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    EMPIRE DA
    v1.9.1
    
   Data assimilation codes using EMPIRE communication 
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Public Attributes | |
| character(6) | opt_method | 
| which optimization method to use currently this has a number of options:  More...  | |
| integer | cg_method | 
| which type of nonlinear CG method to use options are:  1 FLETCHER-REEVES 2 POLAK-RIBIERE (DEFAULT) 3 POSITIVE POLAK-RIBIERE (BETA=MAX{BETA,0} ) More...  | |
| real(kind=kind(1.0d0)) | cg_eps | 
| convergence tolerance for CG method  DEFAULT = 1.0d-5 More...  | |
| real(kind=kind(1.0d0)) | lbfgs_factr | 
| factr is a DOUBLE PRECISION variable that must be set by the user. It is a tolerance in the termination test for the algorithm. The iteration will stop when More...  | |
| real(kind=kind(1.0d0)) | lbfgs_pgtol | 
| pgtol is a double precision variable. On entry pgtol >= 0 is specified by the user. The iteration will stop when More...  | |
| real(kind=kind(1.0d0)), dimension(:), allocatable | l | 
| real(kind=kind(1.0d0)), dimension(:), allocatable | u | 
| real(kind=kind(1.0d0)), dimension(:), allocatable | x0 | 
| integer, dimension(:), allocatable | nbd | 
| integer | n | 
| the size of the state vector  More... | |
| integer | total_timesteps | 
| the total number of timesteps in the assimilation window  More... | |
| integer, dimension(:), allocatable | ny | 
| array containing the number of observations.  More... | |
Definition at line 32 of file var_data.f90.
| real(kind=kind(1.0d0)) var_data::var_control_type::cg_eps | 
convergence tolerance for CG method 
 DEFAULT = 1.0d-5 
Definition at line 44 of file var_data.f90.
| integer var_data::var_control_type::cg_method | 
which type of nonlinear CG method to use options are: 
 1 FLETCHER-REEVES 
 2 POLAK-RIBIERE (DEFAULT) 
 3 POSITIVE POLAK-RIBIERE (BETA=MAX{BETA,0} ) 
Definition at line 39 of file var_data.f90.
| real(kind=kind(1.0d0)), dimension(:), allocatable var_data::var_control_type::l | 
Definition at line 78 of file var_data.f90.
| real(kind=kind(1.0d0)) var_data::var_control_type::lbfgs_factr | 
factr is a DOUBLE PRECISION variable that must be set by the user.
 It is a tolerance in the termination test for the algorithm. The iteration will stop when 
(f^k - f^{k+1})/max{|f^k|,|f^{k+1}|,1} <= factr*epsmch
where epsmch is the machine precision which is automatically generated by the code. Typical values for factr on a computer with 15 digits of accuracy in double precision are:
 factr=1.d+12 for low accuracy;
 1.d+7 for moderate accuracy;
 1.d+1 for extremely high accuracy.
 The user can suppress this termination test by setting factr=0.
DEFAULT = 1.0d7
Definition at line 48 of file var_data.f90.
| real(kind=kind(1.0d0)) var_data::var_control_type::lbfgs_pgtol | 
pgtol is a double precision variable.
 On entry pgtol >= 0 is specified by the user. The iteration will stop when 
max{|proj g_i | i = 1, ..., n} <= pgtol
where pg_i is the ith component of the projected gradient.
 The user can suppress this termination test by setting pgtol=0.
DEFAULT = 1.0d-5
Definition at line 66 of file var_data.f90.
| integer var_data::var_control_type::n | 
the size of the state vector
Definition at line 81 of file var_data.f90.
| integer, dimension(:), allocatable var_data::var_control_type::nbd | 
Definition at line 79 of file var_data.f90.
| integer, dimension(:), allocatable var_data::var_control_type::ny | 
array containing the number of observations.
ny(t) contains the number of observations at time t
if no observations at time t then ny(t) = 0
Definition at line 85 of file var_data.f90.
| character(6) var_data::var_control_type::opt_method | 
which optimization method to use currently this has a number of options: 
Definition at line 33 of file var_data.f90.
| integer var_data::var_control_type::total_timesteps | 
the total number of timesteps in the assimilation window
Definition at line 82 of file var_data.f90.
| real(kind=kind(1.0d0)), dimension(:), allocatable var_data::var_control_type::u | 
Definition at line 78 of file var_data.f90.
| real(kind=kind(1.0d0)), dimension(:), allocatable var_data::var_control_type::x0 | 
Definition at line 78 of file var_data.f90.