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QuasiExperimental Designs

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Goal of determining causation. Where the research is being ... Experimental expectancy effects and the Hawthorne effect. Specific Quasi-Experimental Designs ... – PowerPoint PPT presentation

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Title: QuasiExperimental Designs


1
Quasi-Experimental Designs
  • Chapter 10

2
Comparison with True Experiments
  • Goal of determining causation
  • Where the research is being conducted
  • laboratory versus natural settings
  • Intervention or treatment ? IV
  • More control in true experiments
  • Randomly assignment to the levels of IV
  • Appropriate comparison -- Simplest, two groups
    treated exactly alike except for the IV

3
External Validity
  • Some research (e.g., cognitive, physiological,
    theory development, etc.) the setting doesnt
    matter -- basic research
  • Quasi-experiments in natural settings allows for
    increased generalizability critical to
    intervention research (applied research) --
    practical goals

4
Obstacles to True Experiments
  • Access and permission to study
  • Permission to randomly assign ethical issues,
    especially when talking about a treatment
  • Could offer the treatment to the control group if
    found to be of benefit

5
Threats to Internal Validity
  • History
  • Events other than the treatment confound the
    effect of IV
  • Different experiences between groups
  • Can control variables that are potential
    confounds, but that is more difficult with
    quasi-experiments
  • Maturation
  • Participants change over time
  • Challenge to determine if change due to IV,
    especially in pre- post-test designs
  • Need appropriate control group to be more
    confident due to IV

6
History
  • Testing
  • Experience and familiarity with testing
    procedures can effect DV (pre- post-test designs)
  • Instrumentation
  • Changes over time due to instruments (including
    the researcher) used to measure
  • Can control with clear operational definitions
    and/or calibrating machines regularly

7
  • Statistical regression
  • Regression towards the mean when select based on
    extreme scores
  • Low scores will be inflated because initially
    depressed due to error (chance or other factors)
  • High scores will be depressed because initially
    inflated due to error
  • Selection
  • Random assignment minimizes differences between
    groups or averages those differences
  • More challenging in natural settings

8
  • Subject mortality
  • Attrition changes the equivalence between
    groups
  • Could be due to the IV
  • Interactions with selection
  • Any of the other threats interacts with selection
  • Changes in freshmen may be greater than changes
    in sophomores maturation and selection
  • history and selection different effect on one
    group compared to other (e.g., principle changes)
  • Instrumentation and selection (ceiling and floor
    effects)

9
And even more problems
  • Contamination
  • Communication between groups about the experiment
    can result in -- resentment, demoralization,
    rivalry (especially with intact groups),
    diffusion of treatments
  • External validity
  • Representativeness of sample
  • Generalizing across persons, settings, and times
    we rarely use random sampling
  • Could even be difference between extra credit
    versus required participation
  • Replication is key
  • Experimental expectancy effects and the Hawthorne
    effect

10
Specific Quasi-Experimental Designs
  • Lack of randomization is hallmark
  • Need to be careful with causal interpretations
  • One-group Pre-test and post-test design O1 X O2
    no internal validity
  • Non-equivalent control group measure pre- and
    post-test in two groups one gets treatment, the
    other is the control
  • O1 X O2
  • O1 O2

11
example
  • Type of communication given to elderly adults in
    nursing home

12
Interrupted Time Series
  • O1 O2 O3 O4 X O5 O6 O7 O8
  • Only assess abrupt changes because of small
    natural fluctuations
  • Interrupted time series with nonequivalent
    control group
  • Can address differences between groups on pretest
    by computing an ANCOVA analysis of covariance

13
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