Moderator verandert het verband
Mediator verklaart het verband
In hoeverre verbetert het gebruik van digitale prentenboeken de woordenschat van kleuters in groep 2?
Experimenteel onderzoek (H13)
Eigenschappen:
- De onderzoeker manipuleert de onafhankelijke variabele
- De onderzoeker beslist over de aard en intensiteit van de interventie
- Na de interventie worden metingen verricht bij de experimentele- en controlegroep om te zien of ze verschillen
- Kern: voorbij beschrijving en voorspelling, op zoek naar oorzakelijke verbanden
Zwakke ‘experimentele’ designs
- One-shot case study (niet vaak gebruikt); geen controle groep, geen voormeting
![](data:image/png;base64,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)
- One-group pretest-posttest design: je kan voorstellen dat er een verandering is maar niet waardoor, het kan ook door rijping komen
![](data:image/png;base64,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)
- Static-group comparison design: hier is een controlegroep, stippellijn betekent dat de groepen niet random zijn
![](data:image/png;base64,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)
Echte experimentele designs
Randomized posttest-only control group design (geen voortest)
Randomized pretest-posttest control group design (testeffect kan optreden)
Randomized Solomon four-group design
Drie kenmerken van randomiseren:
- Vóórdat het experiment begint: Meestal door computer
- Gecontroleerd door de onderzoeker
- Met als resultaat: equivalente groepen (door voortest als controle)
- Doel = controle van externe verstorende variabelen
Quasi-experimentele designs
- Geen randomisering maar andere technieken om de validiteitsbedreigers onder controle te houden, bijv.:
- Houd een verstorende variabele constant
- Matching op voortoets en/of achtergrondkenmerken
Single-subject onderzoek (H14)
Kenmerken:
- Focus op individu i.p.v. groep (bv kind met beperking)
- Doelgerichte steekproef
- Intensieve gegevensverzameling
- Evaluatie van effect interventie (verschil met case study)
- Time-series design (data op tijdlijn op x-as)
Sam – 5 jaar oud, doofblind geboren, Kan nog enig licht zien, heeft gehoorapparaten, Ontwikkelingsleeftijd 14 maanden, Begrijpt betekenis van 10 woorden die naar concrete objecten verwijzen; 5 tekens en 15 gesproken woorden, Gebruikt zelf één teken - “klaar”
- Doel: betere interactie met Sam
- Opzet:
3 fases:
- Baseline – metingen vooraf
- Interventie – metingen tijdens
- Follow up – metingen na afloop
![](data:image/png;base64,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)
Je ziet dat de negatieve reacties erg zijn gedaald. Er zijn dus hoopvolle resultaten voor de interventie.
Typen single-subject designs (A baseline, B interventie, C variatie op interventie)
- A-B design (one shot study design)
- Twee fases: eerst baseline, dan interventie
- A-B-A design
- Idem, maar dan met een reeks posttest-metingen
- A-B-A-B design
- Zoals A-B, maar dan herhaald
- B-A-B design
- Zonder baseline: te gebruiken als er snel een gedragsverandering nodig is
- A-B-C-B design
- Toevoeging C-fase: een variatie op de B-fase
Add new contribution