<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	xmlns:series="http://organizeseries.com/"
	>

<channel>
	<title>Περιοδικό eTwinningδιδασκαλία Νεοελληνικής Γλώσσας – Περιοδικό eTwinning</title>
	<atom:link href="https://welcome.etwinning.gr/archives/tag/%ce%b4%ce%b9%ce%b4%ce%b1%cf%83%ce%ba%ce%b1%ce%bb%ce%af%ce%b1-%ce%bd%ce%b5%ce%bf%ce%b5%ce%bb%ce%bb%ce%b7%ce%bd%ce%b9%ce%ba%ce%ae%cf%82-%ce%b3%ce%bb%cf%8e%cf%83%cf%83%ce%b1%cf%82/feed" rel="self" type="application/rss+xml" />
	<link>https://welcome.etwinning.gr</link>
	<description>Το περιοδικό της Ελληνικής κοινότητας eTwinning</description>
	<lastBuildDate>Thu, 22 Jan 2026 08:10:02 +0000</lastBuildDate>
	<language>el</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	
		<item>
		<title>Αξιοποιώντας το σχολικό εγχειρίδιο στο πλαίσιο των Νέων Αναλυτικών Προγραμμάτων. Διδακτικό σενάριο στη Γλώσσα Γ΄ Δημοτικού</title>
		<link>https://welcome.etwinning.gr/archives/703</link>
		<comments>https://welcome.etwinning.gr/archives/703#comments</comments>
		<pubDate>Wed, 21 Jan 2026 09:17:53 +0000</pubDate>
		<dc:creator>etwinning-magazine</dc:creator>
				<category><![CDATA[Στήλη Εκπαιδευτικών]]></category>
		<category><![CDATA[διδακτικό σενάριο]]></category>
		<category><![CDATA[διδασκαλία Νεοελληνικής Γλώσσας]]></category>

		<guid isPermaLink="false">http://schoolpress.sch.gr/etwinningmagazine/?p=703</guid>
		<description><![CDATA[«Αξιοποιώντας το σχολικό εγχειρίδιο στο πλαίσιο των Νέων Αναλυτικών Προγραμμάτων. Διδακτικό σενάριο στη Γλώσσα Γ΄ Δημοτικού» Στεφανάκη Φυλαχτή, Δασκάλα,ΠΕ70,ΜEd filachtist@gmail.com Περίληψη Το άρθρο παρουσιάζει ένα διδακτικό <a class="mh-excerpt-more" href="https://welcome.etwinning.gr/archives/703" title="Αξιοποιώντας το σχολικό εγχειρίδιο στο πλαίσιο των Νέων Αναλυτικών Προγραμμάτων. Διδακτικό σενάριο στη Γλώσσα Γ΄ Δημοτικού">[...]</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: center"><strong>«Αξιοποιώντας το σχολικό εγχειρίδιο στο πλαίσιο των Νέων Αναλυτικών Προγραμμάτων. Διδακτικό σενάριο στη Γλώσσα Γ΄ Δημοτικού»</strong></p>
<p dir="ltr" style="text-align: center">Στεφανάκη Φυλαχτή, Δασκάλα,ΠΕ70,ΜEd</p>
<p style="text-align: center"><a href="mailto:filachtist@gmail.com">filachtist@gmail.com</a></p>
<p style="text-align: left"><span id="more-703"></span></p>
<p><b><i>Περίληψη</i></b></p>
<p style="text-align: justify"><i>Το άρθρο παρουσιάζει ένα διδακτικό σενάριο για τη Γ΄ τάξη του Δημοτικού, βασισμένο στο λογοτεχνικό απόσπασμα «Τα ταξίδια του παππού μου» του Γ. Βιζυηνού, όπως περιλαμβάνεται στο σχολικό εγχειρίδιο της Γλώσσας. Αντικείμενο της διαπραγμάτευσης είναι η σύνδεση του παλαιού Αναλυτικού Προγράμματος με τις αρχές και τις κατευθύνσεις του Νέου Προγράμματος Σπουδών(ΝΠΣ) του ΙΕΠ(Ινστιτούτο Εκπαιδευτικής Πολιτικής) μέσα από μια διδακτική προσέγγιση που ενσωματώνει τη λογοτεχνία, τις αξίες του ελληνικού πολιτισμού και τις αρχές της βιωματικής μάθησης. Κεντρικός σκοπός της εργασίας είναι να αναδείξει πώς ένα παραδοσιακό κείμενο μπορεί να αποτελέσει αφορμή για την ενεργητική εμπλοκή των μαθητών, την ανάπτυξη πολυγραμματισμών και την καλλιέργεια της κριτικής και δημιουργικής σκέψης. Η συμβολή της εργασίας εντοπίζεται στη δημιουργία ενός λειτουργικού μοντέλου εφαρμογής του ΝΠΣ, με αξιοποίηση ομαδοσυνεργατικής μάθησης, πολυτροπικών κειμένων και ψηφιακών εργαλείων. Το σενάριο προτείνει δραστηριότητες διαφοροποιημένης διδασκαλίας που λαμβάνουν υπόψη τις μαθησιακές ανάγκες όλων των μαθητών και ενισχύουν τη συμμετοχή, την αυτενέργεια και την αυτορρύθμιση. Βασικό συμπέρασμα αποτελεί η διαπίστωση ότι η γλωσσική διδασκαλία, όταν συνδυάζεται με τον πολιτισμό και την εμπειρία των μαθητών, γίνεται ουσιαστική, συμπεριληπτική και παιδαγωγικά αποτελεσματική.</i></p>
<p style="text-align: justify"><b><i>Λέξεις κλειδιά</i></b>:<i>  θεματικά πεδία, πολυγραμματισμοί</i>, <i>πολιτισμός ,παράδοση,</i> <i>μαθητοκεντρική προσέγγιση, διαφοροποιημένη διδασκαλία, ανεστραμμένη τάξη</i><br />
<i></i></p>
<p><b>Εισαγωγή:</b></p>
<p style="text-align: justify">Η μετάβαση από τα παραδοσιακά Αναλυτικά Προγράμματα Σπουδών στα νέα Προγράμματα Σπουδών (ΝΠΣ) για τη Γλώσσα στο Δημοτικό Σχολείο σηματοδοτεί μια σημαντική στροφή προς μια ολιστική, επικοινωνιακή και βιωματική προσέγγιση της γλωσσικής διδασκαλίας. Το διδακτικό σενάριο που παρουσιάζεται βασίζεται στο αφηγηματικό απόσπασμα «Τα ταξίδια του παππού μου» από το έργο του Γεωργίου Βιζυηνού και υλοποιείται στο πλαίσιο του θεματικού κύκλου <strong>«Ελληνικός Πολιτισμός, αξίες και παραδόσεις»</strong>. Μέσα από γλωσσικές και διαθεματικές δραστηριότητες, αξιοποιούνται οι βασικές αρχές του ΝΠΣ: η ενίσχυση του πολυγραμματισμού, η διαφοροποιημένη διδασκαλία, η βιωματική μάθηση, η διαμορφωτική αξιολόγηση και η ενεργός συμμετοχή των μαθητών σε ένα μαθητοκεντρικό περιβάλλον. Παράλληλα, αξιοποιούνται ψηφιακά εργαλεία και τεχνικές συνεργατικής μάθησης. Η επιλογή του συγκεκριμένου λογοτεχνικού κειμένου υποστηρίζει τη σύνδεση της γλώσσας με την πολιτιστική κληρονομιά και τις κοινωνικές αξίες. Το σενάριο επιχειρεί να αναδείξει τον ρόλο της λογοτεχνίας ως μέσο καλλιέργειας της γλωσσικής ικανότητας και της πολιτισμικής ταυτότητας των μαθητών</p>
<p style="text-align: justify">Στο πλαίσιο της επιμόρφωσης εκπαιδευτικών στα νέα Προγράμματα Σπουδών του μαθήματος της Γλώσσας, εκπονήθηκε το διδακτικό σενάριο με τίτλο «Η χώρα που ψήνει ο Ήλιος το ψωμί» κατά το χρονικό διάστημα 13/03/2023 – 05/05/2023. Μετά την ολοκλήρωση της επιμόρφωσης, προτάθηκε η πιλοτική εφαρμογή του σεναρίου, προκειμένου να αξιολογηθεί η αποτελεσματικότητά του στην εκπαιδευτική πράξη  με καθοδήγηση της  επιμορφώτριας  του προγράμματος. Η εφαρμογή πραγματοποιήθηκε από την  Στεφανάκη Φυλαχτή σε τμήματα της Γ΄ Δημοτικού με επιτυχία, και μπορεί να παρουσιαστεί στα πλαίσια επιμόρφωσης και ανάπτυξης εκπαιδευτικών για τα νέα Προγράμματα Σπουδών (ΝΠΣ).Το άρθρο αναφέρεται στην εφαρμογή του διδακτικού σεναρίου στη Γ΄ Δημοτικού, το οποίο έχει σχεδιαστεί με βάση τις αρχές της συνεργασίας και της ανακαλυπτικής μάθησης. Κύριος στόχος της μελέτης είναι να αναδειχθεί η εκπαιδευτική αξία του σεναρίου και να εξεταστεί κατά πόσο μπορούν να αξιοποιηθούν παρόμοιες παιδαγωγικές μέθοδοι στη διδασκαλία της Γλώσσας.</p>
<p style="text-align: justify">Στο πρώτο κεφάλαιο του άρθρου παρουσιάζονται συνοπτικά τα βασικά χαρακτηριστικά των νέων Προγραμμάτων Σπουδών για το μάθημα της Γλώσσας. Στο δεύτερο κεφάλαιο περιγράφεται αναλυτικά η εφαρμογή του διδακτικού σεναρίου, ενώ στο τρίτο κεφάλαιο γίνονται η ανάλυση και η συζήτηση των αποτελεσμάτων που προέκυψαν από την υλοποίηση της μελέτης.</p>
<p><b>Θεωρητικό Πλαίσιο </b></p>
<p style="text-align: justify">Η παρούσα διδακτική πρόταση βασίζεται στο <strong>Νέο Πρόγραμμα Σπουδών για τη Γλώσσα</strong> στο Δημοτικό σχολείο (ΙΕΠ, 2021), το οποίο προωθεί την καλλιέργεια <strong>πολλαπλών γραμματισμών</strong>, την αξιοποίηση <strong>πολυτροπικών μέσων</strong> και την υιοθέτηση <strong>μαθητοκεντρικών προσεγγίσεων</strong>. Η θεματική της ενότητας <em>«Τα ταξίδια του παππού μου»</em> συνδυάζει στοιχεία <strong>προσωπικής μνήμης, προφορικής ιστορίας και λογοτεχνικής αναπαράστασης</strong>, αποτελώντας κατάλληλο πλαίσιο για την ανάπτυξη γλωσσικών και πολιτισμικών δεξιοτήτων των μαθητών.</p>
<p style="text-align: justify"><strong>α</strong><strong>) Θεμέλια γλωσσικής διδασκαλίας σύμφωνα με το ΝΠΣ</strong></p>
<p style="text-align: justify"><strong></strong>Το μάθημα της Γλώσσας στοχεύει στην ολόπλευρη ανάπτυξη του μαθητή μέσω:</p>
<ul style="text-align: justify">
<li>της <strong>κριτικής πρόσληψης και παραγωγής προφορικού και γραπτού λόγου</strong>,</li>
<li>της <strong>συνειδητής κατανόησης του γλωσσικού συστήματος</strong> (μορφολογία, σύνταξη, λεξιλόγιο)</li>
<li>της <strong>αισθητικής και βιωματικής προσέγγισης</strong> της λογοτεχνίας</li>
<li>της <strong>συμπερίληψης διαφορετικών κοινωνικογλωσσικών εμπειριών</strong> (Γούτσος, 2019· Μήτσης, 2015· Κωστούλη, 2021).</li>
</ul>
<p style="text-align: justify"><strong></strong><strong>β)Κοινωνικός εποικοδομισμός και συνεργατική μάθηση</strong><b></b></p>
<p style="text-align: justify">Η θεωρία του <strong>Vygotsky (1978)</strong> και η κοινωνικοπολιτισμική προσέγγιση στη μάθηση υπογραμμίζουν τη σημασία της <strong>διάδρασης</strong> και της <strong>διαμεσολάβησης του εκπαιδευτικού</strong>. Οι αφηγήσεις του παππού ως κείμενα μνήμης αποτελούν αφορμή για προσωπική σύνδεση, ανάκληση εμπειριών και <strong>κοινωνική οικοδόμηση γνώσης</strong> (Samaras &amp; Kostouli, 2008· Aronson &amp; Patnoe, 1997).</p>
<p style="text-align: justify"><strong>γ</strong><strong>)Πολυγραμματισμοί και πολυτροπικότητα</strong></p>
<p style="text-align: justify">Η <strong>θεωρία των πολλαπλών γραμματισμών</strong> (New London Group, 1996· Κουτσογιάννης &amp; Χατζηκυριάκου, 2015) επισημαίνει την ανάγκη επεξεργασίας ποικίλων μορφών κειμένων. Στο πλαίσιο της ενότητας εντάσσονται:</p>
<ul style="text-align: justify">
<li><strong>λογοτεχνικά αποσπάσματα</strong><b>,</b></li>
<li><strong>προφορικές αφηγήσεις</strong><b>,</b></li>
<li><strong>εικόνες, χάρτες και αντικείμενα</strong><b> που συνδέονται με το ταξίδι,</b></li>
<li><strong>ψηφιακά μέσα (βίντεο, ηχητικές καταγραφές, timelines)</strong><b>.</b></li>
</ul>
<p style="text-align: justify">Οι μαθητές γίνονται έτσι <strong>πολύτροποι χρήστες της γλώσσας</strong>, αποκτώντας σύνθετες δεξιότητες ανάγνωσης και παραγωγής κειμένων (Grellet, 1981· Greenwood, 1988· Gibbons, 2015).</p>
<p style="text-align: justify"><strong>δ</strong><strong>)Διαφοροποιημένη και βιωματική διδασκαλία</strong></p>
<p style="text-align: justify"><b>Η <strong>διαφοροποίηση της διδασκαλίας</strong></b> (Tomlinson, 2014· Βλάχου &amp; Κούρτη-Καζούλη, 2020) αποτελεί βασικό πυλώνα του ΝΠΣ, το οποίο ενθαρρύνει την εξατομίκευση της μάθησης με βάση:</p>
<ul style="text-align: justify">
<li>το επίπεδο γλωσσικής επάρκειας,</li>
<li>τις μαθησιακές ανάγκες,</li>
<li>το κοινωνικοπολιτισμικό υπόβαθρο των μαθητών (Cummins, 2001).</li>
</ul>
<p style="text-align: justify">Η <strong>βιωματική διάσταση</strong> υποστηρίζεται από τη σύνδεση του περιεχομένου με τις εμπειρίες και τη ζωή των μαθητών (Egan, 1992· Παπαδημητρίου, 2016), με στόχο την <strong>εσωτερική κινητοποίηση και αυθεντική συμμετοχή</strong><b>.</b></p>
<p style="text-align: justify"><strong>ε</strong><strong>)Λογοτεχνική και πολιτισμική προσέγγιση</strong></p>
<p style="text-align: justify"><strong></strong>Η ενότητα αντλεί υλικό από την αφήγηση του <strong>Γεωργίου Βιζυηνού</strong><b>,</b> συνδέοντας τη <strong>μνήμη με τον λογοτεχνικό λόγο</strong>. Μέσω της λογοτεχνίας, αναδεικνύονται:</p>
<ul style="text-align: justify">
<li>πολιτισμικές αξίες,</li>
<li>ιστορικά βιώματα,</li>
<li>η <strong>σημασία της ταυτότητας και της παράδοσης</strong> (Παπακώστα, 2022· Μπαμπινιώτης, 1991· Καρακίτσιος, 2013).</li>
</ul>
<p style="text-align: justify">Η λογοτεχνία δρα ως μέσο <strong>γλωσσικής και αισθητικής καλλιέργειας</strong>, ιδιαίτερα όταν πλαισιώνεται από <strong>δημιουργικές πρακτικές γραφής</strong> (Γρόσδος, 2014· Μαστροθανάσης &amp; Κλαδάκη, 2021).</p>
<p style="text-align: justify"><img alt="" src="image/png;base64,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" /></p>
<p style="text-align: justify" align="center"><b>Σχήμα 1</b><b>:</b>Πλεονεκτήματα των Νέων Προγραμμάτων Σπουδών</p>
<h3 style="text-align: justify"><strong>στ</strong><strong>)Ενίσχυση του προφορικού λόγου και της κατανόησης</strong></h3>
<p style="text-align: justify">Η διδασκαλία ενσωματώνει τεχνικές <strong>ενεργητικής ακρόασης</strong><b> και <strong>προφορικής αφήγησης</strong></b>, που ενισχύουν την προσληπτική ικανότητα (Brown &amp; Yule, 1983· Buck, 2001· Βεκρής, 2009). Το παιχνίδι ρόλων, οι αναπαραστάσεις και οι προσωπικές αφηγήσεις συμβάλλουν στην ενδυνάμωση του <strong>προφορικού γραμματισμού</strong> (Μήτσης, 2004· Halliday, 1978).</p>
<h3 style="text-align: justify"><strong>ζ</strong><strong>)Τι αλλάζει στη διδασκαλία της Γλώσσας</strong><strong></strong></h3>
<p style="text-align: justify">Το ελληνικό εκπαιδευτικό τοπίο εισέρχεται σε μια νέα φάση μεταρρύθμισης με την εφαρμογή των <strong>Νέων Προγραμμάτων Σπουδών (ΝΠΣ)</strong> στη Γλώσσα. Οι αλλαγές αυτές αποτυπώνουν μια μετατόπιση προς ένα <strong>σύγχρονο, ολιστικό και περισσότερο αποτελεσματικό</strong> μοντέλο διδασκαλίας και μάθησης, ανταποκρινόμενο στις ανάγκες της εποχής και των μαθητών.</p>
<p style="text-align: justify">Μία από τις βασικές αρχές των ΝΠΣ είναι η<b> <strong>διασφάλιση της συνοχής</strong></b> ανάμεσα στα γνωστικά αντικείμενα και τις εκπαιδευτικές βαθμίδες, προωθώντας <strong>λειτουργικές μεταβάσεις</strong><b> </b>από τάξη σε τάξη και από βαθμίδα σε βαθμίδα. Η διδασκαλία της Γλώσσας παύει πλέον να λειτουργεί ως ένα απομονωμένο γνωστικό αντικείμενο και εντάσσεται σε ένα ευρύτερο πλέγμα γνώσης, όπου κυριαρχούν η <strong>διαθεματικότητα</strong><b> </b>και<b> </b>η<b> <strong>διεπιστημονικότητα</strong></b>. Έτσι, ενισχύεται η <strong>ουσιαστική μάθηση</strong> με νόημα, συνδεδεμένη με την κοινωνική πραγματικότητα των μαθητών/τριών.</p>
<p style="text-align: justify">Κεντρικός στόχος των ΝΠΣ είναι η <strong>ανάπτυξη δεξιοτήτων του 21ου αιώνα</strong>, όπως η δημιουργικότητα, η συνεργασία, η επίλυση προβλημάτων και η κριτική σκέψη. Παράλληλα, δίνεται ιδιαίτερη έμφαση στις <strong>γνωστικές και μεταγνωστικές δεξιότητες</strong><b>,</b> ενισχύοντας τον <strong>αναστοχασμό</strong> και την ικανότητα του μαθητή να <b>«<strong>μαθαίνει πώς να μαθαίνει</strong>».</b> Η διδασκαλία της Γλώσσας δεν επικεντρώνεται πλέον αποκλειστικά στη γνώση γραμματικών και συντακτικών κανόνων, αλλά κατευθύνεται προς την καλλιέργεια <strong>πολλαπλών γραμματισμών</strong>: οπτικού, πληροφοριακού, ψηφιακού, μέσων, αειφορικού κ.ά., ώστε να ενισχυθεί η πολύπλευρη γλωσσική και κοινωνική ανάπτυξη των μαθητών.</p>
<p style="text-align: justify">Σε επίπεδο οργάνωσης της ύλης, τα ΝΠΣ αντικαθιστούν τους παραδοσιακούς διδακτικούς στόχους με θεματικά πεδία και Προσδοκώμενα Μαθησιακά Αποτελέσματα (ΠΜΑ), ενισχύοντας τον σχεδιασμό μαθημάτων με σαφή προσανατολισμό και νόημα. Ιδιαίτερη βαρύτητα δίδεται στην <strong>ενσωμάτωση των ψηφιακών τεχνολογιών</strong><b> </b>και την αξιοποίησή τους σε όλα τα γνωστικά αντικείμενα, ενώ ταυτόχρονα προωθείται ένα νέο παιδαγωγικό μοντέλο που αναγνωρίζει τη σημασία της <strong>πολυτροπικότητας</strong><b> </b>και της <strong>επικοινωνίας σε διαφορετικά περιβάλλοντα</strong>.</p>
<p style="text-align: justify">Η<b> <strong>αξιολόγηση</strong></b> των μαθητών επίσης επαναπροσδιορίζεται. Από μια αποκλειστικά συγκεντρωτική και ποσοτική προσέγγιση, το ΝΠΣ στρέφεται προς τη<b> <strong>διαμορφωτική και εναλλακτική αξιολόγηση</strong>, </b>με στόχο την ενίσχυση της μαθησιακής διαδικασίας, τη στοχευμένη ανατροφοδότηση και την <strong>αξιολόγηση για τη μάθηση</strong>.</p>
<p style="text-align: justify">Τέλος, εγκαταλείπεται το μοντέλο του <strong>μοναδικού σχολικού εγχειριδίου</strong> και εισάγεται η έννοια του <strong>πολλαπλού βιβλίου</strong>, προσφέροντας στον εκπαιδευτικό την ευχέρεια να επιλέξει υλικό κατάλληλο για το μαθητικό δυναμικό της τάξης και να δημιουργήσει ευέλικτες μαθησιακές διαδρομές.</p>
<p style="text-align: justify">Οι αλλαγές αυτές δεν αποτελούν απλώς μια αναδιαμόρφωση της ύλης, αλλά σηματοδοτούν μια <strong>βαθιά παιδαγωγική και φιλοσοφική μεταρρύθμιση</strong><b>,</b> με στόχο την <strong>ενεργοποίηση, ενδυνάμωση και ουσιαστική συμμετοχή</strong> των μαθητών στη μαθησιακή διαδικασία.</p>
<p style="text-align: justify"><b>Εφαρμογή Διδακτικού Σεναρίου</b></p>
<p style="text-align: justify">Στον πίνακα 1 μπορούμε να εντοπίσουμε βασικά στοιχεία της διδασκαλίας.</p>
<p style="text-align: justify"><a href="https://schoolpress.sch.gr/etwinningmagazine/files/2025/12/ΠΙΝΑΚΑΣ-1.jpg"><img class="aligncenter size-full wp-image-708" alt="ΠΙΝΑΚΑΣ 1" src="https://schoolpress.sch.gr/etwinningmagazine/files/2025/12/ΠΙΝΑΚΑΣ-1.jpg" width="810" height="617" /></a></p>
<p style="text-align: justify"><img alt="" src="image/png;base64,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" /></p>
<p style="text-align: justify"><b>Πίνακας 1</b>:Η ταυτότητα διδασκαλίας του σεναρίου  σε σχέση με τα 5 θεματικά πεδία.</p>
<p> Η διδασκαλία αναπτύσσεται σε <strong>τέσσερις διδακτικές ώρες</strong>:</p>
<ul>
<li style="text-align: justify"><strong>1η ώρα</strong>: Γίνεται η αφόρμηση μέσω συζήτησης και δημιουργίας συννεφόλεξου για τη λέξη «ταξίδι». Ακολουθεί η ανάγνωση και επεξεργασία του κειμένου με ερωτήσεις κατανόησης, διαδραστικό βίντεο (e-me) και παιχνίδι ρόλων. Οι ομάδες ερευνούν πολιτισμικά σημεία αναφοράς του κειμένου (Πόλη, Δελφοί, γοργόνα, Σκυλοφάγοι, Βιζυηνός), αξιοποιώντας ταμπλέτα. Ολοκληρώνεται με παραγραφοποίηση του κειμένου.</li>
<li style="text-align: justify"><strong>2η ώρα</strong>: Ενισχύεται η παραγωγή γραπτού λόγου. Οι μαθητές, σε ομάδες, συνθέτουν το δικό τους παραμύθι, απαντώντας στα βασικά ερωτήματα (Πού, Πότε, Ποιοι, Τι, Πώς). Η τελική παραγωγή αξιοποιείται παιγνιωδώς μέσω του εργαλείου Wheel of Names και αναρτάται στο padlet για διάχυση στην εκπαιδευτική κοινότητα.</li>
<li style="text-align: justify"><strong>3η ώρα</strong>: Πραγματοποιείται λεξιλογική διερεύνηση των λέξεων «ψωμί» και «άρτος» μέσα από τη χρήση έντυπου και ψηφιακού λεξικού (Πύλη για την Ελληνική Γλώσσα), συνοδευόμενη από σχετικό φύλλο εργασίας.</li>
<li style="text-align: justify"><strong>4η ώρα</strong>: Οι μαθητές διακρίνουν κυριολεκτικές και μεταφορικές εκφράσεις με αφορμή τη λέξη «ψωμί» μέσα από παιχνίδι και ακρόαση σχετικών τραγουδιών. Ακολουθεί βιωματική δράση: είτε παρασκευή ψωμιού στο σχολείο, είτε επίσκεψη σε φούρνο/πολιτιστικό χώρο, είτε συνέντευξη από παππούδες/γιαγιάδες για τις πρακτικές του παρελθόντος, με στόχο τη σύνδεση γλώσσας και πολιτισμού.</li>
</ul>
<p style="text-align: justify">Το σενάριο αξιοποιεί πλούσιο πολυτροπικό υλικό και ενσωματώνει εξ αποστάσεως και ασύγχρονα εργαλεία (e-class), υποστηρίζοντας τη μαθητοκεντρική και συνεργατική μάθηση. Τελικός στόχος είναι η ενεργοποίηση της προσωπικής εμπλοκής των μαθητών και η καλλιέργεια του κριτικού και δημιουργικού γραμματισμού μέσα από τη λογοτεχνία.<strong></strong></p>
<p style="text-align: justify">Στον πίνακα 2 παρουσιάζεται  αναλυτικά η στοχοθεσία σε κάθε φάση του σεναρίου, καθώς και απαραίτητα συστατικά που συντελούν στην επιτυχία του εγχειρήματος.</p>
<div align="center">
<table width="825" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="250"><b>Προσδοκώμενα Μαθησιακά Αποτελέσματα</b></td>
<td valign="top" width="575"></td>
</tr>
</tbody>
</table>
</div>
<div align="center">
<table width="825" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="250"><b>ΠΜΑ για 1<sup>η</sup> διδακτική ώρα</b></td>
<td valign="top" width="575"><b>ΘΠ(1):ΕΜΠΛΈΚΟΝΤΑΙ :ΘΠ(2)ΚΑΙ ΘΠ(5)-ΘΠ(3)</b>Οι μαθητές:</p>
<ul>
<li>Να ενεργοποιούνται να συμμετέχουν στην προφορική ανάγνωση του κειμένου «Τα ταξίδια του παππού μου» από το βιβλίο του Βιζυινού.με στόχο την προετοιμασία του γραπτού λόγου.(ΘΠ1)</li>
<li>Να ασκούνται στο να εντοπίζουν πληροφορίες στο κείμενο, σε πολυτροπικά κειμενα όπως και πληροφορίες από το διαδίκτυο και να απαντούν σε ερωτήσεις κατανόησης.(ΘΠ1:ΘΠ2 ,ΘΠ5)</li>
<li>Να παράγουν προφορικό λόγο αναδιηγούμενοι την ιστορία με βάση τα στοιχεία του κειμένου (ήρωες, χώρο-χρόνος κλπ)(ΘΠ1)</li>
<li>Να διακρίνουν τις παραγράφους του κειμένου με βάση το νόημα. (ΘΠ1):ΘΠ2)</li>
<li>Να επιδίδονται σε μεγαλόφωνη ανάγνωση του λογοτεχνικού έργου αποδίδοντας το σωστό επιτονισμό σύμφωνα με τα σημεία στίξης και το νόημα του κειμένου. ΘΠ1:ΘΠ3 Κ ΘΠ5</li>
</ul>
</td>
</tr>
<tr>
<td valign="top" width="250"><b>ΠΜΑ για 2<sup>η</sup> διδακτική ώρα</b></td>
<td valign="top" width="575"><b>ΘΠ(2):ΕΜΠΛΕΚΟΝΤΑΙ:ΘΠ(1) </b>Οι μαθητές:</p>
<ul>
<li>Να είναι σε θέση να αναγνωρίζουν τα αφηγηματικά κείμενα από τα δομικά τους στοιχεία(ήρωες, χώρος, χρόνος, συμβάντα, επεισόδια κ.α)και τη δομή της αφήγησης (άξονας χρόνου).ΘΠ2:ΘΠ1</li>
<li>Να συντάσσουν αφηγηματικό κείμενο με σωστή παραγραφοποίηση χρησιμοποιώντας τα δικά τους στοιχεία.ΘΠ2</li>
<li>Να εμπλουτίζουν το λόγο τους με γλωσσικά μέσα ΘΠ2:ΘΠ1</li>
</ul>
<p>&nbsp;</p>
<p>&nbsp;</td>
</tr>
<tr>
<td valign="top" width="250"><b>ΠΜΑ για 3<sup>η</sup> διδακτική ώρα</b></td>
<td valign="top" width="575"><b>ΘΠ(4)</b>Οι μαθητές:</p>
<ul>
<li>Να δημιουργούν οικογένειες λέξεων με βάση το όμοιο θέμα, εστιάζοντας στη σημασία τους.</li>
</ul>
<p><b> </b></p>
<p>&nbsp;</td>
</tr>
<tr>
<td valign="top" width="250"><b>ΠΜΑ για 4<sup>η</sup> διδακτική ώρα</b></td>
<td valign="top" width="575"><b>ΘΠ(5)ΕΜΠΛΕΚΟΝΤΑΙ ΘΠ(3) ΚΑΙ ΘΠ(2)</b>Οι μαθητές:</p>
<ul>
<li>Να αντιλαμβάνονται τη σημασία του ψωμιού και  σε όλα τα έθνη και σε όλες τις εποχές.ΘΠ5</li>
<li>Να επιδίδονται στη δημιουργία αφίσας ΘΠ5:ΘΠ2</li>
<li>Να εμπλέκονται με βιωματικό τρόπο στην παραγωγή ψωμιούΘΠ5</li>
<li>Να εξασκούνται στη χρήση μεταφορικών εκφράσεων  που αφορούν το ψωμί(όπως το ψωμί-ψωμάκι) και να εξοικειωθούν στην ακρόαση ποιημάτων –τραγουδιών που αφορούν άρτο-ψωμί ΘΠ5:ΘΠ3</li>
</ul>
<p>&nbsp;</p>
<p><b> </b></td>
</tr>
<tr>
<td valign="top" width="250"><b>Οργάνωση της τάξης</b></td>
<td valign="top" width="575">Η τάξη είναι οργανωμένη σε 5 ομάδες  των τεσσάρων ατόμων. Ο /Η εκπαιδευτικός  φροντίζει έτσι ώστε η κατανομή των μαθητών στις ομάδες να πραγματοποιηθεί με τρόπο ώστε οι ομάδες να έχουν ίδια δυναμική με αποτέλεσμα να ενταθούν όλα τα παιδιά ενισχύοντας την αυτοεικόνα τους. Οι εργασίες στην πλειονότητα τους επιτυγχάνονται ομαδοσυνεργατικά με διερευνητική μάθηση. Δεν παραλείπεται η παρουσίαση όλων των εργασιών στην ολομέλεια ως ευκαιρία για αναστοχασμό από τους μικρούς μαθητές. Κάθε ομάδα έχει συντονιστή –αρχηγό.</td>
</tr>
<tr>
<td valign="top" width="250"><b>Ο ρόλος των μαθητών</b></td>
<td valign="top" width="575">Όλα τα μέλη της ομάδας συμμετέχουν  έχοντας ενεργούς ρόλους. Οι   μαθητές σε όλες τις δραστηριότητες εμπλέκονται ενεργά στη διαδικασία της μάθησης λαμβάνοντας πάντοτε υπόψη ο δάσκαλος  «τη φωνή» των μαθητών.</td>
</tr>
<tr>
<td valign="top" width="250"><b>Ο ρόλος της/του εκπαιδευτικού</b></td>
<td valign="top" width="575">Ο ρόλος του εκπαιδευτικού παραμένει καθοδηγητικός και διευκολυντικός κατά τη διάρκεια της διδασκαλίας. Ο/Η εκπαιδευτικός φροντίζει να ενεργοποιήσει τις γνωστικές, μεταγνωστικές και κοινωνικό συναισθηματικές  στρατηγικές διδασκαλίας της Γλώσσας προάγοντας την  αυτονομία του μαθητή. Σημαντικό σημείο αποτελεί ότι  φροντίζει πάντοτε η αξιολόγηση να έχει συνεχή κι αέναο χαρακτήρα μέσα από την παρουσίαση εργασιών, τη διάδραση, αλλά και χρησιμοποιώντας δραστηριότητες διαμορφωτικής αξιολόγησης, αυτοδιόρθωσης και συνεχούς εξατομικευμένης ανατροφοδότησης. Στο σενάριο περιλαμβάνονται δραστηριότητες ψυχολογικής και γνωστικής προετοιμασίας με στόχο να αποτιμήσουμε την προϋπάρχουσα γνώση και να ανιχνεύσουμε αναπαραστάσεις και γνωστικές δυσκολίες. Τέλος ενισχύεται η επικοινωνία σχολείου-οικογένειας μέσα από δραστηριότητες της τέταρτης διδακτικής ώρας.</td>
</tr>
<tr>
<td valign="top" width="250"><b>Ψηφιακά μέσα</b></td>
<td valign="top" width="575"> Ηλεκτρονικός υπολογιστής, προτζέκτορας, διαδραστικός πίνακας, εικόνες, ηλεκτρονική πλατφόρμα menti.com, Google earth,<b> </b>εργαλείο Wheel of names, padlet, powerpoint, διαδραστικά βιβλία, διαδραστικό βίντεο, ψηφιακό λεξικό, μηχανή αναζήτησης πληροφοριών Google chrome ή Mozilla.</td>
</tr>
<tr>
<td valign="top" width="250"><b>Χώρος, μέσα και υλικά</b></td>
<td valign="top" width="575">Η τάξη, επίσκεψη διδακτική σε φούρνο ή εργαστήριο αρτοποιίας, φύλλα εργασίας, χρωματιστά χαρτόνια, λεξικά, πίνακας.</td>
</tr>
<tr>
<td valign="top" width="250"><b>Τρόποι  διαφοροποίησης</b></td>
<td valign="top" width="575"> Το παρόν σενάριο μπορεί να εφαρμοστεί τόσο σε δια ζώσης όσο καιΣε εξ αποστάσεως διδασκαλία σύγχρονη μέσω webex  και ασύγχρονη μέσω Eclass  ή eme.Την  1<sup>η</sup> διδακτική ώρα οι δραστηριότητες της αφόρμησης, του διαδραστικού βίντεο, αλλά και της επέκτασης του κειμένου μέσω της εφαρμογής Google earth δίνουν τη δυνατότητα στους μαθητές με μαθησιακές δυσκολίες να συμμετέχουν πιο ενεργά καθιστώντας τη διδασκαλία περισσότερο ενδιαφέρουσα με τη χρήση ελκυστικών μέσων. Η ανάληψη ευθύνης στην κάθε ομάδα να βρει πληροφορίες ενθαρρύνει την εμπλοκή των μαθητών.Την 2<sup>η</sup> διδακτική ώρα η παιγνιώδης μορφή της δραστηριότητας δημιουργίας παραμυθιών συντελεί στο να παραμένει αμείωτο το ενδιαφέρον των παιδιών. Οπότε η χρήση ψηφιακών μέσων σε συνδυασμό με την ομαδοσυνεργατική μέθοδο επιτρέπει σε όλους τους μαθητές να ενθαρρύνονται στο να συμμετέχουν. Την 3<sup>η</sup> διδακτική ώρα ζητείται η συμπλήρωση φύλλου  εργασίας σε ομάδες με τη χρήση ταμπλέτας. Την 4<sup>η</sup> διδακτική ώρα ο βιωματικός χαρακτήρας των δραστηριοτήτων επιτρέπει σε όλα τα παιδιά (ανεξαρτήτου καταγωγής, κοινωνικό οικονομικού υπόβαθρου, προυπαρχουσών  εμπειριών, μαθησιακών και λοιπών προβλημάτων)  να συμμετέχουν αλλά και να απολαύσουν τη διαδικασία της μάθησης ενεργοποιώντας τα εσωτερικά κίνητρα  των μικρών μαθητών. Η διάχυση των μαθησιακών αποτελεσμάτων , καθώς και η δυνατότητα παρουσίασης των εργασιών στην ολομέλεια κινητοποιεί περαιτέρω το ενδιαφέρον όλων των μαθητών.</td>
</tr>
</tbody>
</table>
</div>
<p><b>Πίνακας 2</b>:Οργάνωση  της διδασκαλίας  και  προσδοκώμενα μαθησιακά αποτελέσματα.</p>
<p><b>Συμπεράσματα – Προτάσεις</b></p>
<p style="text-align: justify"><b></b>Η πιλοτική εφαρμογή του διδακτικού σεναρίου στη Γ΄ Δημοτικού ανέδειξε τη διδακτική του δυναμική ως προς την καλλιέργεια γλωσσικών δεξιοτήτων και την ενίσχυση της φιλαναγνωσίας μέσω της βιωματικής προσέγγισης της λογοτεχνίας. Η χρήση του αποσπάσματος από το έργο του Βιζυηνού προσέφερε ένα αυθεντικό πολιτισμικό και γλωσσικό περιβάλλον, που ενίσχυσε τη γλωσσική επίγνωση των μαθητών και προώθησε αξίες και παραδόσεις του ελληνικού πολιτισμού.</p>
<p style="text-align: justify">Η συνεργατική και ανακαλυπτική μαθησιακή διαδικασία, σε συνδυασμό με τις αρχές της διαφοροποιημένης διδασκαλίας (Tomlinson, 2014) και του κοινωνικού εποικοδομισμού (Vygotsky, 1978), ευνόησε την ενεργό εμπλοκή όλων των μαθητών, ανεξαρτήτως γνωστικού επιπέδου, και ενίσχυσε την αυτενέργεια και την ενσυναίσθηση. Παράλληλα, η ενσωμάτωση πολυτροπικών δραστηριοτήτων και ψηφιακών εργαλείων κατέστησε τη μάθηση περισσότερο ελκυστική και συνάδουσα με τις αρχές των πολλαπλών γραμματισμών (New London Group, 1996).<b></b></p>
<p style="text-align: justify">Η θετική ανταπόκριση των μαθητών, η αυξημένη συμμετοχή και η ποιοτική ανατροφοδότηση επιβεβαιώνουν την αξία παρόμοιων διδακτικών παρεμβάσεων στο πλαίσιο του νέου Προγράμματος Σπουδών (ΥΠΑΙΘ, 2021), που προτάσσει τη χρήση λογοτεχνικών κειμένων ως εργαλείο γλωσσικής και πολιτισμικής ανάπτυξης.</p>
<p style="text-align: justify">Με βάση τα παραπάνω, προτείνονται τα εξής:</p>
<ul style="text-align: justify">
<li>Η ενίσχυση των επιμορφωτικών δράσεων εκπαιδευτικών, με έμφαση στη διδακτική αξιοποίηση της λογοτεχνίας και στην καλλιέργεια σύνθετων γραμματισμών.</li>
<li>Η παραγωγή και διάχυση διδακτικών σεναρίων προσανατολισμένων σε παιδαγωγικές αρχές βιωματικότητας, διαφοροποίησης και πολυγραμματισμού.</li>
<li>Η ενσωμάτωση αντίστοιχων προσεγγίσεων και σε άλλες τάξεις του Δημοτικού, ώστε να υποστηριχθεί η σταδιακή οικοδόμηση γλωσσικής επάρκειας και πολιτισμικής συνείδησης.</li>
<li>Η αξιοποίηση της ενδοσχολικής επιμόρφωσης ως πεδίου συνεργατικής ανάπτυξης διδακτικών πρακτικών και οικοδόμησης κοινοτήτων μάθησης (Fullan, 2018).</li>
</ul>
<p style="text-align: justify">Η μελέτη υπογραμμίζει ότι η λογοτεχνία, όταν αξιοποιείται με παιδαγωγικά τεκμηριωμένο τρόπο, μπορεί να λειτουργήσει ως γέφυρα ανάμεσα στον μαθητή και τον πολιτισμό, ενδυναμώνοντας τη γλωσσική έκφραση, τη δημιουργικότητα και την ταυτότητα του μαθητή.<strong></strong></p>
<h2><em>Αναφορές:</em><em></em></h2>
<p><b>  i. </b><b><a href="/Users/ggian/Desktop/%CE%B4%CE%B7%CE%BC%CE%BF%CF%83%CE%B9%CE%B5%CF%85%CF%83%CE%B5%CE%B9%CF%82/%CE%A0%CE%B5%CF%81%CE%B9%CE%B3%CF%81%CE%B1%CF%86%CE%AE%20%CF%86%CE%AC%CF%83%CE%B5%CF%89%CE%BD%20%CE%B4%CE%B9%CE%B4%CE%B1%CF%83%CE%BA%CE%B1%CE%BB%CE%AF%CE%B1%CF%82%20%CE%BA%CE%B1%CE%B9%20%CE%B4%CF%81%CE%B1%CF%83%CF%84%CE%B7%CF%81%CE%B9%CE%BF%CF%84%CE%AE%CF%84%CF%89%CE%BD.docx">Παράρτημα(Δραστηριότητες και φύλλα εργασίας )</a>, </b><a href="https://shorturl.at/Zniqm">https://shorturl.at/Zniqm</a></p>
<h3><em>ii.</em><em>Βιβλιογραφία</em><em>:</em></h3>
<h3><em></em><em>Ελληνόγλωσση</em></h3>
<p>Γούτσος, Δ. (2019). <em>Γλώσσα: Κείμενο, Ποικιλία, Σύστημα</em>. Αθήνα: Κριτική.</p>
<p>Γρόσδος, Σ. (2014). <em>Δημιουργικότητα και Δημιουργική Γραφή στην Εκπαίδευση</em>. Θεσσαλονίκη: Π. Μακεδονία.</p>
<p>Καρακίτσιος, Α. (2013). <em>Διδασκαλία της Λογοτεχνίας και Δημιουργική Γραφή</em>. Θεσσαλονίκη: Ζυγός.</p>
<p>Κουτσογιάννης, Δ. &amp; Χατζηκυριάκου Ι. κ.ά. (2015). <em>Ανάλυση σχολικού λόγου</em>. ΚΕΓ.</p>
<p>Κωστούλη, Τ. (2021). <em>Το γλωσσικό μάθημα σε τοπικά συγκείμενα</em>. Αθήνα: Gutenberg.</p>
<p>Ματσαγγούρας, Η. (2004). <em>Κειμενοκεντρική προσέγγιση του γραπτού λόγου</em>. Αθήνα: Γρηγόρη.</p>
<p>Μήτσης, Ν. Σ. (2015). <em>Γραμματική και επικοινωνία: η γραμματική ως θεωρία και πρακτική στο πλαίσιο της επικοινωνιακής προσέγγισης της γλώσσας</em>. Αθήνα: Gutenberg.</p>
<p>Παπακώστα, Ζ. (2022). <em>Η διδασκαλία της λογοτεχνίας στο δημοτικό σχολείο</em>. <em>Παιδαγωγική Επιθεώρηση</em>, 74.</p>
<p>ΥΠΕΠΘ – ΙΕΠ. (2021). <em>Νέο Πρόγραμμα Σπουδών για τη Γλώσσα στο Δημοτικό Σχολείο</em>. <a href="https://iep.edu.gr/" target="_new">https://iep.edu.gr</a></p>
<h3><em>Ξενόγλωσση</em><i></i></h3>
<p>Gibbons, P. (2015). <em>Scaffolding language, scaffolding learning</em>. Heinemann.</p>
<p>Greenwood, J. (1988). <em>Class Readers</em>. Oxford University Press.</p>
<p>Halliday, M.A.K. (1978). <em>Language as a Social Semiotic</em>. Edward Arnold.</p>
<p>New London Group. (1996). <em>A pedagogy of multiliteracies</em>. <em>Harvard Educational Review</em>, 66(1), 60–92.</p>
<p>Tomlinson, C. A. (2014). <em>The Differentiated Classroom</em>. ASCD.</p>
<p>Vygotsky, L. S. (1978). <em>Mind in Society</em>. Harvard University Press.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><!--a=1--><!--a=1--></p>
<p><!---comment node--><!--a=1--><!--a=1--><!--a=1--></p>
<p><!---comment node--><!--a=1--></p>
<p><!---comment node--><!--a=1--></p>
<p><!---comment node--><!--a=1--></p>
<p><!---comment node--><!--a=1--><!--a=1--><!--a=1--><!--a=1--></p>
<p><!---comment node--><!--a=1--><!--a=1--></p>
<p><!---comment node--><!--a=1--></p>
]]></content:encoded>
			<wfw:commentRss>https://welcome.etwinning.gr/archives/703/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	
		<series:name><![CDATA[6ο Τεύχος περιοδικού eTwinning]]></series:name>
	</item>
	</channel>
</rss>
