01-Jul-2023 18:42:00

burgers_time_inviscid_test():
  MATLAB/Octave version 5.2.0
  Test burgers_time_inviscid().

bti_test01():
  Test burgers_time_inviscid()

  Method: 1, Upwind nonconservative.
  Initial condition: expansion
  Number of space nodes = 81
  Number of time steps = 200
  Final time T_MAX = 2
  Boundary condition = 4
  Graphics saved as "bti_test01.png"

bti_test02():
  Test burgers_time_inviscid()

  Method: 2, Upwind conservative.
  Initial condition: expansion
  Number of space nodes = 81
  Number of time steps = 200
  Final time T_MAX = 2
  Boundary condition = 4
  Graphics saved as "bti_test02.png"

bti_test03():
  Test burgers_time_inviscid()

  Method: 3, Lax Friedrichs.
  Initial condition: expansion
  Number of space nodes = 81
  Number of time steps = 200
  Final time T_MAX = 2
  Boundary condition = 4
  Graphics saved as "bti_test03.png"

bti_test04():
  Test burgers_time_inviscid()

  Method: 4, Lax Wendroff.
  Initial condition: expansion
  Number of space nodes = 81
  Number of time steps = 200
  Final time T_MAX = 2
  Boundary condition = 4
  Graphics saved as "bti_test04.png"

bti_test05():
  Test burgers_time_inviscid

  Method: 5, McCormack.
  Initial condition: expansion
  Number of space nodes = 81
  Number of time steps = 200
  Final time T_MAX = 2
  Boundary condition = 4
  Graphics saved as "bti_test05.png"

bti_test06():
  Test burgers_time_inviscid()

  Method: 6, Godonov.
  Initial condition: expansion
  Number of space nodes = 81
  Number of time steps = 200
  Final time T_MAX = 2
  Boundary condition = 4
  Graphics saved as "bti_test06.png"

burgers_time_inviscid_test():
  Normal end of execution.

01-Jul-2023 18:42:33