21,323 research outputs found
Stress tests on cylinders and aluminum panels
An optimization study of composite stiffened cylinders is discussed. The mathematical model for the buckling has been coupled successfully with the optimization program AESOP. The buckling analysis is based on the use of the smeared theory for the buckling of stiffened orthotropic cylindrical shells. The loading, radius, and length of the cylinder are assumed to be known parameters. An optimum solution gives the value of cross-sectional dimensions and laminate orientations. The different types of buckling modes are identified. Mathematical models are developed to show the relationships of the parameters
Analysis of folding of bladder structures
Analysis of folding bladder structure
Quantum interference initiated super- and subradiant emission from entangled atoms
We calculate the radiative characteristics of emission from a system of
entangled atoms which can have a relative distance larger than the emission
wavelength. We develop a quantum multipath interference approach which explains
both super- and subradiance though the entangled states have zero dipole
moment. We derive a formula for the radiated intensity in terms of different
interfering pathways. We further show how the interferences lead to directional
emission from atoms prepared in symmetric W-states. As a byproduct of our work
we show how Dicke's classic result can be understood in terms of interfering
pathways. In contrast to the previous works on ensembles of atoms, we focus on
finite numbers of atoms prepared in well characterized states.Comment: 10 pages, 8 figures, 2 Table
Tailoring the photonic bandgap of porous silicon dielectric mirror
A systematic method to fabricate porous silicon one dimensional photonic
crystals has been engineered to have a photonic bandwidth up to 2000nm. The
observation of the tailorability of the photonic bandgap (PBG) underscores the
requirement of the large refractive index contrast for making broad PBG
structures. In this letter, we present the fabrication and characteristics of
such structures that may be promising structures for a large variety of
applications.Comment: Published in Appl. Phys. Let
Causality in Propagation of a Pulse in a Nonlinear Dispersive Medium
We investigate the causal propagation of the pulse through dispersive media
by very precise numerical solution of the coupled Maxwell-Bloch equations
without any approximations about the strength of the input field. We study full
nonlinear behavior of the pulse propagation through solid state media like ruby
and alexandrite. We have demonstrated that the information carried by the
discontinuity, {\it i.e}, front of the pulse, moves inside the media with
velocity even though the peak of the pulse can travel either with
sub-luminal or with super-luminal velocity. We extend the argument of
Levi-Civita to prove that the discontinuity would travel with velocity even
in a nonlinear medium.Comment: 4 pages, 4 figures, 2 table
A quasi-linear control theory analysis of timesharing skills
The compliance of the human ankle joint is measured by applying 0 to 50 Hz band-limited gaussian random torques to the foot of a seated human subject. These torques rotate the foot in a plantar-dorsal direction about a horizontal axis at a medial moleolus of the ankle. The applied torques and the resulting angular rotation of the foot are measured, digitized and recorded for off-line processing. Using such a best-fit, second-order model, the effective moment of inertia of the ankle joint, the angular viscosity and the stiffness are calculated. The ankle joint stiffness is shown to be a linear function of the level of tonic muscle contraction, increasing at a rate of 20 to 40 Nm/rad/Kg.m. of active torque. In terms of the muscle physiology, the more muscle fibers that are active, the greater the muscle stiffness. Joint viscosity also increases with activation. Joint stiffness is also a linear function of the joint angle, increasing at a rate of about 0.7 to 1.1 Nm/rad/deg from plantar flexion to dorsiflexion rotation
Fast preparation of critical ground states using superluminal fronts
We propose a spatio-temporal quench protocol that allows for the fast
preparation of ground states of gapless models with Lorentz invariance.
Assuming the system initially resides in the ground state of a corresponding
massive model, we show that a superluminally-moving `front' that
quenches the mass, leaves behind it (in space) a state
to the ground state of the gapless model.
Importantly, our protocol takes time to produce
the ground state of a system of size ( spatial dimensions), while
a fully adiabatic protocol requires time
to produce a state with exponential accuracy in . The physics of the
dynamical problem can be understood in terms of relativistic rarefaction of
excitations generated by the mass front. We provide proof-of-concept by solving
the proposed quench exactly for a system of free bosons in arbitrary
dimensions, and for free fermions in . We discuss the role of
interactions and UV effects on the free-theory idealization, before numerically
illustrating the usefulness of the approach via simulations on the quantum
Heisenberg spin-chain.Comment: 4.25 + 10 pages, 3 + 2 figure
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