895 research outputs found
Metropolis Monte Carlo on the Lefschetz thimble: application to a one-plaquette model
We propose a new algorithm based on the Metropolis sampling method to perform
Monte Carlo integration for path integrals in the recently proposed formulation
of quantum field theories on the Lefschetz thimble. The algorithm is based on a
mapping between the curved manifold defined by the Lefschetz thimble of the
full action and the flat manifold associated with the corresponding quadratic
action. We discuss an explicit method to calculate the residual phase due to
the curvature of the Lefschetz thimble. Finally, we apply this new algorithm to
a simple one-plaquette model where our results are in perfect agreement with
the analytic integration. We also show that for this system the residual phase
does not represent a sign problem
Waste Heat Recovery in Food and Drinks Industry (Abstract only)
Most baking processes in the food manufacturing sector involve use of gas-fired ovens. Only about one-third of the total
energy used in these ovens adds value to the final product. The remaining two-thirds is discharged with the exhaust gases
at 150-250o
C and thus represents an opportunity for heat recovery. However, the low temperature range, fouling and presence of
corrosive materials in the exhaust streams make heat recovery technically challenging and uneconomical. The existing low grade heat
recovery technolgies mostly use gas to liquid heat transfer to produce hot water for use in other areas of the manufacturing plant.
The performance of these systems is governed by hot water demand in the factory and is therefore not recommended if there are
frequent fluctuations in demand or if a more efficient technology, such as combined heat and power, is already in place. This study
involves design, manufacturing and testing of a novel low-temperature gas to gas heat recovery system using an array of heat pipe heat
exchangers, for industrial-scale baking ovens at a large confectionary manufacturing plant. Unlike gas to liquid heat transfer, a gas to
gas heat transfer system provides direct savings in oven fuel consumption, independent of the hot water and other energy demands
elsewhere in the plant. The heat recovery potential of the system is estimated using a thermodynamic model developed based on
energy and mass balance for the ovens. The design enables recovery of up to 50% of the energy available through the exhaust stack,
increasing the energy efficiency of the overall process to 60% and reducing food manufacturing costs by one third
Odd-particle systems in the shell model Monte Carlo: circumventing a sign problem
We introduce a novel method within the shell model Monte Carlo approach to
calculate the ground-state energy of a finite-size system with an odd number of
particles by using the asymptotic behavior of the imaginary-time
single-particle Green's functions. The method circumvents the sign problem that
originates from the projection on an odd number of particles and has hampered
direct application of the shell model Monte Carlo method to odd-particle
systems. We apply this method to calculate pairing gaps of nuclei in the iron
region. Our results are in good agreement with experimental pairing gaps
Number-conserving theory of nuclear pairing gaps: a global assessment
We study odd-even mass staggering of nuclei, also called pairing gaps, using
a Skyrme self-consistent mean-field theory and a numerically exact treatment of
the pairing Hamiltonian. We find that the configuration-space Monte Carlo
method proposed by Cerf and Martin offers a practical computational procedure
to carry out the numerical solutions in large-dimensional model spaces.
Refitting the global strength of the pairing interaction for 443 neutron
pairing gaps in our number-conserving treatment, we find the correction to the
pairing correlation energies and pairing gaps to have rms values of 0.6 MeV and
0.12 MeV, respectively. The exact treatment provides a significant improvement
in the fit to experimental gaps, although it is partially masked by a larger
rms error due to deficiencies in other aspects of the theory such as the
mean-field energy functional.Comment: 11 pages, 9 figure
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