{ "cells": [ { "cell_type": "code", "execution_count": null, "metadata": { "id": "P3B5edVlpfhm" }, "outputs": [], "source": [] }, { "cell_type": "raw", "metadata": { "id": "TjKLqiKKpfhn" }, "source": [] }, { "cell_type": "markdown", "metadata": { "id": "lJs0WcXzpfho" }, "source": [ "![Logo 1](https://git.wmi.amu.edu.pl/AITech/Szablon/raw/branch/master/Logotyp_AITech1.jpg)\n", "
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Przygotowanie do projektu badawczo-rozwojowego

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6. Metodyka zarządania PRINCE2® [wykład]

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Tomasz Piłka (2022)

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\n", "\n", "![Logo 2](https://git.wmi.amu.edu.pl/AITech/Szablon/raw/branch/master/Logotyp_AITech2.jpg)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "LGcbq5Wmpfhy" }, "source": [ "## 1. Metodyka wytworzenia oprogramowania" ] }, { "cell_type": "markdown", "metadata": { "id": "L6Of2X4kpfhy" }, "source": [ "\n", "### Metodyka wytworzenia oprogramowania\n", "\n", "Metodyka wytwarzania oprogramowania jest to zestaw pojęć, notacji, modeli, języków, technik i sposobów postępowania służący do analizy dziedziny stanowiącej przedmiot projektowanego systemu.\n", "\n", "Metodyka wytwarzania oprogramowania jest powiązana z notacją służącą do dokumentowania wyników faz projektu (pośrednich, końcowych) jako środek wspomagający ludzką pamięć i wyobraźnię i jako środek komunikacji w zespołach oraz pomiędzy projektantami a klientem.\n", "\n", "Metodyka ustala:\n", "\n", "- fazy projektu, role uczestników projektu,\n", "- modele tworzone w każdej z faz,\n", "- scenariusze postępowania w każdej z faz,\n", "- reguły przechodzenia od fazy do następnej fazy,\n", "- notacje, których należy używać,\n", "- dokumentację powstającą w każdej z faz..\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "iPmY6j86muTD" }, "source": [ "## 1. PRINCE2® (**P**roject **IN** **C**ontrolled **E**nvironment)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "jY-ZfAFVpfhz" }, "source": [ "### PRINCE2® - geneza\n", "\n", "Metoda PRINCE2 powstała W Wielkiej Brytanii. Początkiem była metodyka PROMT, 1975 rok. \n", "\n", "Metoda ta przybrała bardziej współczesny wymiar w 1979 roku dzięki Central Computer and Telecommunications Agency (CCTA). Był to ówczesny standard stosowany **we wszystkich projektach informatycznych** wykonywanych dla potrzeb Rządu Wielkiej Brytanii.\n", "\n", "CCTA przekształciła metodę PROMT do PRINCE (**Project IN Controlled Environment**) w 1989 roku, by w 1996 roku nastąpił kolejny etap rozwoju i unowocześnienie metodyki do znanej obecnie PRINCE2. Kolejne wersje pojawiały się w roku 2005, 2009.\n", "\n", "W 2017 roku na podstawie doświadczeń wielu specjalistów z zakresu zarządzania projektami AXELOS po raz kolejny zaktualizował metodykę PRINCE2. \n", "\n", "Nowa wersja kładzie szczególny nacisk na dostosowanie sposobu zarządzania projektem do sytuacji, w której ma ono miejsce i jest poparta licznymi przykładami. W nowej edycji pojawiły się również wymogi metodyki PRINCE2 dla poszczególnych tematów, co stanowi rozwinięcie nakazowych pryncypiów.\n", "\n", "Metodyka PRINCE2 jest metodą kompleksową. W grupie metodyk zaliczana jest do **podejścia klasycznego**. Oznacza, to że PRINCE2 porusza problem bardzo dokładnie, a **sposób realizacji projektu jest określony przed przystąpieniem do jego realizacji**. \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "qlaRUn4spfhz" }, "source": [ "### PRINCE2® - budowa\n", "\n", "Metodyka PRINCE2® przedstawia zarządzanie projektem jako cztery zintegrowane elementy:\n", "\n", " - pryncypia,\n", " - tematy,\n", " - procesy,\n", " - środowisko projektowe.\n", "\n", "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "## 3. PRINCE2® - Pryncypia\n" ] }, { "cell_type": "markdown", "metadata": { "id": "gRo2N7Wopfhz" }, "source": [ "Celem PRINCE2® jest dostarczenie metodyki zarządzania projektami, którą można zastosować niezależnie od zakresu projektu, rodzaju, organizacji, położenia geograficznego czy kultury. Jest to możliwe, ponieważ metodyka PRINCE2® oparta jest na pryncypiach. \n", "\n", "Pryncypia stanowią podstawowe zasady, nakazy, które powstały w wyniku przeszłych doświadczeń w zakresie zarządzania projektami. Wyróżnia się siedem pryncypiów opartych na dobrych praktykach, które wspólnie tworzą strukturę PRINCE2.\n", "\n", "Siedem pryncypiów PRINCE2®:\n", "1. ciągła zasadność biznesowa,\n", "2. korzystanie z doświadczeń,\n", "3. zdefiniowane role i obowiązki,\n", "4. zarządzanie etapowe,\n", "5. zarządzanie z wykorzystaniem tolerancji,\n", "6. koncentracja na produktach,\n", "7. dostosowanie do warunków projektu.\n", "\n", "\n", "
\n", " Jeżeli projekt nie stosuje się do któregokolwiek z nich to nie jest on zarządzany zgodnie z metodyką PRINCE2 \n", "
\n", "\n", "---\n", "Omówmy poszczególne prycypia: \n", "\n", "**(1) Ciągła zasadność biznesowa** (ang. *continued business justification*)\n", "> Uzasadnienie biznesowe stanowi najważniejszy dokument i jest aktualizowany w każdym etapie projektu aby zapewnić, że jego realizacja jest ciągle wykonalna. Projekt realizowany zgodnie z PRINCE2 ma ciągle ważne uzasadnienie biznesowe\n", "\n", "**(2) Korzystanie z doświadczeń** (ang. *learn from experience*) \n", "> Każdy projekt utrzymuje Raport Doświadczeń oraz korzysta z doświadczeń innych projektów zarówno zakończonych jak też i trwających Członkowie zespołu uczą się wcześniejszych doświadczeń\n", "\n", "**(3) Zdefiniowane role i obowiązki** (ang. *defined roles and responsibiliteis*) \n", "> PRINCE2 dokładnie definiuje role oraz zakres odpowiedzialności dla każdej z tych ról. Struktura organizacyjna uwzględnia interesy biznesu, użytkowników oraz dostawcy.\n", "\n", "**(4) Zarządzanie etapowe** (ang. *Manage by stage*)\n", "> Projekt jest planowany, monitorowany oraz kontrolowany etapowo.\n", "\n", "**(5) Zarządzanie z wykorzystaniem tolerancji** (ang. *Manage by exception*)\n", "> Unika się regularnych spotkań zamiast tego paczki zadań są przypisywane członkom zespołu z określoną tolerancją dla poszczególnych aspektów. Dla każdego z celów projektu określone są tolerancje, które określają granicę dla delegowanych uprawnień\n", "\n", "**(6) Koncentracja na produktach** (ang. *Focus on products*)\n", "> Realizacja projektu jest skoncentrowana na zdefiniowaniu oraz dostarczaniu produktów (spełniających określone dla nich wymagania jakościowe).\n", "\n", "**(7) Dostosowanie do warunków projektu** (ang. *Tailor to suit the project environment*)\n", "> PRINCE2 powinien być zawsze dostosowana do konkretnego projektu, uwzględniając jego warunki, wielkość, złożoność, istotność, możliwości oraz ryzyka.\n", "\n", "---\n", "Metodykę PRINCE2® można stosować w kazdym projekcie, przykładem może być następujące wprowadzenie\n", "\n", "*Książę postanowił poślubić księżniczkę. Zaplanowano ślub w katedrze, zabawy dla mieszkańców księstwa i wystawne wesele w zamku na 1000 osób. Książę wyznaczył swojego ochmistrza do roli kierownika projektu „Wesele Księcia”... aby zobrazować wykorzystanie pryncypiów przeczytaj wpis na blogu* [Wesele Księcia, czyli jak Pryncypia PRINCE2® wprowadzają porządek](https://inprogress.pl/blog/wesele-ksiecia-czyli-jak-pryncypia-prince2-wprowadzaja-porzadek/)\n", "
\n", "\n", "\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "## 3. PRINCE2® - Tematy\n" ] }, { "cell_type": "markdown", "metadata": { "id": "NnYKjk3Qpfh0" }, "source": [ "Tematy PRINCE2 to siedem różnych aspektów, którymi należy się zajmować i które należy kontrolować. Tematami PRINCE2 są:\n", "\n", "1. Uzasadnienie Biznesowe, \n", "1. Organizacja,\n", "1. Jakość,\n", "1. Plany,\n", "1. Ryzyko,\n", "1. Zmiana, \n", "1. Postęp.\n", "\n", "---\n", "**(1) Uzasadnienie biznesowe** (ang. *Business Case*) \n", "\n", "*określenie mierzalnych celów, które uzasadnia zaangażowanie określonych zasobów*\n", "
\n", " Dlaczego? \n", "
\n", "\n", "> Projekt zaczyna się od pomysłu, o którym sądzi się, że ma potencjalną wartość dla zainteresowanej organizacji. Temat ten opisuje, w jaki sposób ten pomysł jest przekształcany w zasadną propozycję inwestycji dla organizacji oraz jak zarządzanie projektem utrzymuje koncentrację na celach organizacji w trakcie całego projektu.\n", "\n", "\n", "**(2) Organizacja** (ang. *Organization*) \n", "\n", "*definiuje role oraz odpowiedzialności poszczególnych osób w powołanym na czas realizacji projektu zespole.*\n", "\n", "
\n", " Kto? \n", "
\n", "\n", "> Organizacja sponsorująca projekt musi przekazać związane z nim prace menedżerom, którzy będą za niego odpowiedzialni i będą nim kierowali aż do jego zakończenia. Temat ten opisuje role i obowiązki, w powołanym na pewien czas zespole zarządzania projektem zgodnym z PRINCE2, niezbędne dla efektywnego zarządzania projektem.\n", "\n", "\n", "**(3) Jakość** (ang. *Quality*)\n", "\n", "*zapewnienie, że wszystkie produkty spełniają postawione oczekiwania jakościowe (uzgodnione jakościowe atrybuty produktów)*\n", "\n", "
\n", " Co? \n", "
\n", "\n", "> Początkowy pomysł jest rozumiany jedynie w ogólnym zarysie. Ten temat PRINCE2 pokazuje jak taki zarys jest rozwijany, aby wszyscy uczestnicy uzgodnili jakościowe atrybuty produktów, które mają być dostarczone, a następnie także, w jaki sposób zarządzanie projektem zapewni, że uzgodnione wymagania zostaną następnie spełnione.\n", "\n", "**(4) Plany** (ang. *Plans*) \n", "\n", "*są układane oraz zatwierdzane przed rozpoczęciem kolejnego etapu realizacji projektu. Temat plany opisuje szczegółowo kroki oraz techniki jakie powinny być zastosowane*\n", "\n", "
\n", " Jak? Za ile? Kiedy? Kim? \n", "
\n", "\n", "> Projekty PRINCE2 przebiegają zgodnie z szeregiem zatwierdzonych planów. Temat ten uzupełnia temat Jakość opisując kroki wymagane do sporządzenia planów oraz techniki PRINCE2, które powinny zostać zastosowane.\n", "\n", "**(5) Ryzyko** (ang. *Risk*)\n", "\n", "*Utrzymywanie ryzyka na określonym poziomie, który jest akceptowalny. W jaki sposób osoby kierujące projektem zarządzają ryzykami zawartymi w planach.*\n", "\n", "
\n", " Co, jeżeli? \n", "
\n", "\n", "> Z projektami związane jest zwykle większe ryzyko niż z ustabilizowanymi działaniami operacyjnymi. Ten temat dotyczy sposobu, w jaki kierownictwo projektu zarządza niepewnościami zawartymi w planach i w szeroko rozumianym środowisku projektu.\n", "\n", "**(6) Zmiana** (ang. *Change*) \n", "\n", "*Zarządzanie zmianami, a więc jak postępować z tymi zagadnieniami, które wykraczają poza zatwierdzony już aspekty projektu. Zmiany mogą wynikać z nieprzewidzianych problemów, wniosków o wprowadzenie zmian lub wykryciu wad jakościowych produktów*\n", "\n", "
\n", " Jaki jest wpływ? \n", "
\n", "\n", "> Temat ten opisuje, w jaki sposób ocenia się i postępuje z zagadnieniami, które mają potencjalny wpływ na dowolny zatwierdzony aspekt projektu (jego plany lub wytworzone produkty)\n", "\n", "**(7) Postępy** (ang. *Progress*)\n", "\n", "*mierzenie postępów w realizacji poszczególnych produktów. Monitorowanie wykonania planów oraz procedury eskalacji w przypadku gdy realizacja zaczyna odbiegać od planów*\n", "\n", "
\n", " Gdzie teraz jesteśmy? Dokąd zmierzamy? Czy kontynuować? \n", "
\n", "\n", "> Ten temat PRINCE2 dotyczy oceny bieżącej zasadności planów. Wyjaśnia on proces decyzyjny dotyczący zatwierdzania planów, monitorowanie faktycznego wykonania oraz proces przekazywania spraw na wyższy szczebel zarządzania w przypadku, gdy zdarzenia przebiegają niezgodnie z planem.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "## 4. PRINCE2® - Role\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "PRINCE2 jest **ustrukturyzowanym zarządzaniem projektem**. Oznacza to, że metodyka ta określa kilka procesów, które opisują wszystkie działania podejmowane od rozpoczęcia aż do zakończenia projektu. Z każdym procesem związana jest odpowiedzialność ściśle określonej osoby.\n", "\n", "\n", "PRINCE2 zakłada występowanie następujących ról:\n", "1. Komitet Sterujący (ang. Project Board)\n", "1. Przewodniczący (Executive)\n", "1. Główny Użytkownik (Senior User)\n", "1. Główny Dostawca (Senior Supplier)\n", "1. Kierownik Projektu (Project Manager)\n", "1. Kierownik Zespołu (Team Manager)\n", "1. Nadzór Projektu (Project Assurance)\n", "1. Wsparcie Projektu (Project Support)\n", "\n", "z wykorzystaniem któych, można przedstawić następującą strukturę projektu \n", "<< rys>>\n", "\n", "Rolę kierownika projektu obejmuje osoba, która organizuje i steruje projektem. Do jego zadań należy:\n", " - wyznaczenie specjalistów do wykonania prac związanych z realizacją projektu. \n", " - daje także gwarancję, że prace będą wykonane terminowo i zgodnie z przyjętymi założeniami.\n", " \n", "Wyróżniamy ponadto **klienta**, zwanego także **przewodniczącym komitetu sterującego**, oraz **użytkownika**. Klient to osoba, która płaci za realizację projektu. Użytkownik natomiast to osoba, która będzie korzystać z produktu lub rezultatu projektu. W niektórych przypadkach może (ale nie musi) być to ta sama osoba.\n", "\n", "Kolejna postacią jest **dostawca (lub specjalista)**\n", "Jest to osoba posiadająca odpowiednie kompetencje oraz specjalistyczne umiejętności, które wnosi do realizowanego projektu.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "## 5. PRINCE2® - Komitet sterujacy i poziomy zarządzania\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "### Komitet sterujący \n", "\n", "*Komitet Sterujący** to niezbędny element każdego projektu realizowanego w PRINCE2. W jego skład wchodzi \n", " - klient (lub przewodniczący),\n", " - reprezentant strony użytkownika (Główny Użytkownik)\n", " - reprezentant dostawcy lub specjalisty (Główny Dostawca).\n", " \n", "Zadaniem Komitetu Sterującego jest podejmowanie decyzji niezbędnych kierownikowi projektu, by **rozwiązywać problemy i kontynuować realizację projektu**. Ponadto Komitet Sterujący **odbiera od Kierownika Projektu regularne raporty o stanie prac**.\n", "\n", "**Przewodniczący Komitetu Sterującego** jest odpowiedzialny za nadzór ze strony biznesu.\n", " - Chce mieć pewność, że biznesowe aspekty projektu są prawidłowe.\n", " - Nieustannie zadaje pytanie: Czy projekt jest wart realizacji?\n", " \n", "**Główny użytkownik** jest odpowiedzialny za nadzór ze strony użytkowników.\n", "Chce mieć pewność, że projekt dostarczy właściwe produkty spełniające wymagania.\n", "Nieustannie zadaje pytanie: Czy produkt będzie działał jak tego oczekujemy?\n", "\n", "**Główny Dostawca** jest odpowiedzialność za nadzór ze strony dostawców.\n", "Chce mieć pewność, że produkty zostaną dostarczone zgodnie z oczekiwaniami i że na potrzeby projektu są dostępni właściwi ludzie i materiały.\n", "Nieustannie zadaje pytanie: Czy może to być wykonane w ramach założonego kosztu, czasu i innych ograniczeń?\n", "\n", "\n", "### Poziomy zarządzania\n", "\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "## 6. PRINCE2® - Procesy\n" ] }, { "cell_type": "markdown", "metadata": { "id": "XmY-EAr0pcU_" }, "source": [ "PRINCE2 oparta jest na procesach, które definiują konkretne działania zaprojektowanych w celu osiągnięcia określonego celu. W PRINCE2 wyróżnione jest 7 procesów:\n", "\n", "1. **Przygotowanie projektu** - PP (Starting up a project - SU)\n", "Zarządzanie strategiczne projektem - ZS (Directing a project - DP)\n", "Inicjowanie Projektu - IP (Initiating a project - IP)\n", "Sterowanie Etapem - SE (Controlling a stage - CS)\n", "Zarządzanie wytwarzaniem produktów - WP (Managing product delivery - MP)\n", "Zarządzanie zakresem Etapu - ZE (Managing a stage boundary - SB)\n", "Zamykanie projektu - ZP (Closing a project - CP)\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "DBJy5KNHpfh4" }, "source": [ "## 8. Zadania (proponowane do realizacji na laboratoriach)\n", "\n", "### Zadanie 1.\n", "\n", "\n", "### Zadanie 2.\n", "\n", "\n", "### Zadanie 3.\n", "\n", "\n" ] } ], "metadata": { "author": "Jacek Marciniak", "colab": { "provenance": [] }, "email": "jacekmar@amu.edu.pl", "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "lang": "pl", "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.0" }, "org": null, "subtitle": "6. Metodyka PMBOK", "title": "Przygotowanie do projektu badawczo-rozwojowego", "year": "2022" }, "nbformat": 4, "nbformat_minor": 4 }