{"id":1065692,"date":"2022-12-09T02:00:45","date_gmt":"2022-12-09T09:00:45","guid":{"rendered":"https:\/\/www.questionpro.com\/blog\/ricerca-applicata-definizione-tipologie-ed-esempi\/"},"modified":"2026-04-14T10:20:27","modified_gmt":"2026-04-14T17:20:27","slug":"ricerca-applicata-definizione-tipologie-ed-esempi","status":"publish","type":"post","link":"https:\/\/www.questionpro.com\/blog\/it\/ricerca-applicata-definizione-tipologie-ed-esempi\/","title":{"rendered":"Ricerca applicata: definizione, tipologie ed esempi"},"content":{"rendered":"<p><style> .post h2 { padding-top: 100px; margin-top: -100px; } <\/style><\/p>\n<p><span style=\"font-weight: 400;\">Ogni progetto di ricerca inizia con una chiara definizione dello scopo della ricerca, che aiuta a identificare la procedura o l&#8217;approccio di ricerca utilizzato. In questo senso, un ricercatore pu\u00f2 condurre una <\/span><b>ricerca applicata<\/b><span style=\"font-weight: 400;\">.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">Questa ricerca si concentra sulla risposta a domande specifiche per risolvere un problema specifico. Cerca di individuare una soluzione a un problema culturale o organizzativo e di solito \u00e8 un piano di ricerca post-progetto. <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/ricerca-di-base-cose-vantaggi-ed-esempi\/\" target=\"_blank\" rel=\"noopener\"><span style=\"font-weight: 400;\">ricerca di base<\/span><\/a><span style=\"font-weight: 400;\"> o ricerca pura.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">In questo articolo ne spiegheremo le caratteristiche, i tipi di ricerca applicata e forniremo alcuni esempi. <\/span><\/p>\n<div class=\"tags-wrap\">\n<p class=\"Contenido de art\u00edculo\" style=\"margin-top: 0;\">Contenuto dell&#8217;articolo<\/p>\n<ol style=\"font-weight: 400; margin: 0 30px; line-height: 22px;\">\n<li><a href=\"#que_es_la_investigacion_aplicada\">Che cos&#8217;\u00e8 la ricerca applicata?<\/a><\/li>\n<li><a href=\"#principales_usos_de_la_investigacion_aplicada\">Principali usi della ricerca applicata<\/a><\/li>\n<li><a href=\"#ventajas_de_la_investigacion_aplicada\">Vantaggi della ricerca applicata<\/a><\/li>\n<li><a href=\"#tipos_de_investigacion_aplicada\">Tipi di ricerca applicata<\/a><\/li>\n<li><a href=\"#como_realizar_una_investigacion_aplicada\">Come condurre una ricerca applicata?<\/a><\/li>\n<li><a href=\"#ejemplos_de_investigacion_aplicada\">Esempi di ricerca applicata<\/a><\/li>\n<li><a href=\"#conclusion\">Conclusione<\/a><\/li>\n<\/ol>\n<\/div>\n<h2 id=\"que_es_la_investigacion_aplicada\"><span style=\"font-weight: 400;\">Che cos&#8217;\u00e8 la ricerca applicata?<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">La ricerca applicata \u00e8 un modo non sistematico di trovare soluzioni a problemi o questioni specifiche. Questi problemi o questioni possono essere a livello individuale, di gruppo o di societ\u00e0. Si chiama &#8220;non sistematica&#8221; perch\u00e9 va direttamente alla ricerca di soluzioni. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Viene spesso definito un &#8220;processo scientifico&#8221; perch\u00e9 utilizza gli strumenti scientifici disponibili e li mette in pratica per trovare le risposte.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">Come in una normale ricerca, il ricercatore identifica il problema, formula un&#8217;<a href=\"https:\/\/www.questionpro.com\/blog\/it\/ipotesi-di-ricerca-cosa-sono-tipi-e-come-svilupparle\/\" target=\"_blank\" rel=\"noopener\">ipotesi<\/a> e poi sperimenta per verificarla. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">La ricerca applicata ha lo scopo di applicare i risultati della ricerca scientifica al fine di <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/ricerca-scientifica-cose-e-come-si-svolge\/\" target=\"_blank\" rel=\"noopener\"><span style=\"font-weight: 400;\">ricerca scientifica<\/span><\/a><span style=\"font-weight: 400;\"> migliorare la qualit\u00e0 della vita delle persone, incrementare lo sviluppo economico e sociale e risolvere problemi sociali specifici.<\/span><\/p>\n<h2 id=\"principales_usos_de_la_investigacion_aplicada\"><span style=\"font-weight: 400;\">Principali usi della ricerca applicata<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">La ricerca applicata viene utilizzata per affrontare problemi pratici e migliorare l&#8217;efficacia dei processi e delle tecnologie esistenti in un&#8217;ampia variet\u00e0 di campi, come la medicina, l&#8217;ingegneria, l&#8217;istruzione, la psicologia, la sociologia e molti altri. Ecco alcuni esempi dei suoi principali impieghi: <\/span><\/p>\n<ol>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Sviluppo di nuovi prodotti e tecnologie<\/b><span style=\"font-weight: 400;\">Questa ricerca viene utilizzata per <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/es\/pasos-para-el-desarrollo-de-nuevos-productos\/\" target=\"_blank\" rel=\"noopener\"><span style=\"font-weight: 400;\">sviluppare nuovi prodotti<\/span><\/a><span style=\"font-weight: 400;\"><span style=\"font-weight: 400;\"> e tecnologie che rispondono alle esigenze del mercato. Ad esempio, pu\u00f2 essere utilizzato per sviluppare nuove tecnologie nel campo dell&#8217;elettronica, delle energie rinnovabili e dei veicoli autonomi. <\/span><\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Migliorare la qualit\u00e0 e l&#8217;efficienza dei processi<\/b><span style=\"font-weight: 400;\"><span style=\"font-weight: 400;\">La ricerca applicata viene utilizzata per migliorare la qualit\u00e0 e l&#8217;efficienza dei processi esistenti in un&#8217;ampia gamma di settori. Ad esempio, per ottimizzare la produzione e ridurre i costi. <\/span><\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Sviluppo di politiche pubbliche e strategie aziendali<\/b><span style=\"font-weight: 400;\">Viene utilizzata per sviluppare politiche pubbliche e strategie aziendali. Ad esempio, i governi possono utilizzare la ricerca applicata per sviluppare politiche volte ad affrontare problemi sociali ed economici, mentre le aziende possono usarla per sviluppare strategie di marketing e pianificare l&#8217;espansione del business. <\/span><span style=\"font-weight: 400;\"><br \/><\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Sviluppo di programmi educativi<\/b><span style=\"font-weight: 400;\">s: viene utilizzato per sviluppare programmi educativi pi\u00f9 efficaci per gli studenti. Ad esempio, viene utilizzato per migliorare le tecniche di insegnamento e sviluppare programmi educativi pi\u00f9 personalizzati. <\/span><\/li>\n<\/ol>\n<h2 id=\"ventajas_de_la_investigacion_aplicada\"><span style=\"font-weight: 400;\">Vantaggi della ricerca applicata<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">Alcuni vantaggi della ricerca applicata sono:<\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Risolve problemi specifici <\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca applicata si concentra sulla risoluzione di problemi specifici che riguardano le persone e la societ\u00e0. Pertanto, questa ricerca pu\u00f2 aiutare a trovare soluzioni concrete e pratiche a problemi in settori come la salute, l&#8217;istruzione, la tecnologia e altri ancora. <\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Maggiore collaborazione tra il mondo accademico e il settore imprenditoriale <\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca applicata pu\u00f2 essere un modo per unire gli sforzi del mondo accademico e delle imprese per sviluppare nuovi prodotti, processi e servizi utili alla societ\u00e0. Questo pu\u00f2 portare a una maggiore collaborazione tra i settori e a una maggiore innovazione. <\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Contribuisce all&#8217;economia <\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca applicata pu\u00f2 contribuire a creare nuove opportunit\u00e0 economiche, attraverso lo sviluppo di prodotti e servizi innovativi che possono generare posti di lavoro e ricchezza.<\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Migliorare la qualit\u00e0 della vita <\/span><\/h3>\n<p><span style=\"font-weight: 400;\">Pu\u00f2 migliorare la qualit\u00e0 della vita delle persone fornendo soluzioni pratiche ed efficaci a problemi importanti. Ad esempio, la ricerca sanitaria applicata pu\u00f2 portare allo sviluppo di nuovi trattamenti e terapie mediche in grado di migliorare la salute delle persone. <\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Progredire nella conoscenza <\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca applicata pu\u00f2 aiutare a far progredire le conoscenze in un determinato campo, testando teorie e concetti in situazioni reali. In questo modo pu\u00f2 contribuire a generare nuove scoperte che possono avere un impatto significativo sulla societ\u00e0. <\/span><\/p>\n<h2 id=\"tipos_de_investigacion_aplicada\"><span style=\"font-weight: 400;\">Tipi di ricerca applicata<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">Questa ricerca \u00e8 di tre tipi: <\/span><\/p>\n<ul>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Ricerca valutativa, <\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Ricerca e sviluppo e <\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">ricerca d&#8217;azione. <\/span><\/li>\n<\/ul>\n<p><span style=\"font-weight: 400;\">Le versioni brevi di ciascun tipo sono spiegate di seguito:<\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Ricerca valutativa<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/che-cose-la-ricerca-valutativa\/\"><span style=\"font-weight: 400;\">ricerca valutativa<\/span><\/a><span style=\"font-weight: 400;\"> \u00e8 considerato uno dei tipi di ricerca applicata. Esamina le informazioni su un argomento di ricerca. Questo tipo di ricerca porta a una ricerca oggettiva o aiuta le persone a prendere decisioni migliori in anticipo. Il pi\u00f9 delle volte la ricerca valutativa viene utilizzata in ambito lavorativo. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">L&#8217;organizzazione utilizza questa ricerca per scoprire come ridurre i costi generali.<\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Ricerca e sviluppo<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca e sviluppo \u00e8 il secondo tipo di ricerca applicata. Il suo obiettivo principale \u00e8 quello di creare o progettare nuovi prodotti, beni o servizi che soddisfino le esigenze di specifici mercati della societ\u00e0. Scopre quali sono le esigenze del mercato. Si concentra sulla ricerca di nuovi modi per migliorare i prodotti che gi\u00e0 soddisfano le esigenze di un&#8217;organizzazione. <\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Ricerca d&#8217;azione<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/ricerca-azione\/\"><span style=\"font-weight: 400;\">ricerca d&#8217;azione<\/span><\/a><span style=\"font-weight: 400;\"> \u00e8 il terzo tipo di ricerca applicata. La ricerca d&#8217;azione \u00e8 un modo per apprendere le cose che accadono nella vita quotidiana e in natura. Il suo scopo \u00e8 quello di trovare soluzioni reali ai problemi aziendali indicando la giusta direzione. <\/span><\/p>\n<h2 id=\"como_realizar_una_investigacion_aplicada\"><span style=\"font-weight: 400;\">Come condurre una ricerca applicata?<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">Ecco i passaggi per condurre una ricerca applicata:<\/span><\/p>\n<p><img decoding=\"async\" class=\"image animate loaded\" 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\" alt=\", AI generated\" \/><\/p>\n<ol>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Identifica il problema:<\/b><span style=\"font-weight: 400;\"> Il primo passo \u00e8 identificare chiaramente il problema da risolvere. Il problema deve essere definito in modo chiaro e specifico. <\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Revisione della questione<\/b><span style=\"font-weight: 400;\">\u00c8 necessario esaminare la letteratura esistente sul problema individuato. Ci\u00f2 fornir\u00e0 informazioni sui progressi compiuti nella risoluzione del problema, sui metodi utilizzati e sui risultati ottenuti. <\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Formulazione dell&#8217;ipotesi<\/b><span style=\"font-weight: 400;\">Una volta esaminata la letteratura, \u00e8 necessario formulare un&#8217;ipotesi per spiegare il problema e la soluzione proposta.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Design della ricerca<\/b><span style=\"font-weight: 400;\">Disegno di ricerca: un <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/disegno-di-ricerca-elementi-e-caratteristiche\/\"><span style=\"font-weight: 400;\">design della ricerca<\/span><\/a><span style=\"font-weight: 400;\"> per verificare l&#8217;ipotesi. Questo include la definizione del campione, la scelta delle variabili da misurare e la selezione dei metodi di analisi. <\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Raccolta dati<\/b><span style=\"font-weight: 400;\">\u00c8 necessario raccogliere i dati necessari per svolgere la ricerca. Questi possono includere <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/cose-unintervistatutto-quello-che-devi-sapere-al-riguardo\/\"><span style=\"font-weight: 400;\">interviste<\/span><\/a><span style=\"font-weight: 400;\">, <\/span><a href=\"https:\/\/www.questionpro.com\/es\/una-encuesta.html\"><span style=\"font-weight: 400;\">sondaggi <\/span><\/a><span style=\"font-weight: 400;\">osservazioni o esperimenti.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Analisi dei dati<\/b><span style=\"font-weight: 400;\">s: devi <\/span><a href=\"https:\/\/www.questionpro.com\/es\/analisis-de-datos.html\"><span style=\"font-weight: 400;\">analizzare i dati<\/span><\/a><span style=\"font-weight: 400;\"> raccolti per determinare se l&#8217;ipotesi \u00e8 valida o meno. Per analizzare i dati \u00e8 necessario utilizzare metodi statistici. <\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Interpretazione dei risultati<\/b><span style=\"font-weight: 400;\">I risultati ottenuti dall&#8217;analisi dei dati devono essere interpretati per determinare se l&#8217;ipotesi \u00e8 valida o meno.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Trarre conclusioni<\/b><span style=\"font-weight: 400;\">Conclusioni: le conclusioni devono essere tratte dai risultati ottenuti e determinare se il problema \u00e8 stato risolto.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><b>Comunicazione dei risultati<\/b><span style=\"font-weight: 400;\">Comunicazione dei risultati della ricerca: i risultati della ricerca devono essere comunicati. Ci\u00f2 pu\u00f2 includere la presentazione dei risultati a conferenze o la pubblicazione dei risultati in riviste scientifiche. <\/span><\/li>\n<\/ol>\n<h2 id=\"ejemplos_de_investigacion_aplicada\"><span style=\"font-weight: 400;\">Esempi di ricerca applicata<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">La ricerca applicata viene utilizzata in molte aree di studio e ricerca. Scopriamo come viene utilizzata e alcuni esempi: <\/span><\/p>\n<h3><span style=\"font-weight: 400;\">Studio applicato in azienda<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca applicata nei settori commerciali dipende interamente dai tuoi prodotti e servizi. Aiuta le organizzazioni a comprendere le esigenze e le tendenze del mercato e a modellare i propri prodotti in base alle esigenze dei clienti. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Le aziende traggono vantaggio da questa ricerca perch\u00e9 permette loro di identificare le lacune nelle loro prestazioni e di ottenere informazioni primarie sulle preferenze del mercato target. <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/es\/como-definir-el-mercado-objetivo\/\"><span style=\"font-weight: 400;\">preferenze del mercato target<\/span><\/a><span style=\"font-weight: 400;\">.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">Esempio:<\/span><\/p>\n<ul>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Pu\u00f2 migliorare il reclutamento.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Migliora il lavoro e la politica.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Identifica le carenze di competenze sul posto di lavoro.<\/span><\/li>\n<\/ul>\n<h3><span style=\"font-weight: 400;\">Ricerca applicata all&#8217;istruzione<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">La ricerca applicata viene utilizzata nel campo dell&#8217;istruzione per testare diversi metodi di insegnamento e per trovare modi migliori di insegnare e imparare. Prima di implementare nuove politiche educative, vengono testate per vedere quanto funzionano, come influenzano l&#8217;insegnamento e quanto funzionano in classe. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">La ricerca educativa applicata utilizza <\/span><a href=\"https:\/\/www.questionpro.com\/blog\/it\/differenza-tra-metodi-quantitativi-e-qualitativi\/\"><span style=\"font-weight: 400;\">metodi quantitativi e qualitativi<\/span><\/a><span style=\"font-weight: 400;\"> per raccogliere dati di prima mano. Queste informazioni vengono poi esaminate e interpretate in modi diversi per generare risultati o conclusioni di valore. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">La maggior parte della ricerca in questo campo viene svolta per sviluppare e testare diversi modi di fare le cose, provandoli in situazioni diverse. Si basa su osservazioni e descrizioni accurate del mondo reale. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Esempio:<\/span><\/p>\n<ul>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Studio applicato per comprendere la portata delle iniziative di e-learning.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Uno studio applicato per promuovere il coinvolgimento di insegnanti e studenti in classe.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Studio applicato al nuovo programma di matematica.<\/span><\/li>\n<\/ul>\n<h3><span style=\"font-weight: 400;\">Studio applicato alla scienza<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">Come gi\u00e0 detto, la ricerca applicata utilizza gli strumenti scientifici disponibili per trovare risposte. Pu\u00f2 essere utilizzata in fisica, microbiologia, termodinamica e altri campi. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Esempio:<\/span><\/p>\n<ul>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Lo studio applicato viene messo in pratica per curare una malattia.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Viene attuato per migliorare le pratiche agricole.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Lo studio applicato viene messo in pratica per testare nuove attrezzature di laboratorio.<\/span><\/li>\n<\/ul>\n<h3><span style=\"font-weight: 400;\">Ricerca applicata in psicologia<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">I ricercatori utilizzano questo studio di psicologia per scoprire come le persone agiscono sul lavoro, come funzionano le risorse umane e come l&#8217;organizzazione cresce e cambia per fornire soluzioni.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">\u00c8 molto utilizzata nei settori in cui i ricercatori cercano di capire come pensano le persone e quindi di ideare soluzioni che si adattino al meglio al loro comportamento.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">Esempio:<\/span><\/p>\n<ul>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Studio applicato per scoprire nuovi modi di trattare la depressione.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Studia per migliorare i voti degli studenti ponendo l&#8217;accento sull&#8217;educazione pratica.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Ricerca applicata per creare un piano per far s\u00ec che i dipendenti vengano a lavorare regolarmente.<\/span><\/li>\n<\/ul>\n<h3><span style=\"font-weight: 400;\">Ricerca sanitaria applicata<\/span><\/h3>\n<p><span style=\"font-weight: 400;\">Questa ricerca viene utilizzata per esaminare nuovi farmaci nel settore medico. Combina le conoscenze e le procedure scientifiche con le esperienze sanitarie per produrre risultati basati sull&#8217;evidenza. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Esempio:<\/span><\/p>\n<ul>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Studio applicato alla cardiochirurgia.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Ricerca applicata per determinare l&#8217;efficacia di un medicinale.<\/span><\/li>\n<li style=\"font-weight: 400;\" aria-level=\"1\"><span style=\"font-weight: 400;\">Uno studio degli effetti negativi di un farmaco.<\/span><\/li>\n<\/ul>\n<h2 id=\"conclusion\"><span style=\"font-weight: 400;\">Conclusione<\/span><\/h2>\n<p><span style=\"font-weight: 400;\">La ricerca applicata \u00e8 una forma importante di ricerca perch\u00e9 aiuta le organizzazioni a trovare soluzioni reali a problemi concreti, aumentando le loro prestazioni e la loro produttivit\u00e0. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">A differenza della ricerca di base, che si concentra sullo sviluppo di teorie per spiegare le cose, questa ricerca si concentra sulla descrizione delle prove per trovare soluzioni.<\/span><\/p>\n<p><span style=\"font-weight: 400;\">Nello studio applicato, il ricercatore utilizza sia metodi qualitativi che quantitativi per raccogliere i dati, come ad esempio <\/span><b>questionari, interviste e metodi di osservazione<\/b><span style=\"font-weight: 400;\">. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Noi di QuestionPro forniamo ai ricercatori l&#8217;accesso agli strumenti di raccolta dati, come ad esempio il nostro <\/span><a href=\"https:\/\/www.questionpro.com\/es\/software-para-encuestas\/\"><span style=\"font-weight: 400;\">software per sondaggi<\/span><\/a><span style=\"font-weight: 400;\">. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Per condurre una ricerca applicata utilizzando QuestionPro, \u00e8 importante che tu abbia ben chiaro l&#8217;obiettivo che vuoi raggiungere. Puoi progettare il tuo questionario sulla nostra piattaforma, assicurandoti di includere domande chiare e concise che ti permettano di ottenere i dati necessari per raggiungere il tuo obiettivo di ricerca. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Se hai gi\u00e0 in mente le persone che vuoi intervistare e il modo in cui le raggiungerai, perfetto. Ricorda che QuestionPro pu\u00f2 anche aiutarti a selezionare il tuo campione di ricerca attraverso il nostro servizio <\/span><a href=\"https:\/\/www.questionpro.com\/es\/audience\/\"><span style=\"font-weight: 400;\">Pubblico<\/span><\/a> <span style=\"font-weight: 400;\">Puoi inviare i tuoi sondaggi anche via e-mail, sui social media, attraverso un link sul tuo sito web, ecc. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Una volta progettato il questionario e selezionato il campione, \u00e8 il momento di condurre il sondaggio. Con QuestionPro potrai vedere in tempo reale i risultati del tuo sondaggio e sapere quante persone hanno risposto, a quante domande hanno risposto e cos\u00ec via. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Lo strumento ti offre anche una serie di strumenti per analizzare i dati del tuo sondaggio, da grafici e tabelle ad analisi testuali e confronti statistici. Utilizza i risultati della tua ricerca per prendere decisioni informate e migliorare la tua azienda, il tuo prodotto o il tuo servizio. <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Ricorda che QuestionPro \u00e8 uno strumento molto utile per condurre ricerche applicate, ma \u00e8 sempre importante avere una metodologia chiara e precisa per ottenere i migliori risultati. <\/span><span style=\"font-weight: 400;\">Crea un account gratuito o richiedi una demo per saperne di pi\u00f9.<\/span><\/p>\n\n\n<br\/><center>\n     <a href=\"https:\/\/contactar.questionpro.com\/cuenta-gratis?custom1=investigacion-aplicada\">\n        <button style=\"background: #ff9f00;\">Crea un account gratuito<\/button>\n    <\/a> \n    <a href=\"https:\/\/agendardemo2.questionpro.com\/?custom1=investigacion-aplicada\" target=\"_blank\" rel=\"noopener\">\n        <button>Programma una dimostrazione<\/button>\n    <\/a> \n<\/center>\n<br\/>\n","protected":false},"excerpt":{"rendered":"<p>Ogni progetto di ricerca inizia con una chiara definizione dello scopo della ricerca, che aiuta a identificare la procedura o [&hellip;]<\/p>\n","protected":false},"author":42,"featured_media":764766,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_genesis_hide_title":false,"_genesis_hide_breadcrumbs":false,"_genesis_hide_singular_image":false,"_genesis_hide_footer_widgets":false,"_genesis_custom_body_class":"","_genesis_custom_post_class":"","_genesis_layout":"","footnotes":""},"categories":[2382],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v20.4 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Ricerca applicata: definizione, tipologie ed esempi<\/title>\n<meta name=\"description\" content=\"La ricerca applicata \u00e8 un tipo di ricerca in cui il problema \u00e8 gi\u00e0 noto al ricercatore. 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