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Jean Le Rand D'Alambert Reduction Method (update:22-06-07) 1.0

  Date Added: August 02, 2013  |  Visits: 276

Jean Le Rand D'Alambert Reduction Method (update:22-06-07)

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In this Matlab application was perused Jean Le Rand D'Alambert's** Reduction Method for two degree of linear differential equations and several analytical examples are compared with matlab solution applications.**Jean d'Alembert was a a French mathematician who was a pioneer in the study of differential equations and their use of in physics. He studied the equilibrium and motion of fluids (1717-1783).Example reduction method;[Analytical problem]y'' - 4xy' + [4x^2-2]y = 0 and equation's is know one solutiony1(x)=exp(x^2)[Matlab application]Dalambert(1,-4*x,(4*x^2-2),exp(x^2),1)In this zip archive;Example1.pdf (matlab&analytical sol.)Example2.pdf (analytical solution)Example3.pdf (analytical solution)Readme.html (several examples,Matlab)Damalbert.m (sub function)Example.m (func. runing module)[References][1] Differential equations,PhD.Frank Ayres, Schaum's outline series and McGraw-Hill Company ,1998[2] Mathematical handbook of formulas and tables,PhD. Murray R. Spiegel, PhD. John Liu, Second edition,McGraw-Hill book company,2001,ISBN:0-07-038203-4[3] Differansiyel denklemler,Yrd.DodoTz.Dr. A.NedoDLe Dernek, DodoTz.Dr.Ahmet,Dernek, Marmara university,Deniz book publisher,Istanbul,1995

Requirements: No special requirements
Platforms: Matlab
Keyword: Ayres Differential Equationsphdfrank Examplem Function Module Outline References Runing Schaum
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