package zelus

You can search for identifiers within the package.

in-package search v0.2.0

zelus
- Basics
- Defaultsolver
- Dump
- Illinois
- Lift
- Node
  - Ode23Solver
  - Ode45Solver
- Node_base
  - Make
    
    SSolver
    
    ZSolver
  - Ode23Solver
  - Ode45Solver
- Odexx
  - BUTCHER_TABLEAU
  - GenericODE
    
    Butcher
  - Ode23
  - Ode45
- Run
- Solvers
- Zls
- Zlsolve
  - Make
    
    _
  - ZELUS_SOLVER
- Zlsrun
  - Make
    
    _
- Ztypes
zelus.zlcompilerlibs
- Activate
- Add_copy_for_last
- Aform
- Automata
  - TableOfTypes
- Causal
  - K
  - M
  - S
- Causality
- Compiler
- Complete
- Control
- Copy
- Cost
- Cse
- Defcaus
- Definit
- Deftypes
- Dependences
- Deps_tools
- Disc
- Encore
- Fixstep
- Global
- Graph
  - E
  - S
- Horizon
- Init
  - M
  - S
- Initial
- Initialization
- Inline
- Inout
- Interface
- Letin
- Lident
- Lmm
- Markfunctions
- Match2condition
- Modules
  - E
- Oaux
- Obc
- Ocamlprinter
- Oprinter
- Patternsig
  - C
    
    SSet
  - LANG
- Pcaus
  - M
  - S
- Period
- Pinit
- Plmm
- Pp_tools
- Pre
- Present
- Printer
- Proba
- Ptypes
- Reduce
- Remove_last_in_patterns
- Reset
- Schedule
- Scoping
  - Error
  - Rename
  - S
- Shared
- Simulator
- Static
- Total
  - Automaton
- Translate
- Typerrors
- Typing
- Unsafe
- Vars
- Write
- Zaux
- Zconfig
- Zdeadcode
- Zdepend
  - StringSet
- Zelus
- Zident
  - Env
  - M
  - S
- Zlexer
- Zlocation
- Zlus2lmm
- Zmatching
  - PATTERN_CHECKER
    
    S
    
    SSet
  - SIG
- Zmisc
  - Env
  - S
  - State
  - name_assoc_table
  - name_generator
- Zopt
- Zparser
  - Incremental
  - MenhirInterpreter
- Zparsetree
- Ztypes

Legend:
Library
Module
Module type
Parameter
Class
Class type

type (!'a, !'b) solver = ('a, 'b) Make(Solvers.Ode23)(Illinois).solver =

| Init
| Running of ('a, 'b) solver_state

and (!'a, !'b) solver_state =
  ('a, 'b) Make(Solvers.Ode23)(Illinois).solver_state =
  {

zstate : Illinois.t;
sstate : Solvers.Ode23.t;
roots : Ztypes.zinvec;
nvec : Solvers.Ode23.nvec;
cvec : Ztypes.cvec;
mutable t_start : float;
mutable t_limit : float;
mutable t_mesh : float;
mutable t_time : float;
minput : 'a ref;
mutable output : 'b;
mutable next : simulation_state;

}

and simulation_state = Make(Solvers.Ode23)(Illinois).simulation_state =

| Integrate
| Discrete of bool
| End

type (!'a, !'b) state = ('a, 'b) Make(Solvers.Ode23)(Illinois).state = {

state : 'a;
mutable solver : 'b;

}

val add_margin : float -> float

val solve : 
  (Ztypes.cstate -> (Ztypes.time * 'a, 'b) Ztypes.node) ->
  float ->
  (float * 'a, 'b return) Ztypes.node