Tổng đài definity lắp đặt, khai thác và vận hành

Trong hệ thống thông tin của ngành điện thì hệ thống mạng các tổng đài PABX đóng một vai trò rất quan trọng.

Tổng đài definity Lắp đặt, khai thác và vận hành ! !" !"#$%&'( " #$ % & ' () *) ' + ,%#- . /0 % & - #$%& &' ( ) " * &' ( + ,&( ( + !1% 2 3,/0 4 5 '( $ 0 67*89:#;8$<5 - ./' + 0./ 1 2 3 4$ 5/ * *' 67 ! 0/ 67 2 3 0/ 8/ &' % 67 )*+,-./0123&454647 89 :189 9 * 5 6: 9 * 4$ 3 6: ;( *. < 6: " 6: ;<=,>&4?@AB@89 "%#,/ = 3 ; 32 ,*+ - 3 &36= !3 > %/0/&36= !3 > ?@6A&36= !3  >  ?@=:&36= !3    >  ?@&  :  +&36= !3  B..C.33C%.3&36= "%#,/    3  $9=  +     5  D6=   A5  .C/.;  &'6= !5  :2;     6= +"%#,/    938+   .&'    >&  6   .&'    5  .C/.6   .&'    5  ;     6 "%#,/  $;  >>? !"%#,/  $;  3>?:@A '"      %  *?(93    ! -"%#,/  $;  3B7?! 5C%#,/  B7:! )./B@8C   (  %/0/6   (  EFG6A   (  ?@6A   (    5  6)   (    5  6+   (  EEF6+   (  EFGH761   (  .61   (  DF:7 ->  >:6 ,&  (  :: DE'99 I    $  *       !"J,  0  K5  *  *      !          (              @EI#     *    4  L'        @EI#&'      !  $  /&  L   K   $$      K    $      K      $  K  $K3'    /&         0  K(  K  0&'*  &'  5    *'  K        $  *     0//    >      '    (          //  3   & < !  $K$K3'  K    $K    0  //       3  M  K$    K00  K5%    4   < &  *  5   ;      @EI#    >  =   − 2      &'  77-L@  *  4  /$  &'  %$77-L − 2        (  @  *  *    (   − 2          @  *          /&'      4   G'    &  5      =    $&3 − 2      &'  77-L − 2        (   @  N  !(  = ;      ;   I(   ;2 ;   !( <     @/$5 @   ,    < :2 :2 :2 >   (   >   (   ;      @   ,   L   !(  ;   @   ? I(  !   I   L       ;      <    @/$5 ;2 @   ,  !' F   9     I G' , ;   I(    (   I    $  *       !"J,  0  K5  *  *     − 2                    (  &&'    5     &      &C/.K4$3    K>  5.$3. ;  $          @EI#  3&  %    3  /&'  /'          !"O  2$ < P>'  *  $*    >  K/  0  K5  K*    /        $    $  ( < &      /'      8  B%  9          3   GOG.*.P  %80    0  *  5    >  5   ,2O,.2%/.P-    %0  *  > !2O!52%/.P-    %5    5   O.B.//.P-    5  &'(    %/.,2K!2 D0.-  0  *  *  >  (  K>  %&' <      !&    3  M    %/.&  /&'          >%*  %2<    &'  /    /'  *'    >%(  &  5  $    K  *     3/      %'    %'  '>  &'     − %M&  /$  &  >  M&  /$   − %'  >  '  /&& <   (      5  $*  >  '  /&& <   (   &'    0<5    5'     − %  5  &  0.        0  *'  ./  O>     (  K@P  0  *  *    (    5       − 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%5        *     %>  5   @  N  !(   I3   2   > I  '  I  M&  /$   D0. 2  5   -$      G ,2 G ,2 ,2 ,2 G G I    $  *       !"J,  0  K5  *  *     B  %        $           Vê ̀ quy mô: − /&'  >      0 − -      . <  Vê ̀ ca ́ c yêu câ ̀ u ky ̃ thuâ ̣ t: − -  *  <'    /  >5  O/K3  P − !(  %<    *  3&  %   − -  '     − -    0  %  *  >  3 − -  0  04  /$  *  0  0&  %   − -  &'(  *'      >    '   − -  &'(  *'    4   9  .)    $D & <         @EI#    3&  %    3  /&'  /'          !"    /  %       !"  5    &  3*'           5  2  3  &    >           !"/   − -(  &'    K  /&'  .  K&    (  '  0/'   −   >  K  $    K/%   − <  5  *  3&  %  K&'(    (    K    (  &'   /&& < %<%  *  /%   − 2%/  /  K  0*  3&  & < *    0'  K%<%  -     0  (  (      %/(  '  0*  &      (   &'&   − -  '    /'  /&'      &  *  '  *      > − !  /  <'    $      5  &    0&  .. !$&'    '>             !"/      &'   B%    3       ;(  %&'  $/  3'  >  (  %      O(  *    &'  P ;    %  =0  (   < $%  K% < $%(  *  %   −  < $%  /    %  5  (       & < %  $             $    *  M&  /$              0       &'  5  *'    %  $ −  < $%(  /    %>  5  $/ 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            K(    %0/.<      0  &'  5    *'   S %@.33%M&  /$         S %2.$,&& < %& < /  4  (  *           !%2.$    %B/3/&& < %& < /  &'      %   <55'     S % .Q5      5     S %!.  0(    . −  < $%(  @  *  *  5  >*  5  2<    6)5.% (  &'      (  &  3/6  3/6)    3  /  %(  &'  $&'  3&  %  &3 S %>3  O&'  /  /  +  P S %>/O&'  /  /  6A  P S %D    *'  5  D>&  O+  P S %G6    *'  5  3  :2>03O6  P S %.C/.    *'  5  .C/.O  P  !"#$%&' 8;F=4G./ !&'  5/  0    0  M    &'  4$            >  K >  (  &      M    4$        0  M      $    3 − G  /&'    >    3  /</  (    %&  0  &'/2< %>3    +  K<%>/  6A   − G  /&'    /  5    (    %&  0  &'/ I'  *(  <  (  &  &'  6)5.  %    3  /&'  %/'  '6)   0      '    *    0    &  5        *'      '  0/$   9 !"# L'  4$    M    5/  0          >    $    3 −   >  5  K    K5  L(    4  &'  >  (  0(  3       $    5    /  55(      /&0(  3   − 9& <     &'  M4      '      /$  &'                  0    '  *    %<$  0/5   −     '  *  (  3%<&  %$5  *  >*   −       *  (  3(  0  %$   −   >    0      *    3      $              0  &'      >    $  '  &       −   >      $  0 −   >        *  (  %<    /  0%*    /  >  %<%   − I  (  *  (    %$3%<  *  %<  >  >  *  (    %$ −   /  0      %  &'  5  $    -  *'  %   0      &'  K5  *'  %  5         @  N  !(  A I    $  *       !"J,  0  K5  *  *     −     >  5&  ( <   5  *'    %             0M  *'          0 &,<= @(  3<%3.85      0  *'  .:0/  0       29  2    :0  >  *  >0  ;(     2<    >$5    %&  *'    3  *  (  %$:  5  %$>  (  *    $%$  0%$&'&  &  0  >  3 0  >0    2 &'  $/  >  (  %$    3  /  >*  5   L  (  %$ E/6A 0 6 : =   A ) + 1 67 66 6: 6= 6 6 6A 6) 6+ 61 :7 :6 :: := : : M M M M M M M M M M M M M M M M M G M M M M M M M M M M M M M M M M D+0 M M M M M M M M !.C/. M M MT M M MT M M MT M M MT :2 M M T/    0%$2  5  .C/. HFI7./ "%#,/    /0  %  &   − #$%&  5      3   S #    %  3    >      3        D*  .. S #      &'  DK.C/.KG6 S #      3    &  *'      5  K5   @  N  !(  ) 6  6) $&      *   6  6) $&  >*   $  $5   > :%$&'   /0 I    $  *       !"J,  0  K5  *  *     − #        & S ;/. S ,(   S N     S ** − #        %  *   S ; S *..0 S @50 − #        0    O/33DBF.3CDFPK  0%  *  O/33DBG.*.C DGP − #      0  0&      0*       %  3    /0  %  &  D − -    3  0    K     − G&  %     <   (  '  '    %<%  *    3  $ −   >  (  0  0 <   M      0    K  0%  *   < &&       0*       (/9&  %  &   − #    %3    %*    $   − #    (  M    (  &      %*      3&  %   /       (    $ − #$%&    3'  3  '>   S -      3  /@/*  ?@KB S   $  EEFKEFG S   5  .C/.KDKODP S   0    DF S   0%  *  DG C*'12A,IJ G5  (  M       <   $  (  *  *    *  >  %&' <                  *    4      >                 4   L    *  >  %&' <     >    3  *    (    5$  3 − -  (      &'    O  $    &    K    K>  K     K  5(  K      K3    &  P    >    &'  /$  &'              − L  3    K  *  /  *  3  /  >       −     0    3'  (      <5&    $   − #.M.  /B/.  5  3&                 < &M     /<M  $4  (      *  &>  0  0M&  /$  K5  0   − #.M.  /B/.  5        M  0  0.  0*      *    >  0  05  0   ( 4B7B@KL"MN&O=?M4P     89$0             ;          /    UBQ.V>      0  0/  *  %   &'  %  0  *  *    (  K*    K5       @  N  !(  + I    $  *       !"J,  0  K5  *  *           5    &'  *'              0  3&  %    >  ./       0  ./  O&'  /  @*'    0    0  &' &  P*'  5  ./&'  <'  >'               *'  @    3&  %    0FG:=:  &    0'      (      - &    ..(  @4%./  5    '            *'  3      ..&'    (  &  &'   @    0  ./%  &'  3&  %  @/  @@/3B W%Q3@      $      $&'        W%Q3*    $  5 $         3&  %  @@/3BW%Q35    &  M'            K&     &3 −     %.       − -'    &'(  @@/3BW%Q3 − L  E%%.33I53O>  &'  4$  3    *  P        $  0*'     3  3 S !    K  %<'  '  '          (   S G      $  0 S G0 %6:77>03 S >+> S @$ . S G0>36 S !./$0.67 S   0@  *'  %. −         $*  /5/  4$3  5     − N  (  4$3  5    *  5      (  >  .  *    (  /   %  /  *   − G5/  (  &'  $  *  %    (          &     *    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IQ  0  $(  0.  0M.*  3&  > − 3  0  $(  0.  0M.5&'  0.  0(  3&  (       −   K        04$   < &'    3  M    &'  *    0 &        $  >          *'      '  (    $   033Q%&    0./5  *'  033Q%        3  M    /       $  0*  &    0*    0/   change passwordK    0*   033Q%'  *  /&/     0./    $  &        *          *'    0 ./%&'  &./  0%&'  (  5   @  N  !(  1 I    $  *       !"J,  0  K5  *  *       ;  #)  =  $  0             9%  /  *              '>     −       0(  >      /  *&  &'  &  K0(  >0      &  &  5  4      3  5  4   −     %&'      >  /<  *'  /    0*  5  4$     3 − L  & < :%    /  *  4            &'  %   4L(  %  &-  4    /  M.K/  5X'    0*            (  X'    0&'  3&  %  4  (    0/  -  4  *  &'        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&'  %  5/  *  *'       − !  0/  addJ->    &'  '      2  3  /  &'  %  3 S Add stationJ->    >'     S Add trunkJ->    5  '     S Add trunk-groupJ->      5  '     @  N  !(  67 [...]... trunk 1 Sau đó khai port tương ứng và kiể u là co/loop start add trunk 2 Sau đó khai port tương ứng và kiể u là co/loop start add trunk 3 Sau đó khai port tương ứng và kiể u là co/loop start add trunk 4 Sau đó khai port tương ứng và kiể u là co/loop start add trunk 5 Sau đó khai port tương ứng và kiể u là co/loop start − Tung kế tie-line Add trunk 6 sau đó khai port tương...Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành + Add pick-up group – Khai báo mô ̣t nhóm dich vu ̣ pick-up trong ma ̣ng ̣ + Add hunting-group – Khai báo mô ̣t nhóm dich vu ̣ hunting trong ma ̣ng ̣ + Add ds1 – Khai báo card trung kế số 2M + − Tâ ̣p lênh remove – Xóa mô ̣t đố i tươ ̣ng ra khỏi hê... kế tie-line Add trunk 6 sau đó khai port tương ứng và kiể u là tie − Trung kế 2M + Khai báo card DS1 với vi trí cắ m card là 01A16 ̣ Pha ̣m Quố c Trí 17 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành add DS1 01A16 + Khai báo trung kế 2M add trunk 7 Sau đó khai port tương ứng và kiể u là 7410d Cấ u hinh nhóm trung kế ̀ − Nhóm trung kế... sử du ̣ng chức năng trơ ̣ giúp sau mỗi từ khóa ̣ Pha ̣m Quố c Trí 11 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành C Ví dụ về cấu hình cơ bản hòa mạng một tổng đài DEFINITY mới I Yêu cầu đề bài Cấ u hinh mới tổ ng đài DEFINITY ta ̣i nhà máy điên Phả La ̣i với những giả thiế t và yêu cầ u ̣ ̀ sau: Giả thiế t về trung kế... = 460 FRL = 0 Cấ u hinh COR ̀ − COR 1 change cor 1 Pha ̣m Quố c Trí 20 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành Tham số + FRL = 1 − COR 0 (FRL = 0), COR 2 (FRL = 2), COR 6 (FRL = 6) cũng đươ ̣c cấ u hinh tương tự ̀ như đố i với COR 1 Khai báo thuê bao − Thuê bao giám đố c Số là 16001 add station 16001 change station 16001 Các tham số :... dòng ̣ ̣ ̀ command nhâ ̣p lênh để cấ u hình: ̣ Cấ u hinh dialplan ̀ Change dialplan Nhâ ̣n đươ ̣c giao diên cấ u hinh sau: ̣ ̀ Pha ̣m Quố c Trí 15 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành Điề n các giá tri ̣mics và fac vào các vi ̣trí tương ứng Cấ u hinh ARS ̀ change feature-access-codes Nhâ ̣p giá tri ̣0 cho ARS – Access Code 1 Cấ u hinh... bảng UDP từ 2 tới 8 cho chỉ ra AAR 400 Ví du ̣ đố i với bảng UDP 4 nhâ ̣p lênh ̣ change udp 4 Nhâ ̣n đươ ̣c giao diên sau: ̣ Pha ̣m Quố c Trí 16 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành Ta ̣i các trường (1-8)x điề n vào giá tri ̣aar 460 như hinh minh ho ̣a trên ̀ − Cấ u hinh bảng UDP 16 để có đươ ̣c dải điạ chỉ 160xx, 161xx, 162xx, 163xx... di đô ̣ng thông qua ma ̣ng bưu điên Không đươ ̣c liên la ̣c với thuê bao quố c ̣ tế II Xây dựng các tham số cho hệ thống Pha ̣m Quố c Trí 12 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành Sơ đồ lưu trinh cấ u hinh như sau: ̀ ̀ DialPlan, UDP ARS/AAR Route Trunk group Trunk II.1 Xây dựng kế hoạch số cho bảng dialplan Kế hoa ̣ch đánh số chi... đươ ̣c xây dựng phân chia theo hướng và theo mu ̣c đích sử du ̣ng của các trung kế thuô ̣c cùng hướng Cu ̣ thể như sau: Pha ̣m Quố c Trí 13 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành Các route hướng ra ma ̣ng bưu điên: ̣ − Route 1 hướng các cuô ̣c go ̣i nô ̣i ha ̣t Phả La ̣i ra ma ̣ng bưu điên Cấ p FRL của route này ̣ đươ ̣c gán sao cho... + name: DiHaNoi + port: Điạ chỉ của 2M tương ứng Cấ u hinh AAR ̀ − AAR 320 liên kế t với route 320 change aar analysis 320 Pha ̣m Quố c Trí 18 Báo cáo chuyên đề về tổ ng đài DEFINITY – Lắ p đă ̣t, khai thác và vâ ̣n hành Nhâ ̣p vào các giá tri ̣như trên hinh minh ho ̣a ̀ − AAR 460 liên kế t với route 460 Cấ u hinh tương tự như với AAR 320 ̀ Cấ u hinh ARS = 0 ̀ change ars