Two-dimensional simulation results are presented that capture at great detail the temporal evolution of Mach reflection triple point sub-structures intrinsic to gaseous detonation waves. The observed patterns are classified by shock polar analysis for realistic, thermally perfect but nonreactive gases. A diagram of the transition boundaries between possible Mach reflection structures is constru...

An investigation of detonation diffraction through an abrupt area change has been carried out via a set of two-dimensional numerical simulations parametrized by the activation energy of the reactant. Our analysis is specialized to a reactive mixture with a perfect gas equation of state and a single-step reaction in the Arrhenius form. Lagrangian particles are injected into the flow as a diagnos...

The purpose of this research is to study the wave propagation in orthotropic generalized thermoelastic half-space with voids under initial stress. It is found that, for two dimensional model of orthotropic generalized thermoelastic material with voids under initial stress, there exists three quasi-longitudinal waves namely, quasi-longitudinal wave (QP-mode), quasi-longitudinal thermal wave (QPT...

This is an attempt to summarize the talks given at the session on Deconfinement in the Conference “Quark Confinement and hadron spectrum”. This talk covers the following topics: Elliptic flow and evidence of nearly perfect fluid of the created matter; High Transverse momentum production, propagation of jets and energy loss; Heavy quarqonia in dense QCD matter; Phase transition, Multiplicity flu...

The prospects of measuring masses, spin and CP properties within Supersymmetry and other beyond the Standard Model extensions at the LHC are reviewed. Emphasis is put on models with missing transverse energy due to undetected particles, as in Supersymmetry or Universal Extra Dimensions.

An investigation of detonation diffraction through an abrupt area change has been carried out via a set of two-dimensional numerical simulations parameterized by the activation energy of the reactant. Our analysis is specialized to a reactive mixture with a perfect gas equation of state and a single-step reaction in the Arrhenius form. Lagrangian particles are injected into the flow as a diagno...

The systemmodels an elastic body’s transverse vibration. For details, please see the paper of Lemrabet []. In [–] and the references therein, one can find more details as regards dynamic boundary conditions. Moreover, Heminna [] gives the controllability for elasticity system with two controls: both tangential and normal, under the assumption of the wellposedness for the backward system, wh...

The mean transverse momenta of hadrons, < P ⊥ >, produced in e + N deep inelastic scattering was studied as a function of the hadron energy fraction z and the Bjorken variable x. The statistical accuracy of the HERMES data permitted to observe at high z differences in < P ⊥ > between hadrons with positive and negative charges, h + , h − and K 0 s for the first time. These differences can presum...

In this paper, we prove that the composition of a transversal biwave map and a transversally totally geodesic map is a transversal biwave map. We show that there are biwave maps which are not transversal biwave maps, and there are transversal biwave maps which are not biwave maps either. We prove that if f is a transversal biwave map satisfying certain condition, then f is a transversal wave ma...

Let (M,F) be a compact Riemannian foliated manifold, equipped with a bundlelike metric gM . We will also use the following notation: N ∗F is the conormal bundle to F , G is the holonomy groupoid of F . In Introduction, we will formulate our main results for the geometric case of the transverse signature operator, referring the reader to the main body of the paper for the formulations in the cas...