| Literature DB >> 25844062 |
Owen O'Sullivan1, Gabriella Iohom1, Brian D O'Donnell1, George D Shorten1.
Abstract
BACKGROUND: In preparing novice anesthesiologists to perform their first ultrasound-guided axillary brachial plexus blockade, we hypothesized that virtual reality simulation-based training offers an additional learning benefit over standard training. We carried out pilot testing of this hypothesis using a prospective, single blind, randomized controlled trial.Entities:
Keywords: Procedural training; Simulation; Technology-enhanced learning; Ultrasound-guided regional anesthesia; Validation; Virtual reality
Mesh:
Year: 2014 PMID: 25844062 PMCID: PMC4384236 DOI: 10.1186/1471-2253-14-110
Source DB: PubMed Journal: BMC Anesthesiol ISSN: 1471-2253 Impact factor: 2.217
Figure 1Configuration of simulator similar to that during trial.
Task, the feedback given and the proficiency level to be met
| Task | Feedback | Proficiency Level | |
|---|---|---|---|
|
| Identify the 4 relevant structures represented at a point in the axilla | Number of structures correctly identified | All four structures identified |
|
| Follow the course of two of these structures (median and ulnar nerves) from axilla towards the elbow, while keeping the structures in the centre of the virtual ultrasound screen | The amount (%) of the structure represented in the middle of the virtual ultrasound as a proportion of the total length of the structure (from axilla to elbow) (out of 100%) | Mean expert performance |
|
| Advance a virtual needle towards a specified target (median nerve) keeping the needle in plane during advancement | The proportion (%) of needle advancement which occurred "in plane" as a proportion of the total distance the needle tip advanced in the virtual arm | Mean expert performance |
|
| Trigger a virtual injectate at an appropriate distance from the target. | The distance from the needle tip to the target structure when injection triggered | Injection at a distance not less than the mean expert minimum distance and not more than the mean expert maximum distance. Needle tip must also be visualized at the time of triggering. |
Figure 2Study flow diagram.
Figure 3Sample instruction material.
Figure 4Sample end of session debrief.
Figure 5Automated login process.
Baseline participant data
| Simulation group (n = 4) | Control group (n = 6) | |
|---|---|---|
| Male: Female | 2: 2 | 5: 1 |
| Years Experience in practice of anesthesia [ | 5(0–12) | 4.5(0–22) |
| Previous Experience of Peripheral Nerve blockade with peripheral nerve stimulation | 0.5(0–4) | 1.5(0–3) |
| Previous Experience of Ultrasound-Guided Vascular Access | 2(0–4) | 1(0–5) |
| Previous Attendance at a Peripheral Nerve Blockade course (incorporating Ultrasound-Guided techniques) | 0.5(0–2) | 0(0–3) |
| Handedness | 3 Right +1 Ambidextrous | 6 Right |
Visuo-spatial and psychomotor testing
| Simulation group (n = 4) | Control group (n = 6) | Mann–Whitney’s U-tests | |
|---|---|---|---|
| Snowy pictures [mean(std dev)] | 13.3 (5.6) | 10 (4.8) | p = 0.285 |
| Shape memory test | 23.3 (4.6) | 12.3 (4.6) | p = 0.010* |
| Card rotation test | 21 (15.3) | 6.67 (10.7) | p = 0.165 |
| Pegboard - Sum Averages Right + Left + Both Hands | 45.1 (8.0) | 43.1 (5.3) | p = 0.522 |
| Pegboard – Assembly | 35.6 (7.8) | 32.3 (5.7) | p = 0.240 |
Legend: Visuo-spatial testing using Snowy Picture, Shape Memory and Card Rotation Tests (Educational Testing Service) and psychomotor assessment using the Grooved Pegboard (Lafayette Instruments).
*p<0.05.
Primary and secondary outcome measures
| Simulation group (n = 4) | Control group (n = 4) | Mann–Whitney’s U-tests | |
|---|---|---|---|
|
| 32.9 (11.1) | 31.5 (4.2) | p = 0.885 |
|
| 18.4 (5.8) | 15.8 (1.7) | p = 0.561 |
|
| 14.5 (5.4) | 15.8 (4.6) | p = 0.564 |
Participant assessment of content and delivery of the traditional training
| Simulation group (n = 4) | Control group (n = 6) | Mann –Whitney’s U-tests | ||
|---|---|---|---|---|
|
|
| 10 (10–10) | 10 (8–10) | p = 0.224 |
|
| 10 (10–10) | 8 (8–9) | p = 0.005* | |
|
| 10 (10–10) | 8 (8–9) | p = 0.005* | |
|
|
| 10 (9–10) | 8 (8–10) | p = 0.040* |
|
| 8 (7–10) | 8 (6–10) | p = 0.904 | |
|
|
| 10 (10–10) | 10 (9–10) | p = 0.221 |
|
| 10 (9–10) | 9 (5–10) | p = 0.069 | |
|
|
| 10 (10–10) | 10 (9–10) | p = 0.414 |
|
| 10 (10–10) | 9.5 (3–10) | p = 0.114 |
*p<0.05.