{"id":2641,"date":"2013-03-27T18:13:31","date_gmt":"2013-03-27T18:13:31","guid":{"rendered":"https:\/\/ncchpp.wpengine.com\/construire-le-modele-logique-dune-politique-publique-favorable-a-la-sante-pourquoi-et-comment\/"},"modified":"2021-12-13T21:38:45","modified_gmt":"2021-12-13T21:38:45","slug":"construire-le-modele-logique-dune-politique-publique-favorable-a-la-sante-pourquoi-et-comment","status":"publish","type":"post","link":"https:\/\/ccnpps-ncchpp.ca\/fr\/construire-le-modele-logique-dune-politique-publique-favorable-a-la-sante-pourquoi-et-comment\/","title":{"rendered":"Construire le mod\u00e8le logique d\u2019une politique publique favorable \u00e0 la sant\u00e9 : pourquoi et comment?"},"content":{"rendered":"<p>[et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb3.22&Prime;][et_pb_row column_structure=\u00a0\u00bb3_4,1_4&Prime; _builder_version=\u00a0\u00bb3.27.4&Prime; background_size=\u00a0\u00bbinitial\u00a0\u00bb background_position=\u00a0\u00bbtop_left\u00a0\u00bb background_repeat=\u00a0\u00bbrepeat\u00a0\u00bb custom_margin=\u00a0\u00bb-61px|auto||auto||\u00a0\u00bb custom_padding=\u00a0\u00bb||0px|||\u00a0\u00bb][et_pb_column type=\u00a0\u00bb3_4&Prime; _builder_version=\u00a0\u00bb3.25&Prime; custom_padding=\u00a0\u00bb|||\u00a0\u00bb custom_padding__hover=\u00a0\u00bb|||\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.9.1&Prime; background_size=\u00a0\u00bbinitial\u00a0\u00bb background_position=\u00a0\u00bbtop_left\u00a0\u00bb background_repeat=\u00a0\u00bbrepeat\u00a0\u00bb hover_enabled=\u00a0\u00bb0&Prime; sticky_enabled=\u00a0\u00bb0&Prime;]<\/p>\n<p>Ce document pr\u00e9sente la d\u00e9marche de construction du mod\u00e8le logique qui est propos\u00e9e dans la <a href=\"https:\/\/ccnpps-ncchpp.ca\/fr\/methode-de-synthese-de-connaissances-sur-les-politiques-publiques\/\" rel=\"noopener\">m\u00e9thode du CCNPPS pour r\u00e9aliser des synth\u00e8ses de connaissances sur les politiques publiques<\/a>. Par extension, on y voit aussi l&rsquo;usage de ce type de mod\u00e8le logique hors des synth\u00e8ses de connaissances, \u00e0 titre d&rsquo;outil d&rsquo;analyse des politiques publiques par les acteurs de sant\u00e9 publique.<\/p>\n<p>Le document aborde trois questions :<\/p>\n<p>\u2022 En quoi consiste un mod\u00e8le logique de politique publique favorable \u00e0 la sant\u00e9?<br \/>\u2022 Pourquoi construire le mod\u00e8le logique d&rsquo;une politique publique favorable \u00e0 la sant\u00e9?<br \/>\u2022\u00a0Comment construire un mod\u00e8le logique?<\/p>\n<p><a href=\"\/docs\/LogicModeleLogique_Fr.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Construire le mod\u00e8le logique d&rsquo;une politique publique favorable \u00e0 la sant\u00e9 : pourquoi et comment?<\/a><br \/>11 pages<\/p>\n<p>[\/et_pb_text][\/et_pb_column][et_pb_column type=\u00a0\u00bb1_4&Prime; _builder_version=\u00a0\u00bb3.25&Prime; custom_padding=\u00a0\u00bb|||\u00a0\u00bb custom_padding__hover=\u00a0\u00bb|||\u00a0\u00bb][et_pb_image src=\u00a0\u00bbhttps:\/\/ccnpps-ncchpp.ca\/wp-content\/uploads\/2020\/12\/LogicModeleLogique_Fr.jpg\u00a0\u00bb url=\u00a0\u00bbhttps:\/\/ccnpps-ncchpp.ca\/docs\/LogicModeleLogique_Fr.pdf\u00a0\u00bb url_new_window=\u00a0\u00bbon\u00a0\u00bb _builder_version=\u00a0\u00bb4.9.1&Prime; max_width=\u00a0\u00bb100%\u00a0\u00bb custom_margin=\u00a0\u00bb2px||2px||false|false\u00a0\u00bb custom_padding=\u00a0\u00bb|||0px||\u00a0\u00bb custom_css_main_element=\u00a0\u00bbfilter: drop-shadow(2px 4px 6px black);||\t\t\t margin-left: 2px;\u00a0\u00bb border_radii=\u00a0\u00bbon|12px|12px|12px|12px\u00a0\u00bb border_color_all=\u00a0\u00bb#000000&Prime; src__hover_enabled=\u00a0\u00bboff|desktop\u00a0\u00bb][\/et_pb_image][\/et_pb_column][\/et_pb_row][\/et_pb_section]<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Ce court document pr\u00e9sente un type de mod\u00e8le logique qui constitue un outil int\u00e9ressant pour r\u00e9fl\u00e9chir \u00e0 l&rsquo;efficacit\u00e9 des politiques publiques favorables \u00e0 la sant\u00e9.<\/p>\n","protected":false},"author":1,"featured_media":2848,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"on","_et_pb_old_content":"<p>This document outlines the process for constructing a logic model as proposed in the NCCHPP's method for synthesizing knowledge about public policies. It also shows the use of this type of logic model in applications other than knowledge synthesis, as a tool that public health actors can use to analyze public policies. <br \/><br \/>In the document, we attempt to answer three questions: <br \/>\u2022 What is a logic model for a healthy public policy? <br \/>\u2022 Why construct a logic model for a healthy public policy? <br \/>\u2022 How does one construct a logic model? <br \/><br \/><\/p><table><tbody><tr><td><p><a href=\"\/docs\/LogicModeleLogique_En.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Constructing a Logic Model for a Healthy Public Policy: Why and How?<\/a>\u00a0<br \/>11 \u00a0pages<br \/><img 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\" alt=\"Image - cover page of the document - click to download.\" usemap=\"#rade_img_map_ctl00_content_RadEditor1_0\" longdesc=\"Image - cover page of the document - click to download.\" border=\"2\" \/><\/td><\/tr><\/tbody><\/table><p><br \/>To consult the document, Method for Synthesizing Knowledge about Public Policies, <a href=\"http:\/\/www.ncchpp.ca\/172\/Publications.ccnpps?id_article=536\">click here<\/a>.<br \/><br \/><br \/><br \/><\/p><p><map id=\"rade_img_map_ctl00_content_RadEditor1_0\" name=\"rade_img_map_ctl00_content_RadEditor1_0\"> <area coords=\"4,5,142,182\" shape=\"RECT\" href=\"\/docs\/LogicModeleLogique_En.pdf\" target=\"_blank\" \/><\/map><\/p>","_et_gb_content_width":"","footnotes":""},"categories":[50,75,84],"tags":[],"class_list":["post-2641","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-analyse-de-politiques-publiques","category-publications","category-publications-fr"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v27.5 (Yoast SEO v27.5) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>Construire le mod\u00e8le logique d\u2019une politique publique favorable \u00e0 la sant\u00e9 : pourquoi et comment? - Centre de collaboration nationale sur les politiques publiques et la sant\u00e9<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ccnpps-ncchpp.ca\/fr\/construire-le-modele-logique-dune-politique-publique-favorable-a-la-sante-pourquoi-et-comment\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Construire le mod\u00e8le logique d\u2019une politique publique favorable \u00e0 la sant\u00e9 : pourquoi et comment?\" \/>\n<meta property=\"og:description\" content=\"Ce court document pr\u00e9sente un type de mod\u00e8le logique 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