| Literature DB >> 30649650 |
Justin Ryan1,2,3, Jonathan Plasencia4,5, Randy Richardson6, Daniel Velez4, John J Nigro7,4, Stephen Pophal4, David Frakes5.
Abstract
BACKGROUND: 3D printing is an ideal manufacturing process for creating patient-matched models (anatomical models) for surgical and interventional planning. Cardiac anatomical models have been described in numerous case studies and journal publications. However, few studies attempt to describe wider impact of the novel planning augmentation tool. The work here presents the evolution of an institution's first 3 full years of 3D prints following consistent integration of the technology into clinical workflow (2012-2014) - a center which produced 79 models for surgical planning (within that time frame). Patient outcomes and technology acceptance following implementation of 3D printing were reviewed.Entities:
Keywords: 3D printing; Congenital heart disease; Patient outcomes; Retrospective chart review
Year: 2018 PMID: 30649650 PMCID: PMC6223396 DOI: 10.1186/s41205-018-0033-8
Source DB: PubMed Journal: 3D Print Med ISSN: 2365-6271
Fig. 1An overview of the anatomical model creation process: a the patient receives a CT or MRI scan producing b slice images; c the images are reconstructed into a 3D computational model; and d the computational model is printed with a 3d printer. Please see the 2016 publication by Yoo et al. for a thorough review of the anatomical modeling process
ANOVA tables for the effect of anatomical model in planning for truncus cases. Response variable is case length of time
| Case length of time (anatomical model vs Traditional Planning): Truncus | |||||
|---|---|---|---|---|---|
| Source | D.F. | Adj. S.S. | Adj. M.S. | F-Value | P-Value |
| 3DP | 1 | 11,267 | 11,267 | 1.47 | 0.271 |
| Error | 6 | 45,959 | 7660 | ||
| Total | 7 | 57,226 | |||
| Planning | N | Mean (minutes) | St.Dev | 95 C.I. | |
| SoC | 6 | 321.7 | 95.9 | (234.2, 409.1) | |
| 3DP | 2 | 235.00 | 1.41 | (83.57, 386.43) | |
Case length of time’s Cohen’s d effect size was very large (1.278) suggesting a practical difference between SoC and 3DP case length of time for Truncus patient cases. Similar to the DORV patients, this very large effect size strongly suggests the poor p-value may be related to the study population size, not the variance or mean difference
ANOVA table illustrating the effect of anatomical model-based planning on case length of time. Green cells illustrate the lower, preferred mean time for surgeries planned with an anatomical model. Anatomical models are abbreviated as 3DP. Abbreviations: D.F. is degrees of freedom, Adj. S.S. is adjusted sum of squares, Adj. M.S. is adjusted mean squares, St.Dev is standard deviation, and C.I. is confidence interval
| Case length of time (anatomical model vs Traditional Planning): all included patients | |||||
|---|---|---|---|---|---|
| Source | D.F. | Adj. S.S. | Adj. M.S. | F-Value | |
| 3DP | 1 | 1916 | 1916 | 0.18 | 0.674 |
| Error | 144 | 1,557,292 | 10,815 | ||
| Total | 145 | 1,559,208 | |||
| Planning | N | Mean (minutes) | St.Dev | 95 C.I. | |
| SoC | 113 | 229.33 | 101.81 | (209.99, 248.66) | |
| 3DP | 33 | 220.7 | 111.3 | (184.9, 256.4) | |
Case length of time’s Cohen’s d effect size was small (0.081) suggesting no practical difference between SoC and 3DP case length of time for all patient cases
Contingency tables illustrating the effect of anatomical model-based planning on 30-day readmission and 30-day mortality. Fisher’s exact test was used to determine probability for the rejection of the stated null hypothesis
| 30-day Readmission (anatomical model vs Traditional Planning): all included patients | ||||
|---|---|---|---|---|
| Count Total% | No 30-day Readm. | 30-day Readm. | Total | Fisher’s Exact Test |
| SoC | 31 | 78 | 109 | Null Hypothesis: |
| 3DP | 12 | 18 | 30 | |
| Total | 43 | 96 | 139 | |
Contingency tables illustrating the effect of anatomical model-based planning on 30-day readmission and 30-day mortality. Fisher’s exact test was used to determine probability for the rejection of the stated null hypothesis
| 30 day Mortality (anatomical model vs Traditional Planning): all included patients | ||||
|---|---|---|---|---|
| Count Total% | No 30-day Mort. | 30-day Mort. | Total | Fisher’s Exact Test |
| SoC | 111 | 2 | 113 | Null Hypothesis: |
| 3DP | 33 | 0 | 33 | |
| Total | 144 | 2 | 146 | |
ANOVA tables for the effect of anatomical model in planning for DORV-TGA cases. Response variable is case length of time
| Case length of time (Anatomical Model vs Traditional Planning): DORV (TGA-type) | |||||
|---|---|---|---|---|---|
| Source | D.F. | Adj. S.S. | Adj. M.S. | F-Value | |
| 3DP | 1 | 26,368 | 26,368 | 1.88 | 0.207 |
| Error | 8 | 111,962 | 13,995 | ||
| Total | 9 | 138,330 | |||
| Planning | N | Mean (minutes) | St.Dev | 95 C.I. | |
| SoC | 8 | 359.4 | 118.4 | (262.9, 455.8) | |
| 3DP | 2 | 231.0 | 117.4 | (38.1, 423.9) | |
Case length of time’s Cohen’s d effect size was large (1.098) suggesting a practical difference between SoC and 3DP case length of time for DORV patient cases. This large effect size further suggests the study p-value was likely poor because the study population size not due to poor trends
Technology acceptance model survey responses for the utility of anatomical models for surgical planning
| Technology Acceptance Model Survey (19 responses) | ||
|---|---|---|
| Question | % | Answer |
| 1. Was a 3D printed model used for the preparation of or during surgery/intervention? (19 applicable cases) | 21.1% | Yes |
| 78.9% | No | |
| 2. In your opinion, did use of the 3D printed model enhance your ability to execute a surgical repair? (4 applicable cases) | 100% | Yes |
| 0.00% | No | |
| 3. If no 3D model was used but CT/MR was used, did you note any additional morphological defects or unexpected variations unseen in the planning process? (14 applicable cases) | 21.4% | Yes |
| 78.6% | No | |
| 4. Please provide any additional information describing the impact of the 3D printed model during the planning or execution of this patient’s surgery? | (free text response) | |