| Literature DB >> 34909729 |
Adam B Raff1, Antonio Ortega-Martinez2, Sidharth Chand3, Renajd Rrapi3, Carina Thomas4, Lauren N Ko3, Anna C Garza-Mayers3, Allison S Dobry3, Blair Alden Parry5, Richard Rox Anderson3,4, Daniela Kroshinsky1.
Abstract
Cellulitis is frequently misdiagnosed owing to its clinical mimickers, collectively known as pseudocellulitis. This study investigated diffuse reflectance spectroscopy (DRS) alone and in combination with infrared thermography (IRT) for the differentiation of cellulitis from pseudocellulitis. A prospective cohort study at an urban academic hospital was conducted from March 2017 to March 2018. Patients presenting to the emergency department with presumed cellulitis were screened for eligibility, and 30 adult patients were enrolled. Dermatology consultation conferred a final diagnosis of cellulitis or pseudocellulitis. DRS measurements yielded a spectral ratio between 556 nm (deoxyhemoglobin peak) and 542 nm (oxyhemoglobin peak), and IRT measurements yielded temperature differentials between the affected and unaffected skin. Of the 30 enrolled patients, 30% were diagnosed with pseudocellulitis. DRS revealed higher spectral ratios in patients with cellulitis (P = 0.005). A single parameter model using logistic regression on DRS measurements alone demonstrated a classification accuracy of 77.0%. A dual parameter model using linear discriminant analysis on DRS and IRT measurements combined demonstrated a 95.2% sensitivity, 77.8% specificity, and 90.0% accuracy for cellulitis prediction. DRS and IRT combined diagnoses cellulitis with an accuracy of 90%. DRS and IRT are inexpensive and noninvasive, and their use may reduce cellulitis misdiagnosis.Entities:
Keywords: CI, confidence interval; DRS, diffuse reflectance spectroscopy; IRT, infrared thermography
Year: 2021 PMID: 34909729 PMCID: PMC8659371 DOI: 10.1016/j.xjidi.2021.100032
Source DB: PubMed Journal: JID Innov ISSN: 2667-0267
Figure 1Screening and enrollment of the study. This flowchart shows study screening and enrollment.
Baseline Patient Demographics
| Characteristic | Total (n = 30) | Cellulitis (n = 21) | Pseudocellulitis (n = 9) | |
|---|---|---|---|---|
| Age, y, mean ± SD | 54 ± 18 | 48 ± 17 | 66 ± 16 | 0.013 |
| Gender, n (%) | 0.051 | |||
| Male | 18 (60) | 15 (71) | 3 (33) | |
| Female | 12 (40) | 6 (29) | 6 (67) | |
| Race, n (%) | 0.590 | |||
| White | 25 (84) | 17 (81) | 8 (89) | |
| Asian or Pacific Islander | 1 (3) | 1 (5) | 0 (0) | |
| American Indian | 0 (0) | 0 (0) | 0 (0) | |
| Black | 1 (3) | 1 (5) | 0 (0) | |
| Hispanic | 3 (10) | 2 (9) | 1 (11) | |
| Body area affected, n (%) | — | |||
| Head and neck | 3 (10) | 2 (10) | 1 (11) | |
| Upper extremity | 3 (10) | 3 (14) | — | |
| Lower extremity | 24 (80) | 16 (76) | 8 (89) | |
| Lesion laterality, n (%) | — | |||
| Unilateral | 28 (93) | 21 (100) | 7 (78) | |
| Bilateral | 2 (7) | — | 2 (22) |
Baseline demographics for patients with cellulitis and pseudocellulitis.
Spectral Ratios for Patients with Cellulitis and Pseudocellulitis
| Ratio of 556/542 nm | Cellulitis | Pseudocellulitis |
|---|---|---|
| Mean | 1.0736 | 1.0159 |
| SD | 0.0472 | 0.0473 |
| n | 21 | 9 |
The mean of the spectral ratio between 556 nm (deoxyhemoglobin peak) and 542 nm (oxyhemoglobin peak) was calculated for the affected skin in patients with cellulitis and pseudocellulitis. The mean spectral ratios were compared using a two-sided Student’s t-test with a calculated P-value of 0.0048.
Figure 2Spectral ratio predictive model. Using logistic regression, we determined the probability of cellulitis on the basis of the spectral ratio (556/542 nm) of the affected skin. Red circles indicate patients with cellulitis, and blue circles indicate patients with pseudocellulitis. The 50% threshold corresponds to a spectral ratio of 1.012.
Estimation of Prediction Performance for Dual Parameter Model
| Statistic | Mean | Confidence Interval (2.5–97.5%) |
|---|---|---|
| Accuracy | 0.8681 | 0.7401–1.0000 |
| Sensitivity | 0.9138 | 0.7791–1.0000 |
| Specificity | 0.7766 | 0.4976–1.0000 |
| Positive predictive value | 0.9054 | 0.7888–1.0000 |
| Negative predictive value | 0.8611 | 0.6430–1.0000 |
Combinatorial resampling was used to predict the generalizability of the dual parameter model. A total of 215,460 different training and validation sets were used. The average classification performance is presented as a mean and confidence interval.
Figure 3Dual parameter predictive model and ROC curve. (a) A linear classifier was calculated for the thermal differences and the spectral ratios using a linear discriminant analysis technique. By changing the intercept of the line, optimal sensitivity and specificity of the classifier can be selected. We show a sensitivity of 95% (95% CI = 76‒100%), specificity of 78% (95% CI = 40‒97%), PPV of 91% (95% CI = 71‒99%), NPV of 88% (95% CI = 47‒100%), and accuracy of 90% (95% CI = 73‒98%). (b) ROC curve for predicting cellulitis in using spectral ratio predictive model alone and dual parameter predictive model. AUC, area under the curve; CI, confidence interval; deoxy, deoxyhemoglobin; NPV, negative predictive value; oxy, oxyhemoglobin; PPV, positive predictive value; ROC, receiver operating characteristic.
Figure 4Clinical imaging, thermal imaging, and diffuse reflectance spectroscopy of representative patients. Representative data for the affected and unaffected areas of skin. For the patient with cellulitis, the temperature difference (between the affected and the unaffected skin) was 1.4 °C. For the patient with pseudocellulitis, the temperature difference was –3.6 °C. Patients consented to the publication of their clinical images.