Steigerung der Effizienz des mathematisch-naturwissenschaftlichen Unterrichts
Seit dem Jahr 2017 Jahr beteiligen sich die Schulen Hannberg und Großenseebach am Sinusprojekt.
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)
Bayerische Grundschulen beteiligten sich ab dem Schuljahr 2004/05 an den bundesweiten Modellprogrammen SINUS-Transfer Grundschule und SINUS an Grundschulen. Seit dem Schuljahr 2013/14 wird mit SINUS an Grundschulen in Bayern an die SINUS-Entwicklungsprogramme angeknüpft. Derzeit beteiligen sich rund 220 bayerische Grundschulen. Die SINUS-Module beschreiben typische, empirisch ermittelte Problembereiche des Unterrichts:
- Gute Aufgaben
- Entdecken, Erforschen, Erklären
- Schülervorstellungen aufgreifen, grundlegende Ideen entwickeln
- Lernschwierigkeiten erkennen
- Talente entdecken und unterstützen
- Fachübergreifend und  fächerverbindend unterrichten
- Interessen (von Mädchen und Jungen) aufgreifen und entwickeln
- Eigenständig lernen –  gemeinsam lernen
- Lernen begleiten – Lernerfolg beurteilen
- Übergänge gestalten
Die SINUS-Module und alle weiteren in den SINUS-Programmen entstandenen Handreichungen können auf der Internetseite www.sinus-an-grundschulen.de abgerufen werden.
Ziel des Programms Mit dem Programm SINUS steht ein Konzept zur Unterrichtsentwicklung im Fach Mathematik zur Verfügung. Die teilnehmenden Schulen erhöhen ihre Unterrichtsqualität und steigern so die mathematischen Kompetenzen der Schülerinnen und Schüler. Die Umsetzung der Kompetenzerwartungen des LehrplanPLUS und der Bildungsstandards ist das zentrale Anliegen von SINUS.
Umsetzung des Programms
- Die Kolleginnen und Kollegen einer Schule verstehen sich als Team, das gemeinsam an der Unterrichtsentwicklung in Mathematik arbeitet. Die aktive Teilnahme eines größeren Teils des Kollegiums ist optimal.
- Die teilnehmenden Schulen werden regional zu Schulgruppen zusammengefasst und von erfahrenen SINUS-Beraterinnen und–Beratern in der Regel zwei bis drei Jahre begleitet. Die Lehrkräfte erhalten fachdidaktische Impulse für die Unterrichtsgestaltung und beteiligen sich aktiv bei den Schulgruppentreffen. Dies sind in Regel drei Arbeitstreffen pro Schuljahr (nachmittags). Bei den jährlichen Regionaltagungen in den Regierungsbezirken (ganztägig) referieren renommierte Fachdidaktiker und erfahrene Schulpraktiker. Auch diese Veranstaltungen enthalten einen hohen Praxisbezug und binden die Teilnehmer aktiv ein.
- Zwischen den Arbeitsgruppentreffen erproben die Lehrkräfte die erarbeiteten Module im eigenen Unterricht, kooperieren dabei mit ihren Kolleginnen und Kollegen und reflektieren regelmäßig über die gesetzten Ziele.
- Der intensive Erfahrungsaustausch im Kollegium und mit den Teilnehmerinnen und Teilnehmern anderer Schulen auf den Schulgruppentreffen stärkt die fachliche Kompetenz der Lehrkräfte und erweitert das Repertoire an Unterrichtsmethoden.
https://www.isb.bayern.de/schulartuebergreifendes/faecherspezifische-themen/mint/sinus/