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QCaml/gaussian/lib/contracted_shell_pair.ml

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open Common
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type t =
{
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coefs_and_shell_pairs : (float * Primitive_shell_pair.t) list;
shell_a : Contracted_shell.t;
shell_b : Contracted_shell.t;
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}
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module Am = Angular_momentum
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module Co = Coordinate
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module Cs = Contracted_shell
module Ps = Primitive_shell
module Psp = Primitive_shell_pair
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(** Creates an contracted shell pair : a list of pairs of primitive shells.
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A contracted shell with N functions combined with a contracted
shell with M functions generates a NxM array of shell pairs.
*)
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let make ?(cutoff=Constants.epsilon) s_a s_b =
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let make = Psp.create_make_of (Cs.primitives s_a).(0) (Cs.primitives s_b).(0) in
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let coefs_and_shell_pairs =
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Array.mapi (fun i p_a ->
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let c_a = (Cs.coefficients s_a).(i) in
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let make = make p_a in
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Array.mapi (fun j p_b ->
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let c_b = (Cs.coefficients s_b).(j) in
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let coef = c_a *. c_b in
assert (coef <> 0.);
let cutoff = cutoff /. abs_float coef in
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coef, make p_b cutoff) (Cs.primitives s_b)) (Cs.primitives s_a)
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|> Array.to_list
|> Array.concat
|> Array.to_list
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|> List.filter (function (_, Some _) -> true | _ -> false)
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|> List.map (function (c, Some x) -> (c *. Psp.normalization x, x) | _ -> assert false)
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in
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match coefs_and_shell_pairs with
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| [] -> None
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| coefs_and_shell_pairs -> Some { shell_a = s_a ; shell_b = s_b ; coefs_and_shell_pairs }
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let shell_a x = x.shell_a
let shell_b x = x.shell_b
let coefs_and_shell_pairs x = x.coefs_and_shell_pairs
let shell_pairs x =
List.map snd x.coefs_and_shell_pairs
|> Array.of_list
let coefficients x =
List.map fst x.coefs_and_shell_pairs
|> Array.of_list
let exponents_inv x =
List.map (fun (_,sp) -> Psp.exponent_inv sp) x.coefs_and_shell_pairs
|> Array.of_list
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let a_minus_b x =
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match x.coefs_and_shell_pairs with
| [] -> assert false
| (_,sp)::_ -> Psp.a_minus_b sp
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let a_minus_b_sq x =
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match x.coefs_and_shell_pairs with
| [] -> assert false
| (_,sp)::_ -> Psp.a_minus_b_sq sp
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let ang_mom x =
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match x.coefs_and_shell_pairs with
| [] -> assert false
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| (_,sp)::_ -> Psp.ang_mom sp
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let norm_scales x =
match x.coefs_and_shell_pairs with
| [] -> assert false
| (_,sp)::_ -> Psp.norm_scales sp
let monocentric x =
match x.coefs_and_shell_pairs with
| [] -> assert false
| (_,sp)::_ -> Psp.monocentric sp
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(** Returns an integer characteristic of a contracted shell pair *)
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let hash a =
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List.rev_map Hashtbl.hash a
|> Array.of_list
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(** Comparison function, used for sorting *)
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let compare t t' =
let a = hash t.coefs_and_shell_pairs in
let b = hash t'.coefs_and_shell_pairs in
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if a = b then 0
else if (Array.length a < Array.length b) then -1
else if (Array.length a > Array.length b) then 1
else
let out = ref 0 in
begin
try
for k=0 to (Array.length a - 1) do
if a.(k) < b.(k) then
(out := (-1); raise Not_found)
else if a.(k) > b.(k) then
(out := 1; raise Not_found);
done
with Not_found -> ();
end;
!out
(** The array of all shell pairs with their correspondance in the list
of contracted shells.
*)
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let of_contracted_shell_array ?(cutoff=Constants.epsilon) basis =
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let rec loop accu = function
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| [] -> accu
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| (s_a :: rest) as l ->
let new_accu =
(List.map (fun s_b -> make ~cutoff s_a s_b) l) :: accu
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in (loop [@tailcall]) new_accu rest
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in
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loop [] (List.rev (Array.to_list basis))
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|> List.concat
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|> Util.list_some
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(*
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let equivalent x y =
(Array.length x = Array.length y) &&
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let rec eqv = function
| 0 -> true
| k -> if Psp.equivalent x.(k) y.(k) then
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(eqv [@tailcall]) (k-1)
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else false
in eqv (Array.length x - 1)
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(** A list of unique shell pairs *)
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let unique sp =
let sp =
Array.to_list sp
|> Array.concat
|> Array.to_list
in
let rec aux accu = function
| [] -> accu
| x::rest ->
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let newaccu =
try
ignore @@ List.find (fun y -> equivalent x y) accu;
accu
with Not_found -> (x::accu)
in
(aux [@tailcall]) newaccu rest
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in
aux [] sp
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*)
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let zkey_array x =
Am.zkey_array (Am.Doublet
Cs.(ang_mom x.shell_a, ang_mom x.shell_b)
)
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