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  • Notice: Undefined property: stdClass::$uri in theme_file_link() (line 771 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in theme_file_icon() (line 817 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in file_icon_path() (line 861 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in file_icon_map() (line 904 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in file_icon_path() (line 876 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in file_icon_path() (line 876 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in file_icon_path() (line 876 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in file_icon_path() (line 876 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filemime in theme_file_link() (line 783 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filesize in theme_file_link() (line 783 of /var/www/scholar/modules/file/file.module).
  • Notice: Undefined property: stdClass::$filename in theme_file_link() (line 789 of /var/www/scholar/modules/file/file.module).

Lagrangain formulation of fractional field systems

Authors: 
Sami I. Muslih
Abstract: 

This paper presents a Lagrangian formulation of fractional field systems. We extend the variational formulations for fractional discrete systems to fractional field systems defined in terms of Caputo derivatives to obtain the fractional Euler-Lagrange equations of motion. Two examples are studied.