Helping GA pilots interpret NEXRAD in Convective Weather Situations

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Helping GA pilots interpret NEXRAD in Convective Weather Situations Beth Blickensderfer, Ph.D. John Lanicci, Ph.D. MaryJo Smith, Ph.D. Michael Vincent Robert Thomas, M.S.A, CFII Embry-Riddle Aeronautical University Daytona Beach, FL 1 Presentation given at the Friends and Partners of Aviation Weather Fall Meeting. October 23-24, 2013; Las Vegas, NV.

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Beth Blickensderfer , Ph.D. John Lanicci , Ph.D. MaryJo Smith, Ph.D. Michael Vincent Robert Thomas, M.S.A, CFII Embry-Riddle Aeronautical University Daytona Beach, FL. Helping GA pilots interpret NEXRAD in Convective Weather Situations. - PowerPoint PPT Presentation

Transcript of Helping GA pilots interpret NEXRAD in Convective Weather Situations

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Helping GA pilots interpret NEXRAD in Convective Weather

SituationsBeth Blickensderfer, Ph.D.John Lanicci, Ph.D. MaryJo Smith, Ph.D.

Michael VincentRobert Thomas, M.S.A, CFII

Embry-Riddle Aeronautical UniversityDaytona Beach, FL

Presentation given at the Friends and Partners of Aviation Weather Fall Meeting. October 23-24, 2013; Las Vegas, NV.

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Problem

Research has shown that GA pilots using data linked NEXRAD Radar do not understand all the facets of radar. Used data link radar for tactical decision making

(Latorella & Chamberlain, 2002). Made tactical decisions when the radar resolution

was higher (Beringer & Ball, 2004). A training module, “NEXRAD in convective

weather,” improved young pilots’ radar knowledge, application skills, and confidence in using NEXRAD (Roberts, Lanicci, & Blickensderfer,

2011).

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Purpose of current study

Further evaluate the Roberts et al. (2011) course: non-ERAU or current university students another region of the U.S. Part 61

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Current Study

2 x 3 Mixed Design Independent Variables:

Location▪ KC x Chicago x Boston

Training▪ Pre-training scores x Post-training scores

Dependent Variables Radar Knowledge Test Scenario Application Test Self-Efficacy Questionnaire

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Participants

Kansas City N = 24 Age: M = 58.9 (SD = 10.0) Flight hours: M = 2348.3 (SD = 2832.83) Mdn = 765 20 held instrument rating

Chicago N = 18 Age: M = 58.2 (SD = 10.6) Flight hours: M = 2370.6 (SD= 4150.13) Mdn = 487.5 14 instrument rating

Boston N = 32 Age: M = 50.7 (SD= 14.8) Flight time: M = 2363.8 (SD = 4998.49) Mdn = 380 19 instrument rating

Recruited through flying clubs, the Civil Air Patrol, and flyers posted in FBO’s

Participants compensated with $50 and WINGS credit (and lunch).

Robert et al. (2011):

31 ERAU pilots received course

Mean age: 21.8 years

Mean flight time: 328.47 hours

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Participants

    Private  Commerci

al  Air Transport

Pilot

  nPart 61

Part 141  

Part 61

Part 141  

Part 61

Part 141

Part 142

Kansas City (KC)

24 18 3   9 3   2 1 1

Chicago18 12 3   5 3   0 2 0

Boston32 26 1   9 1   2 0 0

Overall74 56 7   23 7   4 3 1

Note: Not all participants responded to this portion of the questionnaire.

Participants by FAR training part and location

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Training Module

Lecture based course Radar Basics, NEXRAD, Radar Modes,

Thunderstorms, Using NEXRAD for Decision Making

Two paper-based flight scenarios Learners applied knowledge from

course to respond to questions Instructor gave feedback

~ 2 hours; breaks as needed.

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Procedure

Consent & Pre-test Course module Lunch Practice Scenarios Post-test

Parallel form questions Additional novel scenario

Debrief & compensation Total time: 6 hours

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Effect of Training

Radar Knowledge Test: F(1, 69) = 218.50, p < .001, η2 = .76

Pre-Test Post-Test0

10

20

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Radar Knowledge

Radar Knowledge

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Effect of Training

Scenario Tests: F(1, 69) = 170.58, p ≤ .01, η2 = .712 Pretest: 65% Posttest 1: 85% Posttest 2: 71%

Pre-Test Post-Test 1 Post-Test 20

10

20

30

40

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Scenario Tests

Scenario Tests

Per

cent

Cor

rect

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Effect of training

Self-Efficacy Questionnaire: F(1, 69) = 94.32, p ≤ .001, η2 = .58

Pre-Test Post-Test1

2

3

4

5

6

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Self-Efficacy Questionnaire

Self-Efficacy Ques-tionnaire

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Reactions

Participants rated the course highly M = 6.54 (SD = .51) (1 = Low, 7 = high)

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Discussion

Course appears to be effective with typical GA pilots.

Similar pattern of results to Roberts et al. (2011). Course was given by a “naïve” instructor. Pre-test scores indicated pilots have limited

knowledge about weather radar. Limitations: no control group; no retention test;

no performance (flight) data. This short course has potential to increase pilots’

interpretation of in-cockpit weather radar displays.

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Thank you!

[email protected]

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Comparison Study

2 x 3 Mixed Design Training (pre vs. post) Condition: 3 levels:

Embry-Riddle control group (Roberts et al., 2011 dataset)

Embry-Riddle experimental group (Roberts et al., 2011 dataset)

General Aviation group (Current dataset)▪ Randomly selected 30

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Interaction of Training and Condition

Radar Knowledge

Pretest Posttest0.00%

10.00%

20.00%

30.00%

40.00%

50.00%

60.00%

70.00%

80.00%

90.00%

100.00%

Radar Knowledge Scores

Control ERAUExperimental ERAUExperimental GA

Perc

ent

Corr

ect

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Interaction of Training and Condition

Scenario Test

Pretest Posttest0.00%

10.00%

20.00%

30.00%

40.00%

50.00%

60.00%

70.00%

80.00%

90.00%

100.00%

Scenario Scores

Control ERAUExperimental ERAUExperimental GA

Perc

ent

Corr

ect

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Interaction of Training and Condition

Self-Efficacy

Pretest Posttest0

1

2

3

4

5

6

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Self-Efficacy Responses

Control ERAUExperimental ERAUExperimental GA

Responses

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Discussion

All performed significantly better than the ERAU control group

GA pilots outperformed the ERAU pilots GA pilots draw from greater experience? Course instructor was more effective in

the GA condition? GA pilots more motivated?

Overall, course has strong potential to help GA pilots understand NEXRAD

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Thank you!

[email protected]

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MANOVA Results

Significant main effect of training (pre vs. post) Wilks lambda F(3, 67) = 142.24, p

= .001, η2 = .86.4 Significant main effect of location

Wilks lambda F(6, 134) = 3.00, p = .009, No significant interaction

F(6, 134) = .76, p = .605

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Location: Univariate follow-up

MANOVA revealed significant effect of location

Univariate revealed no main effect for location Radar Knowledge: F(2, 69) = .877, p

= .420 Scenario: F(2, 69) = 2.05, p = .136 Self-Efficacy: F(2, 69) = .239, p = .788

Uneven groups

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Results: MANOVA (Analysis 2)

MANOVA revealed a significant main effect for each: Condition: F(6, 170) = 16.09, p ≤ .001,

η2 = .36

Training: F(3, 85) = 40.54, p ≤ .001, η2 = .58

Condition x Training: ▪ F(6, 170) = 31.16, p ≤ .001, η2 = .52.

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Means (Analysis 2)

 

PretestMean SD  

PosttestMean SD

Radar Knowledge Scores          

Control ERAU 65.00% 8.77%   55.66% 9.79%

Experimental ERAU 66.15% 8.08%   79.80% 7.60%

Experimental GA 56.04% 12.55%   76.59% 11.38%

           

Scenario Scores          

Control ERAU 57.11% 14.72%   56.86% 13.23%

Experimental ERAU 62.00% 13.80%   75.76% 10.69%

Experimental GA 64.04% 15.64%   86.14% 10.20%

           

Self Efficacy Scores

         

Control ERAU 2.59 1.23   2.49 1.1

Experimental ERAU 3.18 0.968   4.02 0.6498

Experimental GA 3.42 0.41   3.83 0.533