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UTB 3289
 
 
 
 
 
 
Eine Arbeitsgemeinschaft der Verlage
 
Böhlau Verlag · Köln · Weimar · Wien
Verlag Barbara Budrich · Opladen · Farmington Hills
facultas.wuv · Wien
Wilhelm Fink · München
A. Francke Verlag · Tübingen und Basel
Haupt Verlag · Bern · Stuttgart · Wien
Julius Klinkhardt Verlagsbuchhandlung · Bad Heilbrunn
Lucius & Lucius Verlagsgesellschaft · Stuttgart
Mohr Siebeck · Tübingen
Orell Füssli Verlag · Zürich
Ernst Reinhardt Verlag · München · Basel
Ferdinand Schöningh · Paderborn · München · Wien · Zürich
Eugen Ulmer Verlag · Stuttgart
UVK Verlagsgesellschaft · Konstanz
Vandenhoeck & Ruprecht · Göttingen
vdf Hochschulverlag AG an der ETH Zürich

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Prof. Dr. Caterina Gawrilow lehrt und forscht am Zentrum für Individuelle Entwicklung und Lernförderung (IDeA) in Frankfurt am Main.
 
 
Lektorat / Redaktion im Auftrag des Ernst Reinhardt Verlags: Ulrike Auras, München
 
 
 
Bibliografische Information der Deutschen Nationalbibliothek
 
Die Deutsche Nationalbibliothek verzeichnet diese Publikation in der
Deutschen Nationalbibliografie; detaillierte bibliografische Daten sind im
Internet über <https://dnb.d-nb.de> abrufbar.
eISBN 978-3-8463-3289-4
 
 
 
 
© 2009 by Ernst Reinhardt, GmbH & Co KG, Verlag, München
 
Dieses Werk einschließlich seiner Teile ist urheberrechtlich geschützt. Jede Verwertung außerhalb der engen Grenzen des Urheberrechtsgesetzes ist ohne schriftliche Zustimmung der Ernst Reinhardt, GmbH & Co KG, München, unzulässig und strafbar. Das gilt insbesondere für Vervielfältigungen, Übersetzungen in andere Sprachen, Mikroverfilmungen und die Einspeicherung und Verarbeitung in elektronischen Systemen.
 
Reihenkonzept und Umschlagentwurf: Alexandra Brand
Umschlagumsetzung: Atelier Reichert, Stuttgart
 
 
Ernst Reinhardt Verlag, Kemnatenstr. 46, D-80639 München
Net: www.reinhardt-verlag.de E-Mail: info@reinhardt-verlag.de

 
 
 
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Einführung
„Ob der Philipp heute still wohl bei Tische sitzen will?“, heißt es in der berühmten Geschichte „Der Zappelphilipp“ (Hoffmann 1845 / 46).
Schon immer und in allen Kulturen stellen sich Eltern hyperaktiver Kinder Fragen dieser Art, und bereits seit über hundert Jahren beschreiben europäische Kinderärzte Kinder mit ADHS-ähnlichen Symptomen (Still 1920). In den 1970er bzw. 1980er Jahren hat die ADHS unter dem Namen Hyperkinetisches Syndrom der Kindheit bzw. Aufmerksamkeitsdefizitstörung Eingang in die gängigen Diagnosemanuale → ICD (Internationales Klassifikationssystem der Weltgesundheitsorganisation ICD-8 1974) und → DSM (Diagnostisches und Statistisches Handbuch Psychischer Störungen DSM-III 1980) gefunden. Seit den 1990er Jahren wird die Störung als Aufmerksamkeitsdefizit- / Hyperaktivitätsstörung (ADHS) bezeichnet und gilt als eine der häufigsten Störungen des Kindes- und Jugendalters (DSM-IV 1994; ICD-10 1990). Die drei Kernsymptome der ADHS sind:
• Unaufmerksamkeit,
• Hyperaktivität,
• Impulsivität.
Kinder mit ADHS haben demzufolge Probleme sich eine längere Zeit auf nur eine Aufgabe zu konzentrieren, sind leicht durch Reize aus der Umgebung ablenkbar und träumen häufig (Unaufmerksamkeit). Zudem sind sie motorisch überaktiv, zappeln viel, rennen und hüpfen mehr als Kinder ohne ADHS (Hyperaktivität). Kinder mit ADHS können auch häufig nicht abwarten und entscheiden oftmals, ohne über die Konsequenzen nachzudenken (Impulsivität).
Weiterhin zeigen die Betroffenen Schwierigkeiten bei Aufgaben, die → exekutive Funktionen verlangen. Zu exekutiven Funktionen gehören Kontrollmechanismen wie beispielsweise: Planen, Organisation von Arbeitsabläufen, flexibler Aufgabenwechsel oder auch Selbstregulation (d.h. die Fähigkeit, sein eigenes Handeln, Denken und Fühlen zu kontrollieren und zu beeinflussen).
Diese Probleme (Unaufmerksamkeit, Hyperaktivität, Impulsivität und Defizite in den exekutiven Funktionen) führen oft zu weitgreifenden Schwierigkeiten im Umgang mit Familienmitgliedern oder Gleichaltrigen 8und im Unterricht. Kinder mit ADHS haben demzufolge häufiger Interaktionsprobleme mit ihren Bezugspersonen. Außerdem haben Kinder mit ADHS des Öfteren Probleme, Freundschaften zu Gleichaltrigen zu knüpfen und aufrechtzuerhalten.
Trotz all der beschriebenen Probleme haben Kinder mit ADHS auffallende Stärken: Sie sind kontaktfreudig, neugierig, helfen gern, können witzig und einfallsreich sein, sind begeisterungsfähig, belastbar, selten zimperlich und auch nicht nachtragend (Krowatschek 2004).
 
Das vorliegende Buch soll helfen, die ADHS und ADHS-Betroffene zu verstehen. Es gibt einen Überblick über die ADHS als Störungsbild und die Ursachen der ADHS. Darüber hinaus wird aktuelle Forschung zu Selbstregulationsfähigkeiten von ADHS-Betroffenen rezipiert und die Entwicklung der ADHS über die Lebensspanne dargestellt. Nach einem Einblick in aktuelle Methoden der Diagnostik wird zum Abschluss vertiefend auf Therapiemöglichkeiten, die Effektivität verschiedener Therapieansätze, die Unterschiede der ADHS bei Frauen und Männern und die Auswirkungen der ADHS in Ausbildung / Studium und Beruf eingegangen.
Die Thematik ist für Studierende der Psychologie, Erziehungswissenschaften, des Lehramtes und angrenzender Bereiche äußerst relevant, da alle Tätigen dieser Berufsgruppen mit ADHS-Kindern, -Jugendlichen oder -Erwachsenen konfrontiert werden. Weiterhin ist der professionelle Umgang mit ADHS-Betroffenen zumeist emotional sehr aufreibend. Darum ist es von Bedeutung, dieses Thema bereits im Studium zu bearbeiten.

Hauptteil

1
Was ist ADHS?

ADHS gilt als eine der häufigsten psychiatrischen Störungen des Kindes- und Jugendalters. Im folgenden Kapitel werden die Symptome und Kennzeichen der ADHS verdeutlicht sowie Störungen, unter denen viele ADHS-Patienten zusätzlich leiden und von denen ADHS abzugrenzen ist, beschrieben. Darüber hinaus wird auf die Häufigkeit von ADHS in der Bevölkerung eingegangen.

Symptome und Kennzeichen der ADHS
Die Kernsymptome der ADHS sind Unaufmerksamkeit, Hyperaktivität und Impulsivität. Unaufmerksamkeit ist dadurch gekennzeichnet, dass das Kind:
• häufig Einzelheiten nicht beachtet oder Flüchtigkeitsfehler bei den Schularbeiten, bei der Arbeit (z. B. Hausarbeit, Bastelarbeiten) oder anderen Tätigkeiten macht,
• oft Schwierigkeiten hat, bei Aufgaben oder beim Spiel längere Zeit die Aufmerksamkeit aufrechtzuerhalten,
• häufig nicht zuzuhören scheint, wenn andere es ansprechen,
• häufig Anweisungen nicht vollständig durchführt und Schularbeiten oder andere Aufgaben nicht zu Ende bringen kann,
• häufig Schwierigkeiten hat, Aufgaben und Aktivitäten zu organisieren,
• sich häufig nur widerwillig mit Aufgaben beschäftigt, die länger andauernde geistige Anstrengung erfordern (wie Mitarbeit im Unterricht oder Hausaufgaben),
• häufig Gegenstände verliert, die für Aufgaben oder Aktivitäten benötigt werden (z.B. Stifte, Turnbeutel, Hausaufgabenheft),
10
• sich oft durch äußere Reize ablenken lässt,
• hinsichtlich Alltagstätigkeiten häufig vergesslich ist.
Von diesen genannten Symptomen der Unaufmerksamkeit müssen mindestens sechs Symptome aufgetreten sein, um Unaufmerksamkeit im Zusammenhang mit einer ADHS zu diagnostizieren (nach → DSM-IV-TR, APA 2008). Hyperaktivität zeigt sich dadurch, dass ein Kind:
• häufig mit Händen oder Füssen zappelt oder auf dem Stuhl herumrutscht,
• in der Klasse oder in anderen Situationen, in denen Sitzenbleiben erwartet wird, häufig aufsteht,
• häufig herumläuft oder exzessiv klettert in Situationen, in denen dies unpassend ist (bei Jugendlichen oder Erwachsenen mit ADHS besteht dann oft lediglich ein subjektives Unruhegefühl),
• häufig Schwierigkeiten hat, ruhig zu spielen oder sich mit Freizeitaktivitäten ruhig zu beschäftigen,
• häufig „auf Achse“ ist oder oftmals handelt, als wäre es „getrieben“,
• häufig übermäßig viel redet.
Impulsivität liegt vor, wenn das Kind:
• häufig mit den Antworten herausplatzt, bevor die Frage zu Ende gestellt ist,
• nur schwer abwarten kann, bis es an der Reihe ist,
• unterbricht und andere häufig stört.
Von diesen genannten Symptomen der Hyperaktivität und Impulsivität müssen insgesamt mindestens sechs Symptome aufgetreten sein um Hyperaktivität/Impulsivität im Zusammenhang mit einer ADHS zu diagnostizieren (nach → DSM-IV-TR). Für die Diagnose einer ADHS müssen darüber hinaus folgende weitere Kriterien erfüllt sein:
• Die Kernsymptome müssen seit sechs Monaten und in mindestens zwei Lebensbereichen (z. B. zu Hause, in der Schule, im Umgang mit Gleichaltrigen) bestehen,
• sie müssen vor dem Alter von sieben (nach → DSM-IV-TR) bzw. sechs Jahren (nach → ICD-10-GM) das erste Mal aufgetreten sein,
• sie müssen inadäquat bezüglich der Entwicklungsstufe des Kindes sein und 11
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
Abb. 1: ADHS-Diagnosen nach DSM-IV-TR (APA 2008)
• signifikante Beeinträchtigungen im sozialen und schulischen Bereich nach sich ziehen.
Das Diagnostische und Statistische Handbuch Psychischer Störungen (→ DSM-IV-TR) beschreibt drei Subtypen der ADHS:
• den ADHS-Mischtypus, der vorliegt wenn die Kriterien der Unaufmerksamkeit und der Hyperaktivität-Impulsivität während der letzten sechs Monate erfüllt sind,
• den ADHS vorwiegend unaufmerksamen Typus, wenn die Kriterien der Unaufmerksamkeit, aber nicht die der Hyperaktivität-Impulsivität während der letzten sechs Monate erfüllt sind,
• den ADHS vorwiegend hyperaktiv-impulsiven Typus, der vorliegt, wenn die Kriterien der Hyperaktivität-Impulsivität, aber nicht die Kriterien der Unaufmerksamkeit während der letzten sechs Monate erfüllt sind.
Für diese Unterteilung in drei ADHS-Subtypen konnten empirische Belege gefunden werden. Das Internationale Klassifikationssystem der Weltgesundheitsorganisation (→ ICD-10-GM, WHO 2009) unterscheidet bezüglich des Hyperkinetischen Syndroms: 12
• die einfache Aufmerksamkeits- und Aktivitätsstörung und
• die hyperkinetische Störung des Sozialverhaltens.
Beide Störungen beinhalten sowohl Aufmerksamkeitsstörungen, als auch Auffälligkeiten bezüglich der Hyperaktivität-Impulsivität. Kinder, die nur an einer Aufmerksamkeitsstörung leiden, können nach dem → ICD-10-GM als unter einer Aufmerksamkeitsstörung ohne Hyperaktivität leidend diagnostiziert werden. Ein Überblick über die unterschiedlichen Herangehensweisen an eine ADHS-Diagnose des → DSM-IV-TR und → ICD-10-GM findet sich in Abbildung 1 bzw. Abbildung 2.
Zu den weiteren, häufigsten Kennzeichen der ADHS gehören akademisches Underachievement, Non-Compliance und Aggressionen sowie Schwierigkeiten im Umgang mit → Peers.

Definition
Als akademisches Underachievement wird Minderleistung (z.B. in den Hauptfächern) trotz durchschnittlicher oder überdurchschnittlicher Intelligenz bezeichnet. Das heißt, die betroffenen Kinder zeigen Leistungen unter dem Niveau, welches man bei ihrer gegebenen Intelligenz erwarten würde.


Definition
Der Begriff Non-Compliance bezeichnet das Nicht-Befolgen von Anweisungen von Eltern und / oder Lehrern.

Lehrer und Eltern berichten oft, dass Kinder mit ADHS im Vergleich zu ihren Klassenkameraden ohne ADHS schlechtere Schulleistungen zeigen (Frazier et al. 2007). Das rührt daher, dass Kinder mit ADHS sich dem Unterricht weniger konzentriert zuwenden und dies sowohl in Phasen der Instruktion durch den Lehrer als auch in Phasen der Stillarbeit. Kinder mit ADHS beschäftigen sich also weniger mit den schulischen Aufgaben und dem schulischen Material als ihre Mitschüler ohne ADHS. Schließlich zeigen Kinder mit ADHS häufiger chronischen akademischen Misserfolg (z. B. schlechte Noten, Schulabbruch) als Kinder ohne ADHS (Barry et al. 2002).
Der Zusammenhang von ADHS und Aggressionen ist in der Literatur gut belegt. Die Schwierigkeiten, die diesbezüglich am häufigsten mit der ADHS verbunden sind, sind Nichtbefolgen von Regeln (Non-Compliance), welche durch Autoritäten (z. B. Lehrer) aufgestellt wurden, eine 13problematische Stimmungskontrolle (z. B. sichtbar durch häufigen Stimmungswechsel und Launenhaftigkeit), Streitsüchtigkeit und verbale Feindseligkeit. Demzufolge überrascht es nicht, dass eine der häufigsten → komorbiden Störungen der ADHS die → oppositionelle Verhaltensstörung ist. Ernsthaftere antisoziale Verhaltensweisen zeigen ca.25 % der Kinder mit ADHS: Dazu gehören Diebstahl, körperliche Aggressionen und Schulschwänzen. Kinder, die ADHS und Aggressionen zeigen, weisen ein größeres Risiko auf, interpersonelle Konflikte mit den Eltern, Geschwistern, Lehrern und Mitschülern hervorzurufen als Kinder, die nur unter ADHS leiden. Beispielsweise berichten Lehrer über erhöhten eigenen, d.h. selbst wahrgenommenen, Stress im Umgang mit ADHS-Kindern, die gleichzeitig aggressive Verhaltensweisen zeigen.
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Abb. 2: ADHS-Diagnosen nach ICD-10-GM (WHO 2009)
Für viele Kinder mit ADHS gestaltet es sich als äußerst schwierig, Freundschaften mit ihren Klassenkameraden zu knüpfen und aufrechtzuerhalten. Kinder mit ADHS und vor allem die Kinder, die zusätzlich 14aggressive Verhaltensweisen zeigen, werden von den Gleichaltrigen oft abgelehnt. Zudem zeigen ADHS-Kinder häufig soziale Funktionsstörungen, d.h., sie verhalten sich im sozialen Kontext (z.B. im Klassenzimmer) nicht altersentsprechend, sondern wie jüngere Kinder. Weiterhin gibt es Befunde, die dafür sprechen, dass Kinder mit ADHS sich häufig an der Peripherie des sozialen Netzwerks aufhalten und aus diesem Grund gemeinsam mit auffälligen Kindern (z.B. Kindern, die → Störungen des Sozialverhaltens zeigen) „herumhängen“, was das Auftreten von Verhaltensstörungen noch verstärkt. Abbildung 3 verdeutlicht die Affinität von ADHS-Kindern mit auffälligen Personen.
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
Abb. 3: ADHS-Kinder halten sich oft in der Peripherie des sozialen Netzwerkes auf (Ramsland /Konstantinov 2007; © 2007 Boje Verlag GmbH, Köln)
15
Komorbide Störungen
Bis zu ⅔ der Kinder mit ADHS weisen neben den Kernsymptomen für diese Störung noch weitere Störungen auf. Die Häufigkeit → komorbider Störungen bei Kindern mit ADHS verteilt sich wie folgt:
• →oppositionelle Störung des Sozialverhaltens: 50 %
• →Störungen des Sozialverhaltens: 30–50 %
• →affektive Störungen: 10–40%
• Angststörungen: 20–25 %
• Lernstörungen, Teilleistungsschwächen: 10–25%
• →Tic-Störungen, → Tourette Syndrom: bis zu 30 %
Zu diesen komorbiden Störungen gehören die → externalisierenden Verhaltensstörungen mit aggressiven und → dissozialen Symptomen (ca. 43–93 % der Fälle). Aggressivität und Dissozialität zeigt sich beispielsweise im Umgang mit Gleichaltrigen: Kinder mit ADHS ärgern ihre → Peers häufiger als Kinder ohne ADHS. Aber auch → internalisierende Störungen, wie Angststörungen und Depressivität können auftreten (in 13–51 % der Fälle). Alle komorbiden Störungen stellen für die Entwicklung der Betroffenen einen zusätzlichen Risikofaktor dar.

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