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Showing 1 to 20 of 205 for “"Green's function"”.
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Lattice Green's function for a rectangular lattice
Includes bibliographical references (pages 33-34).
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The Green's function for a plane contour
Made available in DSpace on 2016-11-09T23:47:18Z (GMT). No. of bitstreams: 2 5999508_opt.pdf: 3296102 bytes, checksum: 7b4340e9bc83681acec846cc239f9cc1 (MD5) license.txt: 4183 bytes, checksum: 1dcc2037833d76bede73d5717587543b (MD5) Previous issue date: 1918
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The Green's function for the diffusion coefficient
The scattering diffusion coefficient between two points can theoretically be extracted from a random distribution of sources. An improved ability to measure the diffusion coefficient of the Earth's crust would simplify the process of characterizing the fracture network for applications in …
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The Straggling Green's Function Method for Ion Transport
… energy and range straggling. Here we present a Green's function approach to ion transport that incorporates these missing elements. This work forms the basis for a new version of GRNTRN, a Green's function transport code. Comparisons of GRNTRN predictions and laboratory results for an …
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Green's function analysis of bunched charged particle beams
… presence of perfectly conducting walls using a Green's function technique. Exact self-consistent electric and magnetic fields are obtained for charged particles in the vicinity of a conducting boundary with the use of Green's functions. We present three analytical models of bunched beams in a …
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Green's function derivations for specific acoustic admittances and impedances
… used to compute frequency-domain impedance functions. However, although the frequency-domain representations of acoustical wave propagation typically have very neat closed-form solutions, there is a lack of intuition from the use of such techniques stemming from the added necessity of …
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Green's function Monte Carlo calculations of few-nucleon systems
… with the development of a variational wave function. We discuss the basis for our variational wave functions and the Monte Carlo techniques used to evaluate expectation values with these wave functions. To determine the exact ground state, Green's function Monte Carlo (GFMC) techniques are …
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Green's function Monte Carlo calculations of few nucleon systems
Restriction data tranferred 2014-07-01T11:12:08-05:00 Original Data Group with Access UIUC Users [automated] Release Date: none Reason: Thesis
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A Nodal Green's Function Method for Multidimensional Neutron Diffusion Calculations
Made available in DSpace on 2014-12-14T06:26:09Z (GMT). No. of bitstreams: 1 8004214.pdf: 6014344 bytes, checksum: 8ab69c6f9773f3440f6123de5b682353 (MD5) Previous issue date: 1979
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Explicitly correlated Green's function methods for calculating electron binding energies
Single-particle Green's function method is a direct way of calculating electron binding energy, which relies on expanding the Fock subspace in a finite single-particle basis. However, these methods suffer from slow asymptotic decay of basis set incompleteness error. An energy-dependent explicitly …
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Application of the Green's function Monte Carlo method to Hamiltonian lattice field theories
Thesis (Ph. D.)--Michigan State University. Dept. of Physics and Astronomy, 1984
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Fast multipole acceleration of periodic Green's function using spherical harmonics and Ewald summation
… for periodic geometry is the use of periodic Green's function (PGF) over free-space Green's function (FGF). When expressed as a spatial sum, PGF converges slowly making this representation unsuitable for numerical implementation. An alternative representation known as Ewald summation can be …
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Study Of Quantum Transport In Nanoscale Structures Using Non-Equilibrium Green's Function Method
Submitted by Meng Tao (mengtao2@illinois.edu) on 2012-10-12T23:55:53Z No. of bitstreams: 1 Guan.pdf: 1480734 bytes, checksum: 0898fc6645e8cde3de79af582e5d4d0f (MD5)
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Non-equilibrium Green's function study of transport in disordered double-layer graphene systems
… are investigated using the non-equilibrium Green's function (NEGF) formalism. The complexity of such a structure makes it imperative to study the effects of lattice vacancies which will inevitably arise during fabrication. Room-temperature performance characteristics for both ideal and …
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Parameter Estimation for a Modified Cable Model Using a Green's Function and Eigenvalue Perturbation.
<p>In this thesis we developed the Green's Function for a tapered equivalent cylinder model of dendritic electrical propagation. We then use the Green's Function to develop a Carleman linear embedding scheme which is used to estimate the effects of a nonlinear ion channel hot-spot on the tapered …
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Analysis of passive and active discrete-distributed linear dynamical systems using Green's function methods
… distributed parameter system, represented by the Green's function of its governing differential equation, and a multiplicity of arbitrarily located lumped parameter systems are coupled at discrete points and the resulting combined system is considered as a whole. Modal analysis is used …
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Local Green's Function Techniques for the Solution of Heat Conduction and Incompressible Fluid Flow Problems
… numerical methods, based on the use of a local Green's function, are developed and applied to the numerical solution of heat conduction and incompressible fluid flow problems. In the solution of heat conduction problems, a local Green's function is used to develop a local integral equation for …
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