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(************************************************************************) (* * The Coq Proof Assistant / The Coq Development Team *) (* v * INRIA, CNRS and contributors - Copyright 1999-2019 *) (* <O___,, * (see CREDITS file for the list of authors) *) (* \VV/ **************************************************************) (* // * This file is distributed under the terms of the *) (* * GNU Lesser General Public License Version 2.1 *) (* * (see LICENSE file for the text of the license) *) (************************************************************************) (*s Logical and physical size of ocaml values. *) (** {6 Logical sizes} *) let c = ref 0 let s = ref 0 let b = ref 0 let m = ref 0 let rec obj_stats d t = if Obj.is_int t then m := max d !m else if Obj.tag t >= Obj.no_scan_tag then if Obj.tag t = Obj.string_tag then (c := !c + Obj.size t; b := !b + 1; m := max d !m) else if Obj.tag t = Obj.double_tag then (s := !s + 2; b := !b + 1; m := max d !m) else if Obj.tag t = Obj.double_array_tag then (s := !s + 2 * Obj.size t; b := !b + 1; m := max d !m) else (b := !b + 1; m := max d !m) else let n = Obj.size t in s := !s + n; b := !b + 1; block_stats (d + 1) (n - 1) t and block_stats d i t = if i >= 0 then (obj_stats d (Obj.field t i); block_stats d (i-1) t) let obj_stats a = c := 0; s:= 0; b:= 0; m:= 0; obj_stats 0 (Obj.repr a); (!c, !s + !b, !m) (** {6 Physical sizes} *) (*s Pointers already visited are stored in a hash-table, where comparisons are done using physical equality. *) module H = Hashtbl.Make( struct type t = Obj.t let equal = (==) let hash = Hashtbl.hash end) let node_table = (H.create 257 : unit H.t) let in_table o = try H.find node_table o; true with Not_found -> false let add_in_table o = H.add node_table o () let reset_table () = H.clear node_table (*s Objects are traversed recursively, as soon as their tags are less than [no_scan_tag]. [count] records the numbers of words already visited. *) let size_of_double = Obj.size (Obj.repr 1.0) let count = ref 0 let rec traverse t = if not (in_table t) && Obj.is_block t then begin add_in_table t; let n = Obj.size t in let tag = Obj.tag t in if tag < Obj.no_scan_tag then begin count := !count + 1 + n; for i = 0 to n - 1 do traverse (Obj.field t i) done end else if tag = Obj.string_tag then count := !count + 1 + n else if tag = Obj.double_tag then count := !count + size_of_double else if tag = Obj.double_array_tag then count := !count + 1 + size_of_double * n else incr count end (*s Sizes of objects in words and in bytes. The size in bytes is computed system-independently according to [Sys.word_size]. *) let size o = reset_table (); count := 0; traverse (Obj.repr o); !count let size_b o = (size o) * (Sys.word_size / 8) let size_kb o = (size o) / (8192 / Sys.word_size) (** {6 Physical sizes with sharing} *) (** This time, all the size of objects are computed with respect to a larger object containing them all, and we only count the new blocks not already seen earlier in the left-to-right visit of the englobing object. The very same object could have a zero size or not, depending of the occurrence we're considering in the englobing object. For speaking of occurrences, we use an [int list] for a path of field indexes from the outmost block to the one we're looking. In the list, the leftmost integer is the field index in the deepest block. *) (** We now store in the hashtable the size (with sharing), and also the position of the first occurrence of the object *) let node_sizes = (H.create 257 : (int*int list) H.t) let get_size o = H.find node_sizes o let add_size o n pos = H.replace node_sizes o (n,pos) let reset_sizes () = H.clear node_sizes let global_object = ref (Obj.repr 0) (** [sum n f] is [f 0 + f 1 + ... + f (n-1)], evaluated from left to right *) let sum n f = let rec loop k acc = if k >= n then acc else loop (k+1) (acc + f k) in loop 0 0 (** Recursive visit of the main object, filling the hashtable *) let rec compute_size o pos = if not (Obj.is_block o) then 0 else try let _ = get_size o in 0 (* already seen *) with Not_found -> let n = Obj.size o in add_size o (-1) pos (* temp size, for cyclic values *); let tag = Obj.tag o in let size = if tag < Obj.no_scan_tag then 1 + n + sum n (fun i -> compute_size (Obj.field o i) (i::pos)) else if tag = Obj.string_tag then 1 + n else if tag = Obj.double_tag then size_of_double else if tag = Obj.double_array_tag then size_of_double * n else 1 in add_size o size pos; size (** Provides the global object in which we'll search shared sizes *) let register_shared_size t = let o = Obj.repr t in reset_sizes (); global_object := o; ignore (compute_size o []) (** Shared size of an object with respect to the global object given by the last [register_shared_size] *) let shared_size pos o = if not (Obj.is_block o) then 0 else let size,pos' = try get_size o with Not_found -> failwith "shared_size: unregistered structure ?" in match pos with | Some p when p <> pos' -> 0 | _ -> size let shared_size_of_obj t = shared_size None (Obj.repr t) (** Shared size of the object at some positiion in the global object given by the last [register_shared_size] *) let shared_size_of_pos pos = let rec obj_of_pos o = function | [] -> o | n::pos' -> let o' = obj_of_pos o pos' in assert (Obj.is_block o' && n < Obj.size o'); Obj.field o' n in shared_size (Some pos) (obj_of_pos !global_object pos) (*s Total size of the allocated ocaml heap. *) let heap_size () = let stat = Gc.stat () and control = Gc.get () in let max_words_total = stat.Gc.heap_words + control.Gc.minor_heap_size in (max_words_total * (Sys.word_size / 8)) let heap_size_kb () = (heap_size () + 1023) / 1024