle materials

72.  Kucharski R., Badur J.,  On thermodynamically consistent stress corrosion damage model, partia= lly based on a set of reaction - diffusion equations: theory, numerical implementation, calibration on the experimental data and applications

73.  Lazarus V., Buchholz F.-G., Wiebesiek J.,  Crack front twisting in three point bending, comparison between a loc= al and a global approach

74.  Litewka A., Szojda L.,  Fracture of mor= tar subjected to triaxial state of stress

75.  Liu G.= ,= Li J.Z.<= /b>, Shen F., Tan V.B.C., Tay T.E.,  Analysis of composite fan blades with v-joints us= ing the element-failure method (EFM) and strain invariant failure theory (SIFT)=

76.  Loboda V., Shevel’ova A.,  Pre–fracture zones of an electrically permeable interface crack in a piezoelectric bimaterial

77.=   Małecki T., Marzec I., Bobiński J., Tejchman J.,  FE-investigations on crack spacing in reinforced concrete beams wit= hin non-local continuum mechanics

78.  Mejak G.,  Imperfect bondi= ng with a discontinuous finite interfacial strength

79.  Nazarenko L.,  Influence of components microdamages accumulation on deformation of three-component anisotropic composites

80.  Nishida S-i, Hattori N, Tuan= Suhaimi S.,  Effect of alloy elements on fatigue properties of automobile sheets

81.  Okrajni J., Marek A., Junak G.,  TMF stress-strain characteri= stics of P91 steel

82.&= nbsp; Oleszkiewicz E., Łodygo= wski T.,  Da= mage evolution of metal matrix composites under transverse static and dynamic loadi= ng

83.  Plekhov O., Uvarov S., Naima= rk O.,  Collective mode of defects a= s a mechanism of failure waves: experimental and theoretical study

84.&= nbsp; Radayev Y.N., Kurnysheva N.A= .,  Numerical analisys of strain-damage coupled problems represented by isostatic co-ordina= te net

85.  Rusinek A., Zaera R.,  Sensitivity analysis for nec= king in dynamically loaded ring

86.  Shodja H.M., Ojaghnezhad = F., <= span style=3D'mso-spacerun:yes'> Penny-shaped cracks and anticracks under polynomial loading

87.  Sobczyk K., Trębicki J.,  Effects of random microstruc= tural stresses on fracture estimation

88.&= nbsp; Sosnowski W., Mar= czewski A., Marczewska I., Bednarek T.,  The mean stress effect problem in fatigue analysis of hydraulic cylinders=

89.  Souchet R.,  Geometrical and mechanical constraints between a damaged continuum and its vir= gin sub-scale

90.  Stigh U.,  On the life-fraction rule and continuum damage mechanics

91.  Tang S., Guo T.F., Cheng L.,=  Vapour <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US'>pressure and void shape effects on void growth and rupture of polymeric solid= s

92.  Węglewski W., Basista M.,  Micromechanical model of sulfate induced damage in concrete-like materials

93.&= nbsp; Wierzbicki T.,  Modeling and solutions for ductile fracture=

94.&= nbsp; Wilczyński B., Mr&oacut= e;z Z= .,  Fatigue shape optimization using continuous hardening model formulation

95.  Yoshida= A.,= Ohue= Y., Seki= M.,  Rolling contact fatigue of sintered transmission element and its life assessment ba= sed on fracture mechanics

96.  Żebro T, Pamin J.,  Two models and <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US'>algorithmic options for gradient damage coupled with plasticity

 

Micromechanics

97.  Berka L.,  On a mechanics of crushing and comminution of solids

98.&= nbsp; Elżanowski M., = Preston S.,  A model of the self-driven evolutio= n of defects

99.   &= nbsp;    Gross D., Mueller R.  Interaction of defects in piezoelectric materials: recent results

100.    Hess S.,  Structural changes in micromechanic= al sliding friction – theory and non-equilibrium molecular dynamics comp= uter simulations

101.    Kaczyński A., Matysiak S.,  Some antiplane problems for a micro-perio= dic reinforced elastic composite containing an interface crack or a rigid line = inclusion

102.    Kursa M., Petryk H.,  Modelling of elastic-plastic behaviour of metal crystals by incremental energy minimization

103.    Manzhirov A.V., Kazakov K. E., Fedotov <= /span>I.,  Wear of elastic foundations with inhomogeneous coatings

104.    Marciniszyn A., Stupkiewicz S.,  Micromechanical analysis of lubricated contact phenomena

105.    Mrozek A., Burczynski T.,&nb= sp; Analysis of the material behaviour at the nanosc= ale

106.    Naderi D., Masood H., Abedian A., Adib S.,  Frictionless non-symmetrical contact of a tilted wedge

107.=     Páczelt I.<= /i>, Mróz Z.,  Investigation of steady state wear problems

108.    Pettermann H.E., Huber C.O= ., Luxner M.H., Nogales S., Böhm H.J.,  Fi= nite elastic-plastic deformations of MMC components – multiscale mean field and unit cell simulations

109.    Ptaszny J., Fedelinski P.,=  Fast multipole boundary element met= hod analysis of plates with many holes and inclusions

110.=     = Pyrz R., Bochenek B.,  Di= screte-continuum transition at interfaces of nanocomposites<= /p>

111.    Sadowski P., Stupkiewicz S.<= /span>,<= span style=3D'mso-spacerun:yes'>  A model for prediction of effectiv= e heat transfer coefficient of rough surfaces in contact

112.    Staroszczyk R.,  On the anisotropy of polar ice

113.    Sudak L.J., Wang = X.,  An inclusion of arbitrary shape with imperfect interface in antiplane elastici= ty

114.    Touboul M., Nadot-Martin C., Dragon A., Fanget A.,  A non classical scale transition fo= r a class of viscoelastic particulate composites at finite deformation

115.    Tsutsumi S., Kaneko K., Toyosada M., Hashiguchi K., <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US;mso-bidi-font-weight:bold;mso= -bidi-font-style: italic'> Anisotropic res= ponse predicted by multiscale analysis introducing granular element method

116.    Zmitrowicz= A.,  A modelling of contact problems = for wearing out solids

 

Thermomechanics of Alloy= s, Phase Transitions & Shape Memory Alloys

117.    Garstecki A., Pozorski Z., Ziopaja K., Różański L. <= span style=3D'mso-spacerun:yes'> Damage detection and evaluation using discrete wavelet transform and = heat transfer experiments

118.    Gromada M., Miszu= ris G.,  On the axisymmetric tensile test: are there improvements of classical formulae possible?

119.    Inoue T., Tanaka T.,  Unified constitutive equation for transformation plasticity and identification of the TP coefficients <= /span>

120.=     Kalynyak B., Teslyuk A., Tokovyy Yu., <= span style=3D'mso-spacerun:yes'> The analysis of elastic and thermoelastic equilibrium of circular inhomogeneous in radial direction cylinders

121.    Kowalski S.J.,  Destruction of materials owing to i= ntensive phase transitions in microwave drying

122.    Lexcellent Ch., Gondor G., <= /span> Thermodynamics = of close or open two phase systems: from shape memory alloys to metal-hydrogen systems

123.=     Maj M., Oliferuk W.,  Effect of pre-strain direction on energy storage process during tensile deformation = of polycrystal =

124.=     Maksimkin O.P., Gusev M.N., Toktogulova D.A., Osipov I.S.,  Dissipation and accumulation of energy du= ring plastic deformation of metal materials irradiated by neutrons

125.    Mochnacki B. Majchrzak E.,  Identification = of macro and micro parameters in solidification model=

126.=     Oliferuk W., Beygelzimer Y., Maj M., Synkov S., Reshetov A., =  Energy storage = rate in tensile test of ultrafine grained titanium produced by twist extrusion

127.    Parkitny R., Marek M.,  Cellular automaton mod= el for binary alloy microstructure prediction

128.    Parkitny R., Węgrzyn-Skrzypczak E., Skrzy= pczak T.,  Numerical simulation of the solidification process with motion of the fluid in liquid and mushy zone

129.    Pieczyska E. A., Gadaj S. P., Nowacki= W. K., Tobushi H.,  Thermomechanical properties of TiNi shape memory alloy= - transformation induced effects

130.    Plekhov O., Uvarov S., Naimark O.,  Energy storage monitoring in metals as a = way of estimating the efect of damage evolution on the strength and endurance limit (theoretical and experimental study)

131.    Puglisi G.,  Nucleation and phase fronts propaga= tion in a multi-stable lattice with weak non-local interactions

132.    Rączka W., Sibielak M.,=  SMA linear actu= ator - testing and modeling

133.    Skoczeń<= b> B.,  FGMs based on the low temperature plastic strain induced phase transformation <= o:p>

134.    Starenchenko S., Starenchenk= o V.,  Regularities and mechanisms of strain-ind= uced order-disorder transformation

135.    Tobushi H., Hayashi S., Hoshio K.,  <= /span>Shape memory composite with = SMA and SMP

136.    Tommasi de D., Foti P., Piccioni M.D., Phase transformations and hysteresis in isotropic elastic bodies

137.    Wolff M., Böhm M., Meier S.,  Modeling of carbon diffusion= and ferritic phase transformations in an unalloyed hypoeutectoid steel<= /o:p>

138.    Ziółkowski A.,  Experimental verification of fundamental theoretical assumptions underlying macroscopic theory of pseudoelasticity

139.    Zubelewicz A., Zurek A.K., Potocki M.L.,  Dynamic dislocation theory in application to copper under extreme loading rates

 

Mechanics of Structure &= amp; Optimization

140.    Abushawashi<= i> Y.M.,= Eshtewi S.H.,   <= /span>Discre= tization and analysis in finite element for plate bending

141.    Balopoulos V. D., Kalaitzidis P. A., Zacharopoulos D. A., Gdoutos E. E.,  Beam= and sectional response surfaces for foam-core sandwich beams<= /p>

142.    Błachowski B., Gutkowski W., Iwanow Z.,  An effective algorithm for di= screte optimization with static and dynamic constraints

143.    Bojczuk D., Szteleblak W.,  Some aspects of optimal design of plates by approaches based on topological derivative

144.   = Burczyński T., Poteralski A., Szczepanik= M., Evolutionary topology optimi= zation of 2D and 3D solid bodies

145.    Chen H. H., Liu F= .= C.= , Hsiao = K.= M.= ,  Torsional buckling analysis for doubly symmetric thin-walled beams with variable open section

146.    Czarnecki S.,  Application of the peano curve-based global search algorithm in the topology and geometry optimization of truss structures

147.    Dems K., Mróz Z., Application of path-independent integrals= in sensitivity analysis, optimization and identification for transient heat problems

148.    Fialko S.,  Sparse incomple= te Cholesky conjugate gradient iterative solver for analysis of large-scale pr= oblems of structural and solid mechanics.

149.    Górski R., Fedeli = 4;ski P.,  Optimal reinforcement of plates modeled by the coupled boundary and finite element method

150.    Korycki R., Dems K.,  Sensitivities of state fields in the heat and mass transfer problem within the textile structures

151.=     Kourkoulis S. K., Ganniari-Papageorgiou E.,  Bending of frag= mented architraves restored with titanium bars

152.    Lamine B., Djamel H., Sadok = B.,  Analysis of skew rhombic plates using a strain based solid finite element

153.    Lengiewicz J., Stupkiewicz S= ., Korelc J.,  DDM-based sensitivity analysis for frictio= nal contact problems in 3D

154.    Lewiński T., Rozvany G.I.N., = <= span style=3D'mso-spacerun:yes'> On Michell cantilevers supported on an edge of a trapezoidal domain<= span style=3D'mso-bidi-font-weight:bold'>

155.    Melcer J., <= span style=3D'mso-spacerun:yes'> Experimental investigation of the new bridge crossing the Danube in Bratislava

156.    Przybylski J.,  Vibration and stability of articula= ted columns with piezoelectric actuators

157.    Sapiński B., Snamina J., <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US;mso-bidi-font-weight:bold;mso= -bidi-font-style: italic'> Analysis of non-steady state motion of a = cable with a magnetorheological damper attached

158.    Stan S., Mătieş V., Bălan R.,  Some aspects regarding the workspace optimization of a two degree of freedom parallel mini-robot

159.    Tocarciuc A.,  Numerical analy= sis of a traveling isolated water slug flow through pipe elbow varying pipe diamet= er and propulsion gas inlet velocity

160.=     Zacharopoulos D.A., Kalaitzidis P.A., Balopoulos V.D., Minasidis L.E., Gdoutos E.E.,  Experimental evaluation of beam the= ories with core-flexible sandwich speci= mens

 

Shells: Theory & Computations

161.=     Chróścielewski J., Lubowiecka I.,  On dynamics of the question mark shell structure

162.    Chróścielewski J= ., Witkowski W.,  On= the use of enhanced strain formulation in 6-field nonlinear shell theory with asymmetric strain measures

163.=     Dinkler D., Pontow J.,  Perturbation sensitivity and limit loads of shells

164.    Eremeyev V.A., Pietraszkiewi= cz W.,  On nonlinear mechanics of shells wi= th phase transformations

165.    Eremeyev V.A., Pietraszkiewi= cz W.,  On the local sy= mmetry group in the general theory of elastic shells

166.=     Gavrylenko G.D.,  Upper and lower bounds of critical loads = for ribbed shells.

167.=     Grigorenko Ya., Grigorenko A., Yaremchenko S.,  On some approac= hes to solving the problems of the theory of orthotropic shells with complex shape on the basis of classic and refined models

168.    Konopińska V., Pietraszkiewicz W., <= span style=3D'mso-spacerun:yes'> Exact resultant equilibrium conditions for intersecting shells<= /o:p>

169.    Kubiak T., Mania R., Koł= ;akowski Z., Kowal-Michalska K.,  Multi modal analysis of dynamic response of thin-walled plated struct= ures

170.   = Opoka S.,  Influence of boundary conditions on axial buckling load of circular cylindrical shell

171.    Tomczyk B.,  Dynamical stabi= lity of thin periodic cylindrical shells

172.    Wisniewski K., Turska E., <= span lang=3DEN-US style=3D'mso-ansi-language:EN-US;mso-bidi-font-weight:bold'> Enhanced Allman= -type quadrilateral for membrane part of shell elements

 

 

POSTERS=

173.    Bielski W., Gambin B., Krugl= enko E.,  Existence problems in incompressib= le and slightly incompressible magnetics

174.    Bielski W., Wojnar R.= , Nonstationary flow through porous piezoelectric body with two scale structu= re

175.    Bobylov A., Dobrova Yu., Sut= urin E.<= span style=3D'mso-spacerun:yes'>  Numerical modeling of forced vibra= tions of deformable solids under unilateral constraints

176.    Cieszko M., Kempiński M= .,<= span style=3D'mso-spacerun:yes'>  Application of limit models of pore architecture to determination of pore size distribution in porous materials based on the mercury intrusion curves

177.    Cieszko M., Pakuła M., = Kubik J.,<= span style=3D'mso-spacerun:yes'>  Scattering of elastic waves in ran= domly layered materials

178.    Diaferio M., Foti D.,=   Mechanical behaviour of buildings = under seismic input in near-fault areas

179.    Figurska M., Mizera A., Stańczyk M.,  Modeling of wear particle diffusion at the bone-implant interface

180.    Gadaj S. P., Nowacki W. K., Pieczyska E. A., Tobushi H.,  Martensite and reverse transformation during two-sides simple shear = of NiTi SMA

181.    Guminiak M., Sygulski R.,  Inertial coupling analysis of syst= em of plates immersed in fluid by the boundary element method

182.    Kołakowski Z., Kote = 2;ko M., Kubiak T., Mania R.,  Ultimate loads and post-failure behaviour of thin-walled z-profiles under compression

183.    Kosiński W.<= /b>,<= span style=3D'mso-spacerun:yes'>  On soft modeling and calculation

184.    Kruglenko E., Galka A., Gamb= in B.,<= span style=3D'mso-spacerun:yes'>  The young measure valued solution = in micromagnetics: a numerical example

185.    Kucharski S.,=   Evaluation of structural changes a= nd residual stress in laser hardened layers

186.    Leniowska L.<= span lang=3DEN-US style=3D'mso-ansi-language:EN-US;mso-bidi-font-weight:bold'>,<= span style=3D'mso-spacerun:yes'>  Effect of the fluid loading on the= plate vibration control

187.    Manka M., Uhl T.<= /b>, Automatic balancing of rotating machinery: design and experimental validati= on

188.    Monaco P., Foti D., Borgia M.,  Solids with bounded tensile = stress and hardening/softening behaviour

189.    Parvizi M.,  Attenuation of stress and velocity= waves by impact load

190.    Pieczyska E., Tobushi H., Ga= daj S., Nowacki W. K., Hoshio K., Makino Y.,  Lüders-like deformation behav= ior of TiNi shape memory alloy during its tension with various strain rates

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