Allgemeines
Das Informationssystem ARAMIS ist seit 1997 in Betrieb und beinhaltet die systematische Erfassung der Forschungs- Innovations- und Evaluationsprojekte, welche vom Bund finanziert oder durchgeführt werden. Der Einführung waren mehrere parlamentarische Vorstösse vorangegangen, die mehr Transparenz und eine Verbesserung der Kooperation in der Ressortforschung verlangten. Seit 2019 werden in ARAMIS zusätzlich auch durch die Bundesverwaltung in Auftrag gegebene externe Studien ohne Forschungscharakter publiziert.
ARAMIS verfügt über einen öffentlichen Teil für die Publikation der Projekte und einen internen Teil für die Dateneingabe. Der interne Teil steht ausschliesslich eingebenden Stellen offen.
Projektsuche
Mit der ARAMIS Projektsuche kann die ARAMIS-Datenbank durchsucht werden. Eine Projektsuche kann über das Suchfeld oben rechts oder über ‘Projektsuche’ in der linken Menüleiste initiiert werden.
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)
Beim Absenden einer Suchanfrage wird eine Volltextsuche ausgelöst. Bei mehreren Suchbegriffen erfolgt im Hintergrund eine ODER-Verknüpfung. Je mehr Suchbegriffe in einem Projekt gefunden werden, desto weiter oben in der Trefferliste erscheint dieses. Suchbegriffe, die im Projekttitel vorkommen, werden höher gewichtet als solche aus anderen Feldern. Die Volltextsuche mit einem Wort sucht nach der eingegebenen Buchstabenfolge, wodurch auch Wortteile gefunden werden und mehr Treffer erzielt werden als bei der ‘normalen’ Suche. So werden z.B. bei der Suche nach ‘Fall’ auch Wörter wie ‘Fallbeispiel’, Notfall’ oder ‘allenfalls’ gefunden. Bei einer Volltextsuche mit mehreren Wörtern wird jedoch nur nach den eingegebenen Wörtern als Ganzes gesucht, nicht nach den Wortbestandteilen. Bei einer Suche mit und ‘Energie’ und ‘Plan’ werden nur die Treffer angezeigt, die exakt diese Wörter enthalten, nicht jedoch ‘Windenergie’ oder ‘Energiespeicher’ etc.
Erweiterte Suche
Die erweiterte Suche ermöglicht weitere Eingrenzungen und Filterungen. So können z.B. einzelne Projekttypen, der Projektstatus oder Labels in die Suche integriert oder einzelne Felder wie die Projekt-Nummer oder der Projekttitel gezielt durchsucht werden.
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)
Die diversen Suchmöglichkeiten der erweiterten Suche ermöglichen mit ihren Kombinationsmöglichkeiten komplexe Suchanfragen, welche intuitiv verständlich sind.
Grammatik
Die Suche zeichnet sich dadurch aus, dass nach dem Vorbild bekannter Suchmaschinen Filter und spezifische Suchfunktionen direkt im Monosuchfeld gesetzt werden können. Das Setzen von Filtern und spezifischen Suchfunktionen über Schaltflächen ist dadurch nicht mehr nötig, aber nach wie vor möglich; auch in kombinierter Anwendung. Werden Filter oder Suchfunktionen über die Schaltflächen gesetzt, erscheint nach dem Auslösen der Suche die entsprechende grammatikalische Umsetzung im Monosuchfeld oberhalb der Trefferliste. Sie können die Suche aber auch direkt über folgende Grammatikelemente steuern:
Forschungsstelle(n) auswählen:
Office:[«Forschungsstelle1»|«Forschungstelle2»…], z.B. Office:[BAG] oder Office:[AGS|BAG|BFE]
Projekttyp filtern:
ProjectType:[«Projekttyp1»|«Projekttyp2»…], z.B. ProjectType:[Forschungsprojekt] oder ProjectType:[Evaluationsprojekt|Externe Studie|Forschungsprojekt]
Projektstatus filtern:
Status:[«Status1»|«Status2»…], z.B. Status:[Abgeschlossen] oder Status:[In Bearbeitung / verpflichtet|Abgeschlossen]
In Projektnummern suchen:
ProjectNumber:«Suchbegriff», z.B. ProjectNumber: 2017-04-NFI oder ProjectNumber:(2017 NFI)
Es erscheint eine Trefferliste mit den passenden Ergebnissen. Bei einem eindeutigen Treffer enthält diese nur einen Eintrag. Bei einer Suche mit einem Wort werden auch Wortbestandteile gesucht; so enthält die Trefferliste der Suche nach «2017» bspw. auch den Eintrag «2017-04-NFI». Im zweiten Beispiel würde die Trefferliste sämtliche Projekte liefern, die «2017» ODER «NFI» in der Projektnummer enthalten.
In Projekttitel suchen:
Title:«Suchbergriff», z.B. Title:wind oder Title:(wind energie) oder Title:"Nanooberfläche für Windenergie-Rotorblätter"
Title:«Suchbergriff», z.B. Title:wind oder Title:(wind energie) oder Title:"Nanooberfläche für Windenergie-Rotorblätter"
Es erscheint eine Trefferliste mit den passenden Ergebnissen. Bei einem eindeutigen Treffer enthält diese nur einen Eintrag. Bei einer Suche mit einem Wort werden auch Wortbestandteile gesucht; so enthält die Trefferliste der Suche nach «Wind» bspw. auch den Eintrag «Windrad». Im zweiten Beispiel würde die Trefferliste sämtliche Projekte liefern, die «Wind» ODER «Energie» im Projekttitel enthalten. Es ist auch möglich, nach einer exakten Wortfolge zu suchen wie im dritten Beispiel.
Datum des Projektstarts oder Projektendes filtern:
Datum des Projektstarts oder Projektendes filtern:
«Startdatum vor dem …»: StartDate:[to «Datum»], z.B. StartDate:[to 01.01.1999]
«Startdatum nach dem …»: StartDate:[«Datum» to], z.B. StartDate:[01.01.1999 to]
«Startdatum zwischen dem … und dem …»: StartDate[«Datum1» to «Datum2»], z.B. StartDate:[01.01.1999 to 31.12.1999]Enddtatum analog mit EndDate.
In «Beteiligte Person» suchen:
Participants:(«Suchbegriff1» «Suchbegriff2»), z.B. Participants:Hans oder Participants:(Hans Muster)
Sucht in «Beteiligte Person» alle eingegebenen Suchbegriffe einzeln. Im zweiten Beispiel würde die Trefferliste sämtliche Projekte liefern, die «Hans» ODER «Muster» in «Beteiligte Personen» enthalten. Auch Namensbestandteile werden gesucht; so enthält die Trefferliste der Suche nach «Muster» bspw. auch den Eintrag «Mustermann».
Nach NABS filtern:
Nabs:[«NABS1»|«NABS2»…], z.B. Nabs:[Umweltschutz] oder Nabs:[Umweltschutz|Verteidigung]
Nach Fachkategorie filtern:
SubjectCategory:[«Fachkategorie1»|«Fachkategorie2»…], z.B. SubjectCategory:[Brückenentwurf] oder SubjectCategory:[Brückenbau|Brückenentwurf]
Es werden jeweils alle Fachkategorien aller Forschungsstellen zur Auswahl angezeigt. Dabei wird die jeweilige Forschungsstelle gekennzeichnet, die diesen Bereich verwendet.
Nach Labels filtern:
Label:[«Label1»|«Label2»…], z.B. Label:[Monitoring] oder Label:[Monitoring|Wirksamkeitsprüfung]
Filtert alle Projekte, die über das Label mit exakt dieser Bezeichnung verfügen
In Labels suchen:
Label:(«Suchbegriff1» «Suchbegriff2»), z.B. Label:monitoring oder Label:(monitoring wirksamkeitsprüfung)
Sucht in den Labels alle eingegebenen Suchbegriffe einzeln. Bei einem eindeutigen Treffer enthält diese nur einen Eintrag. Bei einer Suche mit einem Wort werden auch Wortbestandteile gesucht; so enthält die Trefferliste der Suche nach «Monitor» bspw. auch den Eintrag «Monitoring». Im zweiten Beispiel würde die Trefferliste sämtliche Projekte liefern, die «Monitoring» ODER «Wirksamkeitsprüfung» im Label enthalten.
In «Abstracts» («Kurzbeschreibung») suchen:
Abstract:(«Suchbegriff1» «Suchbegriff2»), z.B. Abstract:wind oder Abstract:(wind energie) oder Abstract:"Entwicklung einer Oberfläche für Rotorblätter"
Sucht in den Kurzbeschreibungen und Abstracts der Projekte alle eingegebenen Suchbegriffe einzeln. Bei einem eindeutigen Treffer enthält diese nur einen Eintrag. Bei einer Suche mit einem Wort werden auch Wortbestandteile gesucht; so enthält die Trefferliste der Suche nach «Wind» bspw. auch den Eintrag «Windrad». Im zweiten Beispiel würde die Trefferliste sämtliche Projekte liefern, die «Wind» ODER «Energie» in der Kurzbeschreibung oder im Abstract enthalten. Es ist auch möglich, nach einer exakten Wortfolge zu suchen wie im dritten Beispiel.
Suchresultat
Das Resultat einer Suche wird unterhalb des Suchformulares aufgeführt. Sie können zu jedem Zeitpunkt das Resultat Ihrer letzten Suchanfrage erneut aufrufen. Klicken Sie hierzu erneut auf "Projektsuche" in der linken Menüleiste.
Alte Suche
Standard Projektsuche
ARAMIS verfügt über eine Suchmaschine, mit der nach allen öffentlichen Projekten die sich in der ARAMIS-Datenbank befinden, gesucht werden können.
Schnellsuche
Um eine Schnellsuche durchzuführen, geben Sie einen Suchbegriff in das Suchfeld oben rechts ein und bestätigen Sie mit Return oder klicken Sie auf die symbolisierte Lupe. Dadurch wird eine Volltextsuche durchgeführt. Dabei sind folgende Eingaberegeln für Suchbegriffe zu beachten
- Der Suchbegriff muss mindestens 3 Zeichen beinhalten.
- Schliessen Sie Teile von Worten mit einem * (Stern) ab.
- Im Suchfeld der Volltextsuche können auch Projektnummern und Personennamen eingegeben werden.
- Sie können auch mehr als einen Suchbegriff ins Suchfeld eingeben. Diese werden als logische UND-Verknüpfung interpretiert. Es wird also nach Projekten gesucht die alle Suchbegriffe enthalten.
Suchen mittels Suchformular
Durch Klicken auf Projektsuche in der linken Menüleiste wird ein detailliertes Suchformular geöffnet. Dieses Suchformular ermöglicht es Ihnen eine Sucheanfrage zu strukturieren. In der Eingabemaske bestehen die unten aufgeführten Suchoptionen. Diese können beliebig kombiniert werden.
- Volltextsuche: Hier können sie einen oder mehrere Suchbegriffe eingeben. Dieses Suchfeld entspricht demjenigen bei der Schnellsuche. Es gelten dieselben Regeln für die Eingabe.
- Forschungsstelle: Sie können die Suche auf eine oder mehrere Forschungsstellen beschränken. Standardmässig wird in allen Forschungsstellen gesucht. Dies erkennen Sie dadurch, dass die Checkbox "alle Forschungsstellen" aktiviert ist.
- Beteiligte Person: Suche aller Projekte an der eine bestimmte Person als Beteiligte eingetragen ist.
- Projekte: Die Projektmenge, die bei einer Suche einbezogen wird kann angegeben werden.
Suchresultat
Das Resultat einer Suche wird in der Trefferliste aufgeführt. Die Trefferliste enthält für jedes Projekt ausgewählte Projektangaben und kann nach diversen Kriterien sortiert werden. Durch Klicken auf die Projektnummer oder den Projekttitel, können Sie ein Projekt zur Anzeige auswählen.
Sie können zu jedem Zeitpunkt das Resultat Ihrer letzten Suchanfrage erneut aufrufen. Klicken Sie hierzu auf "Suchresultat" in der linken Menüleiste.
Sortierung
Verwenden Sie zur einfacheren Orientierung in der Trefferliste der Suchfunktion allenfalls eine andere die Sortierung im Kopf der Anzeige.