Current Search:   Hilton, William (x)

View All Items

  • CSV Spreadsheet
(1 - 2 of 2)
relation of a discovery lately made on the coast of Florida
Title
A relation of a discovery lately made on the coast of Florida: (From lat. 31. to 33 deg. 45 min. north-lat.).
Creator
Hilton, William, Long, Anthony, Fabian, Peter, PALMM (Project)
Abstract / Description
This expedition first visited the neighborhood of Port Royal, then sailed northeastward along the South Carolina coast, concluding with a careful exploration of Cape Fear River., Includes the relation of the expedition, various letters by William Hilton and Captain Alanso Arguiles, as well as proposals concerning the disposition of land to settlers of the region explored by Hilton.
Date Issued
1664
Identifier
AAA3450QF00001/11/200208/04/200516308BfamIa D0QF, FHP C CF 2002-01-11, FCLA url 20020220xOCLC, 49296913, CF00001565, 2560070, ucf:8229
Format
E-book
PURL
http://purl.flvc.org/fcla/dl/CF00001565.jpg
Analytical and Numerical Investigations of the Kudryashov Generalized KdV Equation
Title
Analytical and Numerical Investigations of the Kudryashov Generalized KdV Equation.
Creator
Hilton, William, Schober, Constance, Moore, Brian, Choudhury, Sudipto, University of Central Florida
Abstract / Description
This thesis concerns an analytical and numerical study of the Kudryashov Generalized Korteweg-de Vries (KG KdV) equation. Using a refined perturbation expansion of the Fermi-Pasta-Ulam (FPU) equations of motion, the KG KdV equation, which arises at sixth order, and general higher order KdV equations are derived. Special solutions of the KG KdV equation are derived using the tanh method. A pseudospectral integrator, which can handle stiff equations, is developed for the higher order KdV...
Show moreThis thesis concerns an analytical and numerical study of the Kudryashov Generalized Korteweg-de Vries (KG KdV) equation. Using a refined perturbation expansion of the Fermi-Pasta-Ulam (FPU) equations of motion, the KG KdV equation, which arises at sixth order, and general higher order KdV equations are derived. Special solutions of the KG KdV equation are derived using the tanh method. A pseudospectral integrator, which can handle stiff equations, is developed for the higher order KdV equations. The numerical experiments indicate that although the higher order equations exhibit complex dynamics, they fail to reach energy equipartition on the time scale considered.
Show less
Date Issued
2018
Identifier
CFE0007754, ucf:52395
Format
Document (PDF)
PURL
http://purl.flvc.org/ucf/fd/CFE0007754