Unit 1: Informacje ogólne
CeleClick to read ![](./images/book.png)
Inicjatywa i motywacja do pracy
Za pomocą kręgów jakości pracownicy dobrowolnie i wspólnie pracują nad doskonaleniem przedsiębiorstwa. Kręgi jakości promują inicjatywę i motywację do pracy.
Ocena pracy członków zespołu
Nauczysz się jak oceniać wyniki pracy swoich pracowników.
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![](https://www.akkueurope.eu/private/ckeditor/plugins/imageuploader/uploads/85a3f9f.png) |
Zwiększenie wydajności pracy
Dowiesz się, jak prawidłowo krytykować i chwalić swoich pracowników. Są to ważne zadania osoby kierującej zespołem.
Jak przeprowadzić koło jakości
Poznasz role i kroki, a także dowiesz się jak przeprowadzić krąg jakości, aby doskonalić swoje umiejętności przywódcze.
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Poruszane tematyClick to read ![](./images/book.png)
Czę ść 1 - A
Krąg jakości i jego zasady.
Czę ść 2 - B
4 role i proces kręgu jakości.
Czę ść 3 - C
Zwiększenie wydajności pracy dzięki zmotywowanym pracownikom.
Czę ść 4 - D
Jak prawidłowo oceniać wyniki pracy członków zespołu.
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![](https://www.akkueurope.eu/private/ckeditor/plugins/imageuploader/uploads/9e5dacf.png) |
WprowadzenieClick to read ![](./images/book.png)
Jak pracownicy poprawiają jakość w firmie
Jako lider/liderka nie zawsze masz możliwość zajrzenia w najmniejsze zakamarki swojej firmy. Jeśli chodzi o odkrywanie słabych punktów i ich poprawę, jesteś zdany/zdana na pomoc swoich pracowników.
Jednym z instrumentów poprawy jakości w przedsiębiorstwie jest tzw. krąg jakości.
W przeciwieństwie do zwykłych spotkań czy grup roboczych jego celem jest wprowadzenie pozytywnych zmian w przedsiębiorstwie. Ważne jest, aby uczestnictwo było całkowicie dobrowolne. Dobrowolność tworzy motywację i prowadzi do wymiernych rezultatów.
W dłuższej perspektywie poprawa jakości stanie się procesem samoczynnym, jeśli wszyscy uczestnicy będą pozytywnie nastawieni do udziału w kręgach jakości i będą wspierać tę formę współpracy.
Ostatecznie wszyscy są współodpowiedzialni za sukces firmy!
Unit 2: Krąg jakości i jego zasady
Cele kręgu jakościClick to read ![](./images/book.png)
- Zwiększanie produktywności w miejscu pracy
- Eliminowanie błędów w trakcie produkcji
- Zapewnianie jakości w trakcie produkcji
- Poznawanie nowych postaw i zachowań
- Rozwijanie poczucia własnej wartości i kompetencji społecznych
- Poprawa dynamiki procesów grupowych
Więcej informacji o kręgu jakości możesz znaleźć pod tym linkiem:
https://study.com/academy/lesson/quality-circle-definition-process.html#quiz-course-links
Krąg jakości i jego zasadyClick to read ![](./images/book.png)
Krąg jakości wywodzi się z Japonii i jest formą pracy zespołowej. Zespoły mają za zadanie podnieść jakość procesów i produktów w firmie. Ponadto lepiej wykorzystywany jest potencjał wydajności oraz poprawia się atmosfera pracy. W określonych kręgach roboczych każdy pracownik wnosi swoją wiedzę i doświadczenie.
Podczas pracy w ramach kręgu jakości należy przestrzegać następujących 5 zasad, aby ustrukturyzować pracę grupy:
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)
Przestrzeganie tych zasad sprawia, że praca zespołowa nie zamienia się w przerwę na kawę, ale w konstruktywną współpracę.
Unit 3: 4 role i proces kręgu jakości
4 role kręgu jakościClick to read ![](./images/book.png)
W kręgu jakości wyróżnia się 4 role, którym przypisuje się określone zadania. Pracownicy kręgu jakości należą albo do grupy projektowej, albo do zespołu koła jakości.
W kręgu jakości szczególnie ważna jest koordynacja, dlatego też role tworzą jednostki kontrolne i koordynujące. Precyzyjny podział zadań zachęca do aktywnego uczestnictwa.
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) 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) 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Organem wykonawczym kręgu jakości są grupy projektowe. Każda z nich składa się maksymalnie z 15 członków, którzy spotykają się regularnie. Pracują one nad rozwiązaniem problemów przedsiębiorstwa, które zostały odkryte przez zespół kręgu jakości, oraz badają ich przyczyny. Grupy projektowe przedstawiają wyniki swojej pracy zespołowi kręgu jakości lub informują go o nich.
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) 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Lider/liderka zespołu jest członkiem zespołu kręgu jakości i zatwierdza decyzje zespołu. Pozostaje on/ona w ścisłym kontakcie z działem zapewnienia jakości w firmie lub z kierownictwem, aby informować o sukcesach w zakresie poprawy jakości. Jako osoba koordynująca kręgu jakości ustala terminy spotkań i prezentacji grup projektowych. Ponadto jest odpowiedzialny/odpowiedzialna za wyznaczenie mentora/mentorki dla każdej grupy projektowej.
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Zespół Kręgu Jakości (zespół KJ) spotyka się regularnie i składa się maksymalnie z 9 członków. Zespół ten tworzy i koordynuje poszczególne grupy projektowe. Najpierw przeprowadza analizę mocnych i słabych stron firmy. Następnie zespół opracowuje plan działania mający na celu wyeliminowanie ujawnionych słabości. Ten plan pracy powinien być jak najbardziej konkretny i zawierać zaplanowane kamienie milowe. Z planu pracy wynikają zadania, które zespół przydziela grupom projektowym lub poszczególnym osobom z tych grup. Dla każdego tematu powinna istnieć osobna grupa projektowa. Po rozdzieleniu i zaplanowaniu zadań zespół ma za zadanie kontrolować ich wykonanie i odbierać raporty lub prezentacje od grup projektowych. Ponadto zespół składa liderowi/liderce zespołu raporty o powodzeniu wdrożenia.
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) 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Każda grupa projektowa ma swojego mentora, który jest częścią grupy i koordynuje jej pracę. Zadaniem mentorów jest monitorowanie realizacji zadań oraz pomoc w pokonywaniu przeszkód, np. gdy potrzebny jest dodatkowy personel lub know-how. Mentorzy są odpowiedzialni za końcowe sprawozdanie z wyników pracy grupy.
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Jak prowadzić krąg jakości dowiesz się z następnych slajdów
Proces kręgu jakościClick to read ![](./images/book.png)
Krąg jakości dzieli się na 12 kroków. W każdym z nich zadania są przydzielane członkom grup projektowych.
Krok 1
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Krok 2 |
Krok 3
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Krok 4 |
Przeprowadzenie analizy słabych punktów i określenie właściwych priorytetów
üTworzenie listy problemów za pomocą burzy mózgów
üUstalanie priorytetów za pomocą analizy A, B, C
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Identyfikacja i przyporządkowanie środowiska, przyczyn, klientów i dostawców
üAnaliza Pareto lub ocena na podstawie danych z przeszłości
üZarejestrowanie wybranego problemu u lidera
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Określenie słabych punktów, niezbędnych etapów pracy oraz celów, które określają pożądany wynik pracy kręgu jakości.
ü Diagram przepływu
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Teraz rozpoczyna się właściwa praca grup projektowych
Każda z grup projektowych otrzymuje określony słaby punkt i analizuje problem oraz jego przyczyny.
ü Gromadzenie danych
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Krok 5
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Krok 6 |
Krok 7 |
Krok 8 |
Przedstawia się analizę i opracowuje możliwe rozwiązania.
üBurza mózgów
üDiagram przyczyn i skutków
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Przyczyny i rozwiązania są przedstawiane zespołowi KJ wraz z odpowiednią oceną.
üZbieranie danych
üPorównanie
üDyskusja
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Problem jest rozwiązywany w sposób konkretny. Szacuje się niezbędne zasoby kadrowe i materialne oraz przeprowadza analizę kosztów i korzyści.
üWykres słupkowy, kołowy, powierzchniowy, histogram, warstwowanie, diagram rozrzutu
üAnaliza "dlaczego - dlaczego". (WHY analysis)
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Sporządzenie planu realizacji i podział zadań do wykonania przy wsparciu mentora/mentorki i zespołu KJ
ü Burza mózgów
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Krok 9
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Krok 10 |
Krok 11
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Krok 12 |
Opracowane rozwiązania muszą zostać wdrożone i udokumentowane. Może zaistnieć konieczność dostosowywania planu wdrożenia
ü Burza mózgów
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Po wdrożeniu rozwiązań zespół analizuje wyniki oraz dokumentuje sukcesy i porażki.
ü Zbieranie danych
üAnaliza
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Udane wdrożenia mogą być trwale zintegrowane z procesami firmy
ü Ankiety z kluczowymi osobami
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Proces kończy się sporządzeniem raportu końcowego. Zawiera on podsumowanie działań kręgu jakości oraz dokumentację doświadczeń grup projektowych.
ü Raport
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Unit 4: Zwiększenie wydajności pracy dzięki zmotywowanym pracownikom
Jak zwiększyć wydajność pracy dzięki zmotywowanym pracownikomClick to read ![](./images/book.png)
Wielu menedżerów jest zdania, że jeśli nie będą krytykować, to wystarczy jako pozytywne docenienie. Pracownicy potrzebują jednak konkretnej informacji zwrotnej, w przeciwnym razie nie będą wiedzieli, jak postrzegać siebie i swoją pracę. Właściwa i odpowiednia informacja zwrotna nie tylko zwiększa pewność, ale także motywację pracowników.
Brak uznania jest jednym z najczęstszych powodów, na które skarżą się niezadowoleni pracownicy. Często przełożeni są bardzo zadowoleni z wyników pracy swoich pracowników, ale nie komentują ich. Prawidłowe krytykowanie i docenianie to ważne zadania menedżera.
1. Bądź autentyczny i prawdziwy/ Bądź autentyczna i prawdziwa
Regularne poklepywanie po plecach prowadzi do tego, że chwalony pracownik przestaje w ogóle zauważać pozytywne znaczenie takiej wypowiedzi. Nie należy też obsesyjnie szukać drobiazgów do pochwalenia lub skrytykowania. Najważniejszym warunkiem skutecznej pochwały jest własne przekonanie o pozytywnych wynikach pracy.
2. Przemyśl swoje standardy
Jeśli jesteś osobą, która ma bardzo wysokie standardy pracy, pierwsza porada - możesz nigdy nie znaleźć się w sytuacji, w której uznasz wyniki za pozytywne. W takim przypadku należy pamiętać, że nasze standardy nie są miarą wszystkiego i że przy ocenie pracowników zdecydowanie należy stosować niższe standardy. Nie można też oceniać wszystkich pracowników według tych samych kryteriów.
3. Regularnie analizuj wyniki pracy swoich pracowników
Aby móc pochwalić lub skrytykować pracowników w spersonalizowany sposób, należy uważnie obserwować ich pracę. W przypadku błędu zazwyczaj można odczuć jego skutki na własnej skórze, ale pozytywne wyniki są często o wiele trudniejsze do rozpoznania. Na koniec dnia lub tygodnia należy spojrzeć wstecz i zadać sobie pytanie: Czy dany pracownik osiągnął wyniki powyżej swojego zwykłego poziomu?
4. Dopasuj pochwałę do wyników
Pochwała jest skuteczna tylko wtedy, gdy jest odpowiednia i indywidualna. Liczy się nie tyle to, w jakim stopniu wyniki wpływają na firmę, ale to, jak duże było zaangażowanie pracownika. Jeśli pracownik często zastępuje swoich kolegów, niekoniecznie poprawia to ogólne wyniki, a jednak jest to z pewnością powód do szczególnej pochwały.
5. Konsekwentne chwalenie dobrych wyników
Choć generalnie prawdą jest, że pochwały powinny być udzielane tylko za mniej lub bardziej wyróżniające się wyniki pracy, trzeba być w tym bardzo rozważnym. Są pracownicy, na których można polegać i którzy stale osiągają dobre wyniki. To też należy dostrzec i regularnie ich chwalić.
Na następnych slajdach znajdziesz 5 porad jak motywować pracowników!
Unit 5: Jak prawidłowo oceniać wyniki pracy członków zespołu.
Jak zwiększyć wydajność pracy dzięki zmotywowanym pracownikom Click to read ![](./images/book.png)
Jako osoba zarządzająca zespołem musisz oceniać wyniki pracy swoich pracowników w określonych momentach. Jakość Twojej oceny zależy zarówno od obserwacji, jak i od przebiegu rozmowy oceniającej. Podziel swoją ocenę pracy na 3 etapy, aby uzyskać bardziej sprawiedliwą i ustandaryzowaną ocenę.
Nie dokonuj oceny w pośpiechu, np. tuż po zakończeniu projektu doskonalenia. Doświadczenie pokazuje, że wtedy rozmowy są bardzo powierzchowne. Istnieje duże niebezpieczeństwo, że aspekty osobiste i emocjonalne uniemożliwią obiektywną ocenę. Rezultat: niezadowolenie pracowników i spadek wydajności w kolejnym projekcie.
3 kroki do prawidłowej i sprawiedliwej oceny pracownika:
Obserwuj
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Z dużym wyprzedzeniem przed oceną, np. w trakcie projektu doskonalenia, rób notatki, aby jak najbardziej systematycznie oceniać wyniki i zachowania pracowników i móc to udowodnić podczas rozmowy oceniającej. Wykorzystaj notatki, na przykład, aby odnieść się do „rzetelności", „zaangażowania w pracę", „zachowania w różnych sytuacjach zawodowych", „współpracy" lub podobnych cech swoich pracowników. W ten sposób unikniesz sytuacji, w której Twoja ocena będzie oparta wyłącznie na wrażeniach wyniesionych z krótkiego okresu przed rozmową oceniającą.
Zawsze noś przy sobie mały notatnik na swoje obserwacje. W najlepszym wypadku możesz odnieść się do konkretnych faktów, na podstawie których dokonasz oceny. Zawsze dokumentuj te wydarzenia tak szybko, jak to możliwe.
WSKAZÓWKA PRAKTYCZNA: Uważaj, jak postępujesz z notatkami pisemnymi.
Uważaj, jak postępujesz z notatkami pisemnymi, aby nie zniszczyć współpracy pełnej zaufania. W żadnym wypadku pracownicy nie powinni odnieść wrażenia, że prowadzisz akta na ich temat.
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Oceniaj
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Przejrzyj dokładnie swoje notatki przed rozmową oceniającą, abyś nie musieć się do nich odwoływać podczas rozmowy. Uwaga: To nie są dowody, które przechowujesz, ale twoja osobista pomoc w zapamiętywaniu, która pozwoli ci na bardziej sprawiedliwą ocenę pracowników.
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Rozmawiaj
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Zawsze omawiaj ocenę z danym pracownikiem i zapisuj wyniki tej rozmowy. Należy otwarcie porozmawiać z pracownikiem o ocenie, aby pracownik nie został w pewnym momencie zaskoczony, gdy otrzyma ocenę, która wydaje mu się niezrozumiała. Taka rozmowa posłuży również do zaplanowania przyszłego zaangażowania pracowników w projekty doskonalenia. Zadaj sobie pytanie:
üJak mogę lepiej wspierać mojego pracownika?
üJak pracownik wyobraża sobie eliminowanie swoich słabości?
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Kryteria oceny pracownikówClick to read ![](./images/book.png)
Obiektywne kryteria oceny
Kryteria obiektywne są łatwe do określenia, ponieważ są one całkowicie niezależne od pracowników, np.:
üKwalifikacje
üUmiejętności i zdolności
üDni nieobecności
üGłówne obszary zaangażowania w projekcie, firmie itp.
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Subiektywne kryteria oceny
Nie istnieją pracownicy, którzy mieliby tylko mocne lub tylko słabe strony. Sporządź listę kryteriów, według których ocenisz wszystkich pracowników, np.:
üPrzestrzeganie terminów
üElastyczność
üMotywacja
üKompetencje społeczne
üZdolność do pracy pod presją
üZdolność krytycznego myślenia itp.
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Unit 6: Podsumowujące słowa kluczowe
Podsumowujące słowa kluczoweClick to read ![](./images/book.png)
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