Equation
Related topic :Heat EquationBethe EquationDirac EquationMaster EquationIntegral EquationWave EquationChemical EquationChristoffel EquationLaplace EquationEquation Modeling
The Elastic Wave EquationThe Elastic Wave Equation
the elastic wave equation • elastic waves in infinite homogeneous isotropic media numerical simulations for simple sources • plane wave propagation in infinite media frequency, wavenumber, wavelength • conditions at material discontinuities snell’s law reflection coefficients free surface • reflection seismology: an example from the gulf of mexico seismology
Solving the Generalized Langevin Equation with the
fr9800223 solving the generalized langevin equation with the algebraically correlated noise t. srokowskif and m. ploszajczak* t institute of nuclear physics, pl - 31-342 krakow, poland and * grand accelerateur national d'lons lourds (ganil), cea/dsm - cnrs/in2p3, bp 5027, f-14021 caen cedex, france ganil p 97 33 solving the
Numerical Solution of Heun Equation Via Linear Stochastic
journal of linear and topological algebra vol. 01, no. 02, 2012, 79- 89 numerical solution of heun equation via linear stochastic differential equation h. r. rezazadeha,∗, m. maghasedib, b. shojaeec. a,b,cdepartment of mathematics, karaj branch, islamic azad university, po. code 31485-313, karaj, iran. abstract. in this paper, we intend to
Derivation of Friedmann s Acceleration Equation
adv. studies theor. phys., vol. 7, 2013, no. 11, 515 - 525 hikari ltd, www.m-hikari.com derivation of friedmann’s acceleration equation from canonical quantum cosmology ch’ng han siong and shahidan radiman school of applied physics, faculty of science and technology universiti kebangsaan malaysia 43600 ukm bangi selangor d.e. malaysia [email protected] copyright
An application of Volterra integral equation by expansion of
iosr journal of mathematics (iosr-jm) e-issn: 2278-5728, p-issn: 2319-765x. volume 11, issue 5 ver. i (sep. - oct. 2015), pp 59-62 www.iosrjournals.org an application of volterra integral equation by expansion of taylor’s series in the problem of heat transfer and electrostatics *pius kumar & ** g. c. dubey
Time-domain Numerical Solution of the Wave Equation
time-domain numerical solution of the wave equation jaakko lehtinen∗ february 6, 2003 abstract this paper presents an overview of the acoustic wave equation and the common time-domain numerical solution strategies in closed environments. first, the wave equation is presented and its qualities analyzed. common principles of numerical approximation of derivatives
Further Solutions Of The General Abel Equation Of The Second
applied mathematics e-notes, 14(2014), 53-56 c available free at mirror sites of http://www.math.nthu.edu.tw/ amen/ issn 1607-2510 further solutions of the general abel equation of the second kind: use of julia’s condition lazhar bougo¤ay received 25 october 2014 abstract in this paper, we propose a direct method to
Deterministic Methods for the Boltzmann Equation
introduction time-step splitting transport collision operator deterministic methods for the boltzmann equation a. narayan and a. kl¨ockner am281.1 convection-dominated problems october 15, 2007 a. narayan and a. kl¨ockner deterministic methods for the boltzmann equation introduction time-step splitting transport collision operator outline
A New Auxiliary Equation Method and Novel Interaction
international journal of scientific and innovative mathematical research (ijsimr) volume 3, issue 4, april 2015, pp 15-20 issn 2347-307x (print) & issn 2347-3142 (online) www.arcjournals.org a new auxiliary equation method and novel interaction solutions of the fifth-order kdv equation with variable coefficients xue liu school of science, linyi university
Numerical Analysis of Riccati equation using Differential
global journal of mathematical sciences: theory and practical. issn 0974-3200 volume 9, number 1 (2017), pp. 31-50 © international research publication house http://www.irphouse.com numerical analysis of riccati equation using differential transform method, he laplace maethod and adomain decomposition method p.l. suresh department of applied sciences & humanities, sasi institute of
PARTIAL DIFFERENTIAL EQUATION A differential equation
b tech mathematics iii lecture note partial differential equation a differential equation containing terms as partial derivatives is called a partial differential equation (pde). the order of a pde is the order of highest partial derivative. the dependent variable z depends on independent variables x and y.
Solution of the Nonlinear Telegraph Equation Using Lattice
contemporary engineering sciences, vol. 10, 2017, no. 18, 881 - 890 hikari ltd, www.m-hikari.com https://doi.org/10.12988/ces.2017.79105 solution of the nonlinear telegraph equation using lattice-boltzmann and solitary wave methods f. fonseca universidad nacional de colombia departamento de f´ısica bogota´, colombia copyright c 2017 f. fonseca. this article is distributed under the creative
The Cauchy problem for the Boltzmann equation
the cauchy problem for the boltzmann equation alexander bastounis thomas holding january 30, 2013 vittoria silvestri 1 introduction new mathematical results do not emerge often from existing tools and techniques. the boltzmann equation is one of the core equations of mathematical physics, and its cauchy problem
Some Aspects to de Korteweg - de Vries Equation
some aspects to de korteweg - de vries equation jorge mauricio jaramillo monsalve , joa˜o ricardo vallim & lucineia macedo dos santos universidade federal de mato grosso - instituto de f´ısica. instituto federal de mato grosso - campus cuiaba´. [email protected], [email protected], [email protected] resumo the korteweg- de vries [kdv] equation
The Korteweg-de Vries Equation - Information Services
the korteweg-de vries equation: a survey of results author(s): robert m. miura source: siam review , jul., 1976, vol. 18, no. 3 (jul., 1976), pp. 412-459 published by: society for industrial and applied mathematics stable url: https://www.jstor.org/stable/2028638 jstor is a not-for-profit service that helps scholars, researchers, and students discover, use,
Solving Fractional Diffusion Equation Using Variational
solving fractional diffusion equation using variational iteration method and adomian decomposition method norizkiah binti dzulkarnain universiti teknologi malaysia i solving fractional diffusion equation using variational iteration method and adomian decomposition method norizkiah binti dzulkarnain a dissertation submitted in partial fulfilment of the requirements for the award of the degree
The two dimensional wave equation
the 2d wave equation separation of variables superposition examples the two dimensional wave equation ryan c. daileda trinity university partial differential equations march 1, 2012 daileda the 2d wave equation the 2d wave equation separation of variables superposition examples
Chapter 5 The Acoustic Wave Equation and Simple Solutions
chapter 5 – the acoustic wave equation and simple solutions (5.1) in this chapter we are going to develop a simple linear wave equation for sound propagation in fluids (1d). in reality the acoustic wave equation is nonlinear and therefore more complicated than what we will look at in
An exact solution of a quasilinear Fisher equation in
an exact solution of a quasilinear fisher equation in cylindrical coordinates ashfaque h. bokhari, m. t. mustafa and f. d. zaman department of mathematics and statistics, king fahd university of petroleum and minerals, dhahran 31261, saudi arabia [email protected], [email protected], [email protected] abstract lie symmetry method is applied to analyze fisher equation
An Integral Equation for Dissipative Quantum Transport
purdue university purdue e-pubs department of electrical and computer engineering technical reports department of electrical and computer engineering 3-1-1989 an integral equation for dissipative quantum transport supriyo datta purdue university michael j. mclennan purdue university follow this and additional works at: https://docs.lib.purdue.edu/ecetr datta, supriyo and mclennan, michael