ERP Modules Scope Generic 29 Modules major master, input and output

7/23/2019 ERP Modules Scope Generic 29 Modules major master, input and output

1/25

D_\ XHB\D ANXV zzz%fexdr|%hbk

Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd = bg ?4

V`d gbaabznej mrd xbkd cd~ otxnedxx |rbhdxxdx (br |rbhdftrdx. z`nh` hme od kmemjdf

txnej D_\ xbgvzmrd% Ne D_\ |mramehd! v`d~ mrd rdgdrrdf mx D_\ kbftadx% Xbkd bg v`dxd!br maa bg v`dxd! kbftadx km~ od m||anhmoad ne ~btr brjmenymvnbe! fd|defnej be v`d otxnedxx

rd}tnrdkdevx% KNX (Kmemjdkdev Negbrkmvnbe X~xvdk. rd|brvx mrd x`bze gbr dmh` kbftad%

V`d D_\ txdr jdvx m xdv bg |rd+km||df odxv otxnedxx |rmhvnhd xbatvnbex gbr v`dnr |mrvnhtamr

neftxvr~% Ymwdrn `mx xthhdxxgtaa~ fd|ab~df v`d gbaabznej kbftadx mef |rbhdftrdx ne wmrnbtx

brjmenymvnbex% V`nx nx m jdedrma anxv bg kmibr kmxvdr! ne|tv mef btv|tv%

=% Xdhtrnv~ Kbftad

=%=% Kmxvdrx9

=%=%=% Txdr Kmemjdr%

=%=%?% Txdr jrbt| kmxvdr%

=%?% D_\ gdmvtrdx9

D_\ nx ktavn txdr! ktavn vmxcnej D_\ xbgvzmrd% Ktavn+adwda xdhtrnv~ omxdf be Txdr

Jrbt| mef Txdr Adwda%

=%8% Hrdmvd Abjne nf mef |mxxzbrf gbr dmh` txdr%

=%6% Mxxnje |drknxxnbex% Km| dmh` txdr znv` kdet " xtokdet%

=%4% _dxvrnhvnej txdr mhhdxx znv` abjne mef |mxxzbrf%

=%7% _bad omxdf mhhdxx ' |mxxzbrf%

=%:% Mtfnv vrmna9 D_\ dextrdx mhhbtevmonanv~ bg txdrx% Zbrc fbed o~ nefnwnftma txdrx hme

od dmxna~ vrmhcdf odhmtxd maa vrmexmhvnbex hm|vtrd v`d txdrx emkd mtvbkmvnhmaa~%

=%0% Mtvbkmvnh Mtfnv Vrmna `da|x vb| kmemjdkdev vb cebz z`b `mx t|fmvdf Kmxvdrx br

vrmexmhvnbe mef z`de%

=%>% Dmh` kdet mef xtokdet hme od abhcdf (maabz " fde~. nehatfnej KNX (Kmemjdkdev

Negbrkmvnbe X~xvdk. rd|brvx vb nefnwnftma txdr ne m wdr~ txdr grndefa~ xhrdde znv`vrdd xvrthvtrd mef h`dhc obp gmhnanv~%

?% Mhhbtevx Kbftad Jdedrma Adfjdr Mhhbtevx + Oatd

?%=% Kmxvdrx9

?%=%=% Mhhbtev Jrbt| Kmxvdr%


2/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd ? bg ?4

?%=%?% Xtojrbt| Kmxvdr%

?%=%8% Jdedrma Adfjdr Mhhbtev @dmf Kmxvdr znv` Vmp! Omec! mef Hmx` ongtrhmvnbe%?%=%6% Fdvmna Mhhbtev Kmxvdr%

?%=%4% Emrrmvnbe Kmxvdr%

?%=%7% VFX (Vmp Fdfthvdf mv Xbtrhd. mef $ gndafx ne v`d xt||andr " mffrdxx (V\. kmxvdrx%

Mtvbkmvnh |bxvnej ne JA% D_\ znaa hrdmvd m IW mtvbkmvnhmaa~%

?%?% Vrmexmhvnbex9

?%?%=% Hmx` rdhdn|v wbth`dr%

?%?%?% Omec rdhdn|v wbth`dr%

?%?%8% Hmx` |m~kdev wbth`dr%

?%?%6% Omec |m~kdev wbth`dr%

?%?%4% Xdrwnhd+vmp |m~kdev (gbr dphnxd anec.%

?%?%7% Ibtrema Wbth`dr%

?%?%:% Hbevrm+devr~ wbth`dr%

?%?%0% Hrdfnv Ebvd%

?%?%>% Fdonv Ebvd%

?%?%=


3/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd 8 bg ?4

?%8%8% Hbexbanfmvdf rd|brvx bg ktavn|ad abhmvnbex gbr bed hbk|me~ ne Mhhbtevx Kbftad%

D%j%! D_\ jnwdx gmhvbr~ znxd br ormeh` znxd |atx hbexbanfmvdf gbr v`d `dmf bggnhd%?%8%6% Hmx` Obbc%

?%8%4% Omec Obbc (xt||brvx ktavn|ad omecx. znv` rdhdn|vx! |m~kdevx ' hbevrm gnavdrx%

?%8%7% Dp|dexd wbth`dr rdjnxvdr%

?%8%:% Ibtrema Wbth`dr rdjnxvdr%

?%8%0% Jdedrma Adfjdr% (Mhhbtev `dmf znxd br maa mhhbtevx znv` fdvmnax tefdr Jdedrma

Adfjdr.% Gnavdr mwmnamoad gbr mkbtevx 1 v`me! 5 v`me mef ;%

?%8%>% Hrdfnv ebvd rdjnxvdr%

?%8%=


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Cd~ KNX rd|brvx9

8%=% D_\ vmcdx hmrd bg maa WMV (Wmatd Mffdf Vmp. " HXV (Hdevrma Xmadx Vmp. rdamvdf|rbhdftrdx mef v`d xmkd nx anecdf znv` bv`dr rdadwmev kbftadx% V`d xmkd nx

htxvbknydf mx |dr v`d rtadx m||anhmoad%

Hm|vtrnej grbk wmrnbtx vrmexmhvnbex vmpdx fdvmnax xth` mx Xmadx Newbnhd! J_E (Jbbfx

_dhdn|v Ebvd.! Xmadx _JE (Xmadx _dvtre Jbbfx Ebvd! JNE (Jbbfx Nezmrf Ebvd

kmvdrnma grbk xtohbevrmhvbr dvh%

8%?% Hm|vtrnej WMV " HXV " Xdrwnhd vmp hbk|bedevx ne

8%?%=% \B! J_E! IB! JNE! Dp|! \B! Dp|% Wbth`dr! dvh% Hme fdgmtav grbk nvdk kmxvdr%

8%8% Xmadx Vmp WMV ' HXV xvmvdkdevx

8%6% Anec vb v`d JA (Jdedrma Adfjdr Mhhbtevx.%

8%4% Xvbrd HXV etkodr " VNE etkodr dvh% be v`d kmxvdrx% Ne Newbnhd! mxc gbr VNE

etkodr bg hbexnjedd mef fnx|am~ be newbnhd%

8%7% H Gbrk vrmhcnej Xmadx

8%:% H Gbrk vrmhcnej \trh`mxd

6% Dphnxd Kbftad

6%=% Kmxvdrx9

6%=%=% B|denej Omamehd Devr~ (Gbr \AM! HDEWMV Ne|tv ' Hm|nvma mef Xdrwnhd Vmp.%

6%=%?% Dphnxd Vmrngg @dmfnej Kmxvdr%

6%?% Vrmexmhvnbex

6%?%=% Dphnxd Fdonv Devr~ znv` JA |bxvnejx%

6%?%?% JM_ : gbr HdeWMV%

6%?%8% JM_ : gbr Xdrwnhd Vmp%

6%?%6% Gbrk M_D = gbr Dp|brv nvdkx

6%8% Cd~ KNX rd|brvx9

6%8%=% D_ = rdjnxvdr%

6%8%?% FXM _djnxvdr%

6%8%8% HdeWMV Hrdfnv _djnxvdr (NE\TV.%

6%8%6% HdeWMV Hrdfnv _djnxvdr (HM\NVMA Jbbfx.%


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6%8%4% Xdrwnhd Vmp Hrdfnv _djnxvdr%

6%8%7% \AM _djnxvdr%6%8%:% Dphnxd Vmrngg znxd xmadx rd|brv%

6%8%0% _tad 6 (4. (M. HdeWMV hrdfnv% (4: G 6 _djnxvdr.%

6%8%>% Xmadx rdidhvnbex rdjnxvdr%

6%8%=


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4%=% Kmxvdrx9

4%=%=% Tenv+bg+Kdmxtrdkdev (TBK. Kmxvdr%4%=%?% Hmvdjbr~ Kmxvdr " Xtohmvdjbr~ Kmxvdr " Xto+jrbt| kmxvdr%

4%=%8% Nvdk Kmxvdr%

4%=%8%=% _mz Kmvdrnma (Obtj`v btv. Nvdk Kmxvdr mef anxv%

4%=%8%?% \mhcnej Kmvdrnma Nvdk Kmxvdr mef anxv%

4%=%8%8% Gmhvbr~ Kmfd (XGJ br Xdkn+Gnenx`df. Kmvdrnma Nvdk Kmxvdr mef anxv gbr ZN\

newdevbr~%

4%=%8%6% Gnenx`df Jbbfx Nvdk Kmxvdr mef anxv%

4%=%6% Kmne Abhmvnbe Kmxvdr (xto+hbevrmhvbr abhmvnbe.%

4%=%4% Xto+abhmvnbe kmxvdr (xvbrdx! x`b| gabbr. mef xtohbevrmhvbr abhmvnbe%

4%?% Vrmexmhvnbex9

4%?%=% J_E br Jbbfx _dhdn|v Ebvd% Anecdf vb Xvbrdx mx zdaa mx hrdfnvbr mhhbtevx% %

4%?%?% Xvbhc vrmexgdr h`maame% Gbr vrmexgdrrnej kmvdrnma grbk bed abhmvnbe vb mebv`dr

abhmvnbe%

4%?%8% Xvbhc Vrmexgdr H`maame + kmvdrnma nxxtdf vb x`b| gabbr anec vb v`d Zbrc Brfdr mx |dr

OBK% (B|vnbema.%

4%?%6% Kmvdrnma Nxxtd Ebvd (KNE. vb hbextkd " kmvdrnma grbk m jnwde abhmvnbe%

4%?%4% Xvbhc Mfitxvkdev (XME. vb nehrdmxd br rdfthd xvbhc grbk m jnwde abhmvnbe% V`nx

vrmexmhvnbe nx txdgta vb jdv kmvh` |`~xnhma newdevbr~ znv` xvbhc rd|brvx%

4%?%7% \`~xnhma xvbhc xan| vb devdr mhvtma xvbhc ne m jnwde abhmvnbe%

4%?%:% Habxnej omamehd kmxvdr devr~ (mx bg htv+bgg fmvd! bed vnkd devr~.%

4%?%0% Hbewdrxnbe |rbhdxx \trh`mxd rdvtre gbr ebe+dphnxmoad jbbfx br _dvtre vb Xt||andr%

_VW% V`nx nx anecdf znv` v`d kmvdrnma rdhdnwdf mef mhhbtevx devrndx mrd mtvbkmvnhmaa~

jdedrmvdf o~ D_\% V`nx znaa fdonv v`d xt||andr ne xt||andr adfjdr% Br Txdr km~ hrdmvd

Vmp Newbnhd (xmadx +gbr dphnxmoad jbbfx.


4%8%=% Anxv bg hmvdjbr~! xto+hmvdjbr~! mef xto+jrbt|%

4%8%?% J_E rdjnxvdr (anxv. bg nvdkx tefdr nezmrf nex|dhvnbe/%

4%8%8% Xvbhc Vrmexgdr H`maame rdjnxvdr (XVH. + Gnavdr |rbwnfdf gbr ebrkma XVH mef XVH

znv` Zbrc Brfdr%


7/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd : bg ?4

4%8%6% KNE (Kmvdrnma nxxtd ebvd. rdjnxvdr% (Abhmvnbe znxd.%

4%8%4% XME (Xvbhc mfitxvkdev ebvd. rdjnxvdr% (Abhmvnbe znxd.%4%8%7% Xvbhc Xvmvdkdev gbr maa v~|dx bg kmvdrnma mx zdaa mx ZN\! m jnwde |drnbf%

4%8%7%=% Znv` }tmevnv~ (abhmvnbe znxd mef hmvdjbr~ znxd gnavdrx.%

4%8%7%?% Znv` }tmevnv~ mef _mvd (abhmvnbe znxd mef hmvdjbr~ znxd gnavdrx.%

4%8%:% Nvdk Adfjdr (abhmvnbe znxd.

4%8%:%=% Znv` }tmevnv~ (abhmvnbe znxd mef hmvdjbr~ znxd gnavdrx.%

4%8%:%?% Znv` }tmevnv~ mef _mvd (abhmvnbe znxd mef hmvdjbr~ znxd gnavdrx.%

4%8%:%8% Nvdk adfjdr xtkkmr~ jnwdx v`d xvbhc bg kmvdrnma mv maa abhmvnbex Frnaa fbze vb

adfjdr gbr me~ jnwde abhmvnbe%

4%8%0% \`~xnhma xvbhc mef x~xvdk xvbhc (obbc xvbhc. wmrnmehd rd|brv%

4%8%>% Xvbhc Wmatmvnbe rd|brv% (Znv` b|vnbe vb jdedrmvd ZM_ zdnj`vdf mwdrmjd rmvd.%

4%8%=% Itxv+ne+vnkd (INV. newdevbr~ kmemjdkdev o~ anecnej v`d K_\ (kmvdrnma

rd}tnrdkdev |ameenej. kbftad mef newdevbr~ kbftad%


8/25



4%6%=


9/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd > bg ?4

7%6% D_\ gdmvtrdx

7%6%=% Mtvb vrmexgdr bg _didhvdf ]tmevnvndx vb rdidhvnbe xvbrdx abhmvnbe%7%6%?% Anec vb |m~kdev wbth`dr znv` rd}tnrdf wmanfmvnbe vb v`d J_E (Jbbfx _dhdn|v

Ebvd.%

7%6%8% Nvdk x|dhngnhmvnbe fbhtkdev mx |dr NXB >


10/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd =< bg ?4

:%8% D_\ gdmvtrdx9

:%8%=% \rd+rd}tnxnvd9 Htxvbkdr Kmxvdr% Nvdk Kmxvdr% Htxvbkdr Kmxvdr% OBK Kmxvdr:%8%?% \trh`mxd _d}tnxnvnbe (|trh`mxd nefdev. hme od |rd|mrdf omxdf be v`d K_\ rd|brv

x`brvmjd }tmevnv~ KNX%

:%8%8% K_\ omxdf be v`d _dBrfdr Adwda (_BA.%

:%8%6% K_\ hbexnfdrnej xvbhc ne `mef%

:%8%4% Mtvbkmvnh hmahtamvnbe bg _BA fd|defnej t|be hbextk|vnbe%

0% Nk|brv \trh`mxd Kbftad

0%=% Kmxvdrx9

0%=%=% Gbrdnje xt||andr Kmxvdr (Xt||andr Anxv.%

0%=%?% Gbrdnje xt||andr v~|d Kmxvdr%

0%?% Vrmexmhvnbe9

0%?%=% Nk|brv |trh`mxd Brfdr gbr gbrdnje xt||andr (ne gbrdnje htrrdeh~.%

0%?%?% Nk|brv J_E (Jbbfx _dhdn|v Ebvd. z`de kmvdrnma nx rdhdnwdf grbk gbrdnje xt||andr

(ne gbrdnje htrrdeh~.%


0%8%=% Nk|brv \trh`mxd brfdr rdjnxvdr

0%8%?% Nk|brv J_E rdjnxvdr xt||andr znxd negbrkmvnbe

0%8%?%=% Nk|brv J_E rdjnxvdr nvdk znxd negbrkmvnbe%

0%6% D_\ gdmvtrdx9

0%6%=% Hm|vtrnej htxvbk ftv~! HWF! Dft% Hdxx! dvh! mef bv`dr rdadwmev negbrkmvnbe ne

D_\%0%6%?% Nefnme _t|ddx mef Gbrdnje htrrdeh~ dph`mejd rmvd xvbrdf mv v`d vnkd bg

nk|brvnej%

>% Ibo zbrcnej NE kbftad Htxvbkdrx kmvdrnma rdhdnwdf gbr |rbhdxxnej

Xtohbevrmhvbr NE br ibo+zbrcnej gbr htxvbkdr% Htxvbkdr jnwdx kmvdrnma%

Mgvdr |rbhdxxnej (xm~! kmh`nenej. v`d xmkd nx rdvtredf omhc vb htxvbkdr%


11/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd == bg ?4

>%=% Kmxvdrx9>%=%=% Xto+abhmvnbe kmxvdr gbr htxvbkdrx kmvdrnma abhmvnbe (xd|mrmvd xvbrdx.%

>%=%?% Htxvbkdr kmxvdr%

>%?% Vrmexmhvnbe9

>%?%=% Kmvdrnma Nezmrf H`maame% Vb hm|vtrd negbrkmvnbe mobtv z`de mef z`mv }tmevnv~

kmvdrnma zmx rdhdnwdf%

>%?%?% Meedptrd WN H`maame (xtoxnfnmr~ H`maame.

>%?%8% Amobr h`mrjdx bea~ xmadx newbnhd (htk H`maame.

>%8% Gdmvtrd

>%8%=% Anecnej htxvbkdrx kmvdrnma (nezmrf H`maame }tmevnv~. znv` xmadx newbnhd }tmevnv~

>%8%?% Ydrb wmatd newbnhd (fdgdhvnwd kmvdrnma rdvtredf mx nv nx.

>%8%8% Hm|vtrnej `dmv hbfd " abv etkodr " xdrnma etkodr dvh%

=


12/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd =? bg ?4

\rdrd}tnxnvd9 Nvdk kmxvdr% (Newdevbr~ kbftad.%

==%=% Kmxvdrx

==%=%=% Onaa bg Kmvdrnmax Kmxvdr + txnej txdr grndefa~ JTN nevdrgmhd (frmj+mef+

frb|.%

==%?% Cd~ KNX rd|brvx

==%?%=% OBK Kmxvdr \rnevbtv hmvdjbr~ znxd " xtohmvdjbr~ znxd%

==%?%?% Anxv bg Gnenx`df Jbbfx nvdk gbr xdadhvdf G%J% nvdk%

==%8% D_\ gdmvtrdx

==%8%=% Xmwd v`d OBK nexvmeva~ ne KX Dphda gbrkmv x`bznej Gmv`dr " h`naf

rdamvnbe t| vb E adwda%

==%8%?% OBK Kmxvdr nx txdf gbr

==%8%?%=% \rbfthvnbe Kbftad Zbrc brfdr nx anecdf vb OBK kmxvdr% Kmvdrnma hbextk|vnbe ne

bze x`b| gabbr mef Xto+hbevrmhvbr + ftrnej |rbfthvnbe nx anecdf vb OBK%

==%8%?%?% Hbxvnej " Dxvnkmvnbe + \rbfthv hbxv dxvnkmvnbe nx anecdf vb OBK kmxvdr%

==%8%?%8% Kmvdrnma _d}tnrdkdev \ameenej vb hbk|tvd v`d x`brvmjd }tmevnv~ v`d OBK nx

dp|abfdf mtvbkmvnhmaa~%

==%8%8% Mtvbkmvnh vrmhcnej bg h`mejdx ne OBK (dejneddrnej h`mejdx. znv` mtvb

_dwnxnbe Etkodr mef rdwnxnbe fmvd%

==%8%6% Mff xnknamr OBK gdmvtrd maabzx hrdmvnej m OBK grbk dpnxvnej OBK bg m

xnknamr |rbfthv mef v`de xmwnej mgvdr knebr h`mejdx mx edz OBK vrdkdefbtx vnkd

xmwnej gdmvtrd gbr amrjd OBK%

=?% Hbxv X`ddv Kbftad |rd|mrnej dxvnkmvd

=?%=% Kmxvdrx

=?%=%=% Bwdr`dmf Kmxvdr%

=?%=%?% Dp|brv " Fbkdxvnh Dp|dexd Kmxvdr%

=?%=%8% Hbtev~ " htrrdeh~ kmxvdr%

=?%?% Vrmexmhvnbex


13/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd =8 bg ?4

=?%?%=% De}tnr~ (b|vnbema anec.%

=?%?%?% Hbxv x`ddv gbr v`d |rbfthv% _mz Kmvdrnma " \mhcnej Kmvdrnma hbxvnej "Amobtr Kmvdrnma%

=?%?%8% ]tbvmvnbe (b|vnbema anec.%

=?%8% Cd~ KNX rd|brvx

=?%8%=% Hbxv x`ddv _djnxvdr%

=?%6% D_\ gdmvtrdx

=?%6%=% Hbxvnej vb mrrnwd mv v`d dp+gmhvbr~ |rnhd (hme od omxdf be OBK.%

=?%6%?% \rd|mrnej dxvnkmvd ne ktavn|ad htrrdeh~ (TX &! Dtrb! dvh%.%

=?%6%8% B|vnbe bg xmwnej bg hbxvnej " }tbvmvnbe xtjjdxvdf |rnhd znv` kmrct|

nexvmeva~ ne KX Dphda X`ddvx%

=8% \\H \rbfthvnbe \ameenej ' Hbevrba Kbftad

Gbr |rbhdxx |rbfthvnbe% Ebv m||anhmoad gbr mxxdkoa~ cnef bg |rbfthvnbe%

=8%= Kmxvdrx

=8%=%= \rbhdxx Gabz Fnmjrmk (\GF. kmxvdr

=8%=%8 \rbfthvnbe |ameenej mx |dr \GF xdadhvdf ne nvdk kmxvdr

=8%=%8 Xvmjd+znxd nex|dhvnbe%

=8%=%8 Xdrnma etkodr jdedrmvnbe ne amxv (\rbfthvnbe. devr~ SGbr vrmhcnej dmh` |rbfthv

kmetgmhvtrdf[%

=8%=% Cd~ KNX rd|brvx9

=8%=%=% Kmcd zbrc brfdr + anec znv` OBK mef xmadx brfdr (B_N.%

=8%?% D_\ gdmvtrdx9

=8%?%=% OBK Kmxvdr Bed gmv`dr nvdk mef bed h`naf nvdk mrd hbexnfdrdf ne

|rbhdxx |rbfthvnbe% @bzdwdr! v`d rmz kmvdrnma tefdrjbdx kme~ |rbhdxxdx! xth` mx

htvvnej! odefnej! dvh% STeancd mxxdkoa~ OBK! z`drd v`drd mrd kme~ h`naf nvdkx mef

bed gmv`dr nvdk[


14/25



=8%?%?% Zbrc brfdr nx |rd|mrdf gnrxv v`mv nx anecdf vb v`d xmadx brfdr (br xmadx

xh`dftadx.% Txdr hme |ame v`d |rbfthvnbe v`mv nx anecdf vb v`d zbrc brfdr (ibo hmrf.%Zbrc brfdr nx m |rd+rd}tnxnvd vb \\H! gbr |rbhdxx+|rbfthvnbe%

=8%?%8% \\H anecx v`d |rbfthvnbe |ame gbr kmh`nedx (grbk kmh`ned kmxvdr.%

=8%?%6% \\H anecx v`d |rbfthvnbe |ame gbr |rbhdxx (grbk |rbhdxx kmxvdr! xth` mx

frnaanej! |amvnej! htvvnej! dvh%.%

=8%8% \rbfthvnbe |ame gtrv`dr anecx (edpv |rbhdftrd. znv` v`d mhvtma

|rbfthvnbe devr~%

=6% \rbfthvnbe Kbftad

D_\ hm|vtrdx obv` cnefx bg kmetgmhvtrnej \rbhdxx |rbfthvnbe mx zdaa mx

Mxxdkoa~ |rbfthvnbe% Xbkd bg v`d gbaabznej km~ od m||anhmoad br ebv znaa fd|def

be cnef bg kmetgmhvtrnej |rbhdxx%

=6%=% Kmxvdrx

=6%=%=% X`ngv Kmxvdr

=6%=%?% Kmh`ned Kmxvdr

=6%=%8% B|drmvbr Kmxvdr

=6%=%6% \rbhdxx Kmxvdr

=6%?% Vrmexmhvnbex

=6%?%=% \rbfthvnbe Xan|% (\rbfthvnbe znv`btv anec vb OBK.

=6%?%?% Zbrc Brfdr

=6%?%8% \rbfthvnbe Devr~

=6%8% Cd~ KNX rd|brvx

=6%8%=% \rbfthvnbe nxxtd mef |rbfthvnbe xan| rdjnxvdr%=6%8%?% Zbrc Brfdr _djnxvdr%

=6%8%?%=% Zbrc Brfdr xvmvtx b|de! habxd mef vdrknemvdf br maa znv` B_N " Txdr gnavdr%

Txdrx gnavdr vb hm|vtrd Zbrc Brfdr |rd|mrdf o~ dmh` Txdr%

=6%8%?%?% Zbrc Brfdr v~|d Ne+`btxd br xto+hbevrmhvbr br maa%

=6%8%?%8% Zbrc Brfdr _djnxvdr znv` B_N Gnavdr% Vb xdadhv xmadx brfdr gbr m jnwde zbrc

brfdr%


15/25



=6%8%8% \rbfthvnbe _djnxvdr znv` x`ngv+znxd! kmh`ned+znxd"b|drmvbr+znxd gnavdr%

=6%6% D_\ gdmvtrdx

=6%6%=% \rd+rd}tnxnvd9 Nvdk Kmxvdr! Htxvbkdr Kmxvdr%

=6%6%?% Hm|vtrdx xhrm| jdedrmvdf ftrnej |rbfthvnbe def |ndhd! dvh%

=6%6%8% \rbfthvnbe Nefdev nevdjrmvdf znv` newdevbr~ mef Gnenx`df Jbbfx

|rbfthdf%

=6%6%6% \rbfthvnbe ]H%

Brfdr Gtagnaakdev Kbftad

=% H_K Htxvbkdr _damvnbex`n| Kmemjdkdev

?% Xmadx Kbftad%

=4% H_K Kbftad (Htxvbkdr rdamvnbex`n| kmemjdkdev. mef |rd+xmadx

kbftad%

=4%=% Kmxvdrx

=4%=%=% Kmrcdvnej Kmxvdr Hbkkdrhnma vdrkx%

=4%?% Vrmexmhvnbex

=4%?%=% Xmadx De}tnr~%

=4%?%?% Xmadx ]tbvmvnbe (mx |dr NXB gbrkmv.%

=4%?%8% Nevdrema Brfdr Mhhd|vmehd (Nevdrema B_N.%

=4%?%6% Brfdr Mhhd|vmehd br BM br Xmadx Brfdr! (Htxvbkdr \trh`mxd Brfdr

anec.% Brfdr _dhdn|v Negbrkmvnbe (B_N.% SZnv` Xmadx Xh`dftad +B|vnbema[

=4%?%4% \rbgbrkm newbnhd (b|vnbema.%

=4%?%7% B_N xvmvtx devr~ o~ Kmrcdvnej"\rbfthvnbe"Fnx|mvh` Fd|mrvkdev

=4%?%:% ]tbvmvnbe

=4%8% Cd~ KNX rd|brvx

=4%8%=% De}tnr~ _djnxvdr% Mtvbkmvnh rd|brv bg de}tnrndx gbr z`nh` }tbvmvnbe ebv

jnwde%

=4%8%?% ]tbvmvnbe _djnxvdr% Mtvbkmvnh rd|brv bg }tbvmvnbe gbr z`nh` brfdr ebv

rdhdnwdf%


16/25



=4%8%?%=% Mtvbkmvnh \defnej ]tbvmvnbex _d|brv (]tbvmvnbe jnwde otv brfdr ebv rdhdnwdf.%

=4%8%8% Brfdr Mhhd|vmehd (Xmadx Brfdr. _djnxvdr% B_N rdjnxvdr (n. Maa3 (nn.B|de3 (nnn. Txdf3 (nw. Mkdefdf3 (w. Obbcdf3 mef ((wn. Vdrknemvdf%

=4%8%8%=% Mtvbkmvnh \defnej Brfdrx _d|brv (brfdr rdhdnwdf otv ebv fnx|mvh`df.%

=4%8%6% \rbgbrkm newbnhd rdjnxvdr%

=4%8%4% Htxvbkdr rmvnej omxdf be x`mrd bg otxnedxx! |m~kdev |rbk|vedxx%

=4%6% D_\ gdmvtrdx

=4%6%=%=% Xvmvd znxd _bmf |drknv negb% (Kmxvdr.%

=4%6%?% Xmadx Bggnhdr znxd Brfdr obbcnej%

=4%6%8% Ktavn|ad hbevmhv emkdx gbr bed htxvbkdr hme od xvbrdf znv` v`dnr

nefnwnftma dkmna nf mef hdaa etkodr% V`nx `da|x ne gbaabz+t| znv` v`d rnj v |drxbe%

=4%6%6% Xmadx xh`dftad anecnej (b|vnbema.%

=7% Xmadx Kbftad% (X`n||nej.%

G% J% newdevbr~ (fnx|mvh`. mef xmadx mhhbtevnej%

=7%=% Kmxvdrx

=7%=%=% Htxvbkdr V~|d Kmxvdr%

=7%=%?% Htxvbkdr Kmxvdr%

=7%=%8% De}tnr~ v~|d kmxvdr%

=7%=%6% Fdanwdr~ kbfd kmxvdr%

=7%=%4% Xmadx hbbrfnemvbr kmxvdr%

=7%=%7% Bggnhdr Kmxvdr (dejneddr br xvmgg emkd hme od mvvmh`df vb htxvbkdr%

=7%?% Vrmexmhvnbex=7%?%=% Hbkkdrhnma Newbnhd

=7%?%?% Xmadx Newbnhd% \rd|mrnej H`maame htk Xmadx Newbnhd (HHN.

=7%?%?%=% Vmp Newbnhd (Fbkdxvnh.% Anec vb Brfdr _dhdn|v Negbrkmvnbe (B_N."Nevdrema B_N

(\rbidhvnbe B_N gbr xvbhcnej.

=7%?%?%?% Xhrm|d xmadx Newbnhd%

=7%?%?%8% Vrmfnej Newbnhd% (B|vnbema.


17/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd =: bg ?4

=7%?%?%6% Newbnhd znv` ydrb xmadx wmatd (grdd xmk|adx.% Hbk|adkdevmr~%

=7%?%?%4% \trh`mxd rdvtre newbnhd% (Gbr dphnxmoad kmvdrnma rdvtredf vb xt||andr.%=7%?%8% Xmadx _dvtre vrmexmhvnbe% Jbbfx rdvtredf grbk Htxvbkdr%

=7%?%6% Mtvbkmvnh Nex|dhvnbe _d|brv (]H. gbr gnenx`df jbbfx mabej znv` xmadx

newbnhdx (NXB >


18/25



=7%6%8% Xmadx _dvtredf Jbbfx Ebvd (_JE. gbr nvdk rdhdnwdf omhc! anec vb xmadx

mhhbtev mef dphnxd%=7%6%6% Xmadx Newbnhd Anec znv` xmadx brfdr (B_N. vb dextrd mhhtrmvd mef gmxv

onaanej |rd|mrmvnbe%

=7%6%4% Mtvbkmvnh |bxvnej vb Htxvbkdr Mhhbtev! Dphnxd Obbcx! WMV " Xmadx Vmp!

mef Newdevbr~%

=7%6%7% Negbrkmvnbe mobtv v`d Hbevmhv fdvmnax xth` mx ktavn|ad hbevmhv |drxbe

emkdx! vdad|`bed etkodrx! dkmna nf! dvh%! gbr Htxvbkdr%

=7%6%:% Hamxxngnhmvnbe bg htxvbkdr Jdbjrm|`nhmaa~ (_djnbe! xvmvd! hnv~! Hbtevr~.!

Xdjkdev znxd%

=7%6%0% Hrdfnv hbevrba% Hrdfnv Anknvx gbr v`d htxvbkdr% Mtvbkmvnh |b|+t| omxdf

be anec znv` hrdfnv anknv bg Htxvbkdrx mef btvxvmefnej mkbtev! z`nad |rd|mrnej xmadx

newbnhd%

=7%6%>% Hm|vtrnej HV 8 negbrkmvnbe (B|vnbema.%

=7%6%=


19/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd => bg ?4

=0%=%=% Xto+hbevrmhvbr br Mffrdxx Kmxvdr (gbr mhhbtev znv` newdevbr~ abhmvnbe.%

=0%=%?% Mffrdxx V~|d Kmxvdr%=0%?% Vrmexmhvnbex

=0%?%=% Ibo Brfdr (Amobr \trh`mxd Brfdr.

=0%?%?% Jbbfx Fdanwdr~ Ebvd (JFE. nevdjrmvdf znv` dphnxd 4: G6 H`maame

=0%?%8% Jbbfx Nezmrf Ebvd (JNE. Kmvdrnma rdhdnwdf omhc mgvdr |rbhdxxnej znv`

hrdfnvbr mhhbtevnej nevdjrmvnbe% ]H mhhd|v " rdidhv%

=0%?%6% X|dhnma \% B% z`drd v`d teabmfnej abhmvnbe nx fnrdhv mv v`d xto+hbevrmhvbr

(ne D_\ v`d xtohbevrmhvbr gmhvbr~ nx maxb me newdevbr~ abhmvnbe.% Mtvbkmvnhmaa~ D_\

znaa fb v`d JFE mabej znv` v`d J_E devr~% (B|vnbema.%

=0%8% Cd~ KNX rd|brvx9

=0%8%=% Ibo brfdr rdjnxvdr%

=0%8%?% Ibo brfdr xvmvtx znxd B|de IB! habxd IB! vdrknemvdf IB%

=0%8%8% JFE rdjnxvdr%

=0%8%6% JNE rdjnxvdr%

=0%8%4% JFE " JNE rdjnxvdr% (Nvdk xdev vb xtohbevrmhvbr mef rdamvdf kmvdrnma

rdhdnwdf fta~ mgvdr |rbhdxxnej.%

=0%8%7% Xto+hbevrmhvbr kmxvdr anxv (xto+hbevrmhvbr anxv.%

=0%6% D_\ gdmvtrdx

=0%6%=% \rd+rd}tnxnvd9 Abhmvnbe Kmxvdr! OBK Kmxvdr%

=0%6%?% Gtaa~ nevdjrmvdf znv` OBK kmxvdr vb dextrd kmvdrnma jnwde vb v`d xto+

hbevrmhvbr nx v`d hbrrdhv h`naf nvdkx%

=0%6%8% Mtvb+|rbfthvnbe vb hbextkd kmvdrnma grbk xto+hbevrmhvbr

=0%6%6% Mtvb JFE% \trh`mxd Brfdr nx |amhdf be m xt||andr znv` teabmfnej

abhmvnbe mx xto+hbevrmhvbr% Kmvdrnma nx fnrdhva~ xdev vb xto+hbevrmhvbrx gmhvbr~ o~xt||andr% D_\ hme mtvbkmvnhmaa~ hm|vtrdx v`d vzne+vrmexmhvnbex kmvdrnma rdhdnwdf

grbk xt||andr mef nkkdfnmvda~ vrmexgdrrdf vb xto+hbevrmhvbr%

=0%6%4% Xvbhc adfjdr gbr xto+hbevrmhvbr abhmvnbe jnwdx negbrkmvnbe mobtv xvbhc

a~nej znv` v`d V\%

=0%6%7% Hrdfnvbr mhhbtevx adfjdr gbr v`d mhhbtevx |m~moad%

=0%6%:% Kbed~ |m~kdev vb xto+hbevrmhvbr mgvdr fdfthvnej VFX%


20/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd ?< bg ?4

=0%6%0% Xhrm| mhhbtevnej

=>% Dp|brv Xmadx Kbftad

=>%=% Kmxvdr9

=>%=%=% Hbtevr~ htrrdeh~ kmxvdr

=>%=%?% Htxvbkdr Kmxvdr (znv` hbtevr~ negbrkmvnbe.

=>%?% Vrmexmhvnbex9

=>%?%=% Dp|brv Brfdr hm|vtrdx gbrdnje htxvbkdr*x xmadx brfdr negbrkmvnbe! mef

nx anecdf vb v`d Dp|brv newbnhd%

=>%?%?% Gbrdnje Htrrdeh~ dp|brv newbnhd

=>%?%8% Gbrk M_D = nx |rd|mrdf mtvbkmvnhmaa~ znv` v`d dp|brv xmadx newbnhd

=>%?%6% \mhcnej Anxv (mtvbkmvnhmaa~ |rd|mrdf znv` dp|brv newbnhd.%

=>%?%4% Hbkkdrhnma Newbnhd

=>%?%7% Dp|brv \rbgbrkm Newbnhd

=>%8% D_\ gdmvtrdx9

=>%8%=% Gmhnanv~ vb devdr htrrdev Dph`mejd rmvd

=>%8%?% Gbrdnje Htrrdeh~ Brfdr _dhdn|v Negbrkmvnbe (dp|brv B_N.

?


21/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd ?= bg ?4

Dwdr~ brfdr hme od hbexnfdrdf mx m |rbidhv ne D_\%

?=%=% Kmxvdrx

?=%=%=% \rbidhv emkd Kmxvdr%

?=%=%?% Frmznej Kmxdr

?=%?% Vrmexmhvnbex3

?=%?%=% Cd~ vrmexmhvnbex mrd hm|vtrdf mef xvbrdf znv` v`d xmadx brfdr etkodr

(Brfdr _dhdn|v Negbrkmvnbe B_N.%

?=%?%?% Zbrc brfdr mef |rbfthvnbe devr~ anec vb v`d |rbidhv%

?=%8% Cd~ KNX rd|brvx

?=%8%=% \rbidhv Zbrc Odeh` V`nx znaa jnwd mv m jamehd mhvnwnv~ xvmvtx bg m

|mrvnhtamr |rbidhv (Xmadx brfdr br B_N.% Fnxhn|aned eddfx vb od kmnevmnedf vb devdr

v`d B_N ne maa v`d rdx|dhvnwd gndafx vb hm|vtrd fmvm%

??% Zmrrmev~ " Mgvdr Xmadx Xdrwnhd Kbftad

MKH "x|mrdx kmemjdkdev " Htxvbkdr Dejneddr (H%D%.

??%=% Kmxvdrx

??%=%=% Htxvbkdr Kmxvdr%

??%=%?% Nvdk Kmxvdr%

??%=%8% V~|dx bg xdrwnhd hmaa Kmxvdr%

??%=%6% Gmtav Kmxvdr%

??%=%4% Hbkkdrhnma Vdrkx%

??%=%7% V~|d bg Hbevrmhv%

??%=%:% Cd~ hbk|bedevx kmxvdr (Kmne x|mrdx.%

??%=%0% Dejneddrx Kmxvdr (Htxvbkdr Dejneddr.

??%?% Vrmexmhvnbex

??%?%=% Hmaa X`ddv gbr v`d |rbfthvx% Vb rdjnxvdr hbk|amne%

??%?%?% Meetma Kmnevdemehd Hbevrmhv SMKH mgvdr zmrrmev~ |drnbf[

??%?%8% Baf @nxvbr~ hmrf Devr~ (Adjmh~.

??%?%6% @nxvbr~ Hmrf


22/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd ?? bg ?4

??%?%4% MKH Onaa

??%?%4%=% WMV Onaa (Nehatfd bea~ WMV.%??%?%4%?% Xdrwnhd Onaa (Nehatfd bea~ Xdrwnhd Vmp.

??%?%7% Hbevrmhv |rb|bxma%

??%?%:% Mjrddkdev Jdedrmvnbe%

??%?%0% GBH (Grdd bg Hbxv. Onaa

??%?%>% WMV Onaa

??%?%=% @nxvbr~ hmrf rdjnxvdr% Gnavdrx + =% Hmvdjbr~! Xto+hmvdjbr~! Nvdk! Xdrwnhd

Dejneddr

??%8%=


23/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd ?8 bg ?4

??%6% D_\ gdmvtrdx

??%6%=% Hmaa X`ddv vb mrrnwd vb v`d etkodr bg hbk|amnevx br gmtavx rdjnxvdrdf%??%6%?% Xdrwnhdx |rbwnfdf vb v`d hbk|amnevx br gmtavx%

??%6%8% Kmh`ned Adwda Hbk|bedevx txdf%

??%6%6% _d|brv be Gmtav Mema~xnx

??%6%4% _d|brvx be Hbk|bedevx _d|amhdkdev Fdvmnax

?8% XKX Kbftad

(B|vnbema.

?6% Dkmna madrvx kbftad

?6%=% Dkmna nf Kmxvdr gbr xdefnej mtvb dkmnax

?6%?% Madrvx txdr gbr nvdkx gmaanej odabz _dBrfdr Adwda (_BA.

?6%8% B_N |defnej xnehd fdgnedf fm~x% Brfdr rdhdnwdf otv fnx|mvh` |defnej

madrv%

?6%6% \defnej \trh`mxd Brfdr xnehd fdgnedf fm~x%

?6%4% \defnej htxvbkdr Onaax xnehd fdgnedf fm~x"Kbev`x%

?6%7% Omec omamehd jbnej odabz fdgnedf mkbtev%

?6%:% Ebe+Kbwnej Nvdkx%

?6%0% Fmna~ Xmadx vb VB\ Kmemjdkdev%

?4% \amev Kmnevdemehd Kbftad

?4%=% Kmxvdr

?4%=%=% Kmh`ned Kmxvdr

?4%=%?% Kmh`ned mef nvx x|mrdx Kmxvdr znv` Mhvnwnvndx Nevdjrmvdf?4%=%8% Mhvnwnv~ Kmxvdr (Nehatfdx hbxv.

?4%=%6% Ne+h`mrjd Kmxvdr (Nehatfdx hbxv.

?4%?% Vrmexmhvnbex

?4%?%=% Zbrc Brfdr gbr Kmh`ned Kmnevdemehd

?4%?%=%=% Hbrrdhvnwd Kmnevdemehd


24/25


Gbr kbrd negb Dkmna i%ymwdrnLfexdr|%hbk \mjd ?6 bg ?4

?4%?%=%?% \rdwdevnwd Kmnevdemehd

?4%?%?% \rbfthvnbe Devr~ gbr Kmh`ned Kmnevdemehd

?4%8% Cd~ KNX rd|brvx

?4%8%=% Kmh`ned Kmxvdr _d|brv (Znv` X|mrdx.

?4%8%?% Zbrcx Brfdr _djnxvdr znv` gnavdrx mx

?4%8%?%=%=% Kmnevdemehd V~|d (Hbrrdhvnwd"\rdwdevnwd.

?4%8%?%?% Zbrc Brfdr Xvmvtx (B|de! Habxdf! Vdrknemvdf! Maa.

?4%8%?%8% Kmh`ned Znxd

?4%8%?%6% Ne+h`mrjd Znxd

?4%8%8% \rbfthvnbe Devr~ _djnxvdr (Hbxv nx hmahtamvdf. znv` gnavdrx mx

?4%8%8%=% Kmnevdemehd V~|d (Hbrrdhvnwd"\rdwdevnwd.

?4%8%8%?% Kmh`ned Znxd

?4%8%8%8% Ne+h`mrjd Znxd

?4%8%6% X|mrdx Anxv

?4%6% Gdmvtrdx

?4%6%=% Mtvbkmvnh |b|t| gbr kmnevdemehd vb od fbed ne edpv ? fm~x nx x`bze

z`de ~bt abjne ne v`d x~xvdk%

?4%6%?% Mtvbkmvnh Dkmna Madrv gbr kmnevdemehd vb od fbed! ne edpv ? fm~x nx

|rd|mrdf mef xdef o~ D_\%

?>% d+Otxnedxx

V`nx kbftad fbdx ebv nehatfd zdoxnvd hrdmvnej mef fdxnje%

?>%=% D_\ Fmvmomxd hbevmnex wmrnbtx negbrkmvnbe xth` mx *\rbfthv Anxv* br *\rnhd

Anxv*% V`nx hme od ebz t|abmfdf vb m zdoxnvd%

?>%?% Txdr hme rdxvrnhv xbkd zdo |mjdx gbr nevdrema txd (Dpvrmedv " Nevrmedv.%

X`bz xvbhc |bxnvnbe beaned! dvh%

?>%8% D+Hmvmabjtd% V`d rm|nf fdwdab|kdev bg O?O mef O?H d+Otxnedxx x`bzx

v`mv v`d nevdredv nx ebv itxv m edz |amhd vb fb otxnedxx otv hbexvnvtvdx m hbk|advda~


25/25

D_\ XHB\D ANXV

Gbr kbrd negb Dkmna i%ymw

edz kdv`bf gbr hbk

Fnjnvma Dhbebk~% B|toanx`df vb v`d Zbra

?>%6% Gbr dpmk|a

x~eh`rbenydf znv` v`

hmrv br z`nad obbcnej

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drhd% D+Otxnedxx nx v`d kbxv xnjengnhmev m

hd ~bt `mwd D_\ fmvmomxd ne |amhd! v`d xmf Znfd Zdo% Gbr nexvmehd! zd hme |rd|mr

! h`meeda |mrvedrx (fdmadr. GJ nvdk kmxvd

GJ odnej x`bze be v`d d+hbkkdrhd zdo

xmadx brfdr (znv` b|vnbe bg x`bznej xvbhc.

vb admre D_\%

mhdobbc%hbk"jrbt|x"fnxhtxx%dr|Ibne Gmh

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kd hme od v`deme mhvnwd zdoxnvd%

r hme od

nvd gbr v`d x`b||nej

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Documents

ERP Modules Scope Generic 29 Modules major master, input and output