1,652 research outputs found
Introducing strain-rate dependent work material properties into the analysis of orthogonal cutting
An analysis is presented in which cutting speed, depth of cut and
certain strain-rate dependent work material properties are taken into
account. Good agreement between theory and experiment is shown over a
wide range of cutting conditions
Dark energy records in lensed cosmic microwave background
We consider the weak lensing effect induced by linear cosmological
perturbations on the cosmic microwave background (CMB) polarization
anisotropies. We find that the amplitude of the lensing peak in the BB mode
power spectrum is a faithful tracer of the dark energy dynamics at the onset of
cosmic acceleration. This is due to two reasons. First, the lensing power is
non-zero only at intermediate redshifts between the observer and the source,
keeping record of the linear perturbation growth rate at the corresponding
epoch. Second, the BB lensing signal is expected to dominate over the other
sources. The lensing distortion on the TT and EE spectra do exhibit a similar
dependence on the dark energy dynamics, although those are dominated by primary
anisotropies. We investigate and quantify the effect by means of exact tracking
quintessence models, as well as parameterizing the dark energy equation of
state in terms of the present value () and its asymptotic value in the
past (); in the interval allowed by the present constraints on dark
energy, the variation of induces a significant change in the BB
mode lensing amplitude. A Fisher matrix analysis, under conservative
assumptions concerning the increase of the sample variance due to the lensing
non-Gaussian statistics, shows that a precision of order 10% on both
and is achievable by the future experiments probing a large sky
area with angular resolution and sensitivity appropriate to detect the lensing
effect on the CMB angular power spectrum. These results show that the CMB can
probe the differential redshift behavior of the dark energy equation of state,
beyond its average.Comment: New version including substantial text change, three more figures and
two more table
A Millimeter-Wave Achromatic Half Wave Plate
We have constructed an achromatic half wave plate (AHWP) suitable for the
millimeter wavelength band. The AHWP was made from a stack of three sapphire
a-cut birefringent plates with the optical axes of the middle plate rotated by
50.5 degrees with respect to the aligned axes of the other plates. The measured
modulation efficiency of the AHWP at 110 GHz was %. In contrast,
the modulation efficiency of a single sapphire plate of the same thickness was
%. Both results are in close agreement with theoretical predictions.
The modulation efficiency of the AHWP was constant as a function of incidence
angles between 0 and 15 degrees. We discuss design parameters of an AHWP in the
context of astrophysical broad band polarimetry at the millimeter wavelength
band.Comment: In print - Applied Optics, 14 pages, 7 figure
Flow along tool-chip interface in orthogonal metal cutting
In recent papers it has been suggested that over part of the toolchip
contact zone the chip does not slide but sticks to the tool, chip
flow taking place by shear within the body of the chip. Sticking
contact is inconsistent with steady state cutting and in this paper a
slip-line field model of chip flow is presented which does not include
sticking contact and which is consistent with the relevant experimental
observations
Note: estimating the charge size in explosive forming of sheet metal
Note: Estimating the charge size in explosive forming of sheet metal
In the explosive forming of sheet metal some relatively easy method
of estimating the size of the charge is needed. This short note describes
a method in which the size of the charge is found by equating the work done
in forming the component to that part of the explosive energy available
for doing work on the component … [cont]
Does selection for growth rate in broilers affect their resistance and tolerance to Eimeria maxima?
Atomic-scale compensation phenomena at polar interfaces
The interfacial screening charge that arises to compensate electric fields of
dielectric or ferroelectric thin films is now recognized as the most important
factor in determining the capacitance or polarization of ultrathin
ferroelectrics. Here we investigate using aberration-corrected electron
microscopy and density functional theory how interfaces cope with the need to
terminate ferroelectric polarization. In one case, we show evidence for ionic
screening, which has been predicted by theory but never observed. For a
ferroelectric film on an insulating substrate, we found that compensation can
be mediated by interfacial charge generated, for example, by oxygen vacancies.Comment: 3 figure
Preliminary report on the analysis of the stresses in a die-bolster combination
An analysis is presented of the stresses in a carbide die-steel
bolster combination. Results from a computer treatment of this analysis
are given in tabular and graphical form. Suggestions are made as to the
choice of interface diameters, and a nomogram is drawn enabling the maximum
allowable interference to be selected
Calculating the shear angle in orthogonal metal cutting from fundamental stress-strain-strain rate properties of the work material
An analysis of the orthogonal metal cutting process is made which
enables the shear angle to be calculated from certain fundamental properties
of the work material and the specified cutting conditions. Shear angles
are calculated for a range of cutting conditions and good agreement is
shown between theory and experiment. In particular, such trends as the
decrease in shear angle with decrease in cutting speed and the tendency
for the chip to become discontinuous at slow cutting speeds which are found
experimentally and cannot be explained in terms of previous shear angle
analyses, are shown to be consistent with the present analysis
Feynman graph polynomials
The integrand of any multi-loop integral is characterised after Feynman
parametrisation by two polynomials. In this review we summarise the properties
of these polynomials. Topics covered in this article include among others:
Spanning trees and spanning forests, the all-minors matrix-tree theorem,
recursion relations due to contraction and deletion of edges, Dodgson's
identity and matroids.Comment: 35 pages, references adde
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