Changes for page NAUJIENOS
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... ... @@ -1,41 +2,35 @@ 1 -= "Stock-M 2018" atnaujinimas 2018.10.03 (versija 0.2.1). = 2 2 2 += Stock-M atnaujinimas 2019.03.21 (versija 0.2.1). = 3 3 4 4 5 -**Optimizavimas į didžiąją ir mažąją puses.** 6 6 7 -P erdarytasoptimizavimopagalsumas funkcionalumas.6 +**Piko koeficientai DTA prekėms.** 8 8 9 -* Leidžiama optimizuoti pagal pinigų, svorio, kiekio ir tūrio sumą tiek į didžiąją, tiek į mažąją puses. 10 -* Prie optimizavimo pagal sumas papildomi pasirinkimai: 11 -** optimizuoti tik didinant – optimizuojama tik į didžiąją pusę (jei susiformavęs užsakymas yra didesnis nei nurodytas tikslas, optimizavimas nebus vykdomas); 12 -** optimizuoti leidžiant viršyti tikslą – optimizuojama ne mažiau nurodyto tikslo; 13 -** optimizuoti iki tikslo – optimizuojama neviršijant nurodyto tikslo.((( 14 - 15 -)))((( 16 -Parinkta optimizavimo sąlyga tiekėjo kortelėje veikia autosiuntimo metu, taip pat ją parinkti galima optimizuojant užsakymą rankiniu būdu. 17 -))) 8 +Jei DTA prekės pardavimai turi savaitinius svyravimus (pvz. pardavimai išauga savaitgaliais) yra galimybė nurodyti Piko koeficientus kiekvienai savaitės dienai. 18 18 19 - [[image:optimizavimas.PNG]] 20 - 10 +Pagal nutylėjimą šis koeficientas lygus 1. Piko koeficientus galima įvesti ranka arba užkelti per L11 lentelę. 21 21 22 - ="Stock-M2018"atnaujinimas2018.09.05(versija0.2.1).=12 +Piko koeficientai vedami į tą dieną, kada prekės turi atvykti. Jei pardavimai išauga savaitgaliais, o prekės atvyksta penktadieniais ir pristatymų savaitgaliais nėra, tai Piko koeficientas vedamas į penktadienio dieną (kitose dienose paliekama 1). 23 23 14 +Piko koeficientas gali būti taikomas tik tuo atveju, kai tiekimas > = 2 kartai per savaitę. 24 24 25 - **Stulpelis"Dienos nuopaskutinio pardavimo".**16 +Formuojant užsakymą Piko koeficientas atrenkamas pagal savaitės dieną, kurią atvyks užsakymas ir buferis dauginamas iš koeficiento (prekių užsakoma daugiau piko dienoms). 26 26 27 -StockM languose, kuriuose pateikta SKU informacija per sandėlį, įtrauktas naujas stulpelis su informacija, kiek dienų praėjo nuo paskutinio pardavimo. Vertinami pardavimai ir perdavimai. 28 28 29 -Naujas rodiklis padeda greičiau pastebėti prekes, kurios "nebejuda" ir priimti reikiamus sprendimus. 30 30 20 += Stock-M atnaujinimas 2019.01.30 (versija 0.2.1). = 31 31 32 -Dienų skaičiavimas nuo paskutinio pardavimo bus pradėtas nuo atnaujinimo įdiegimo datos - atbuline data perskaičiavimas nebus vykdomas. 33 33 34 -Pagal nutylėjimą stulpelis nerodomas, norint matyti naujai pridėtą stulpelį reikia pasirinkti jų matomumą per Lentelės nustatymų langą. 35 35 36 36 25 +**Akcijų modulis: Akcijoje galimybė įvesti Murphy.** 37 37 38 - ==27 +Akcijoje galima įvesti Murphy. 39 39 40 -= 41 - = 29 +· pagal nutylėjimą užsirašo 0 (naujoje arba kopijuojamoje akcijoje 0); 30 + 31 +· su veiksmų pradžia lauko redagavimas užsiblokuoja; 32 + 33 +· Murphy pridedamas prie pradinio akcijinio kiekio (AK) ir prie AK, perskaičiuojamo su kiekvienu užsakymu akcijoje. 34 + 35 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]]
- Piko_koef.PNG
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"Stock-M 2018" atnaujinimas 2018.10.03 (versija 0.2.1).
Stock-M atnaujinimas 2019.03.21 (versija 0.2.1).
Optimizavimas į didžiąją ir mažąją puses.
Perdarytas optimizavimo pagal sumas funkcionalumas.
- Leidžiama optimizuoti pagal pinigų, svorio, kiekio ir tūrio sumą tiek į didžiąją, tiek į mažąją puses.
- Prie optimizavimo pagal sumas papildomi pasirinkimai:
- optimizuoti tik didinant – optimizuojama tik į didžiąją pusę (jei susiformavęs užsakymas yra didesnis nei nurodytas tikslas, optimizavimas nebus vykdomas);
- optimizuoti leidžiant viršyti tikslą – optimizuojama ne mažiau nurodyto tikslo;
- optimizuoti iki tikslo – optimizuojama neviršijant nurodyto tikslo.
Parinkta optimizavimo sąlyga tiekėjo kortelėje veikia autosiuntimo metu, taip pat ją parinkti galima optimizuojant užsakymą rankiniu būdu.
"Stock-M 2018" atnaujinimas 2018.09.05 (versija 0.2.1).
Piko koeficientai DTA prekėms.
Jei DTA prekės pardavimai turi savaitinius svyravimus (pvz. pardavimai išauga savaitgaliais) yra galimybė nurodyti Piko koeficientus kiekvienai savaitės dienai.
Pagal nutylėjimą šis koeficientas lygus 1. Piko koeficientus galima įvesti ranka arba užkelti per L11 lentelę.
Piko koeficientai vedami į tą dieną, kada prekės turi atvykti. Jei pardavimai išauga savaitgaliais, o prekės atvyksta penktadieniais ir pristatymų savaitgaliais nėra, tai Piko koeficientas vedamas į penktadienio dieną (kitose dienose paliekama 1).
Piko koeficientas gali būti taikomas tik tuo atveju, kai tiekimas > = 2 kartai per savaitę.
Formuojant užsakymą Piko koeficientas atrenkamas pagal savaitės dieną, kurią atvyks užsakymas ir buferis dauginamas iš koeficiento (prekių užsakoma daugiau piko dienoms).
Stulpelis "Dienos nuo paskutinio pardavimo".
StockM languose, kuriuose pateikta SKU informacija per sandėlį, įtrauktas naujas stulpelis su informacija, kiek dienų praėjo nuo paskutinio pardavimo. Vertinami pardavimai ir perdavimai.
Naujas rodiklis padeda greičiau pastebėti prekes, kurios "nebejuda" ir priimti reikiamus sprendimus.
Dienų skaičiavimas nuo paskutinio pardavimo bus pradėtas nuo atnaujinimo įdiegimo datos - atbuline data perskaičiavimas nebus vykdomas.
Pagal nutylėjimą stulpelis nerodomas, norint matyti naujai pridėtą stulpelį reikia pasirinkti jų matomumą per Lentelės nustatymų langą.
Stock-M atnaujinimas 2019.01.30 (versija 0.2.1).
Akcijų modulis: Akcijoje galimybė įvesti Murphy.
Akcijoje galima įvesti Murphy.
· pagal nutylėjimą užsirašo 0 (naujoje arba kopijuojamoje akcijoje 0);
· su veiksmų pradžia lauko redagavimas užsiblokuoja;
· Murphy pridedamas prie pradinio akcijinio kiekio (AK) ir prie AK, perskaičiuojamo su kiekvienu užsakymu akcijoje.