Application of reference air kerma alert levels for pediatric fluoroscopic examinations

The purpose of this study was to provide an empirical model to develop reference air kerma (RAK) alert levels as a function of patient thickness or age for pediatric fluoroscopy for any institution to use in a Quality Assurance program. RAK and patient thickness were collected for 10&663 general...

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Bibliographic Details
Published in:Journal of applied clinical medical physics 2022-09, Vol.23 (9), p.e13721-n/a
Main Authors: Somasundaram, Elanchezhian, Brady, Samuel L., Strauss, Keith J.
Format: Article
Language:English
Subjects:
Abdomen
Adults
Age
alert levels
diagnostic reference levels
entrance skin dose
fluoroscopy
Patients
pediatric
Pediatrics
Radiation
radiation dose
reference air kerma
Regression analysis
Skin
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Summary:The purpose of this study was to provide an empirical model to develop reference air kerma (RAK) alert levels as a function of patient thickness or age for pediatric fluoroscopy for any institution to use in a Quality Assurance program. RAK and patient thickness were collected for 10&663 general fluoroscopic examinations and 1500 fluoroscopically guided interventions (FGIs). RAK and patient age were collected for 6137 fluoroscopic examinations with mobile‐C‐arms (MC). Coefficients of linear regression fits of logarithmic RAK as a function of patient thickness or age were generated for each fluoroscopy group. Regression fits of RAK for 50%, 90%, and 98% upper prediction levels were used as inputs to derive an empirical formula to estimate alert levels as a function of patient thickness. A methodology is presented to scale results from this study for any patient thickness or age for any institution, for example, the patient thickness dependent RAK alert level at the top 1% of expected RAK can be set using the 98% upper prediction interval boundary given by: RAK98%=em.xavg+s98.ĉ${\rm{RAK}}_{98\% } = {e}^{m.{x}_{{\rm{avg}}} + {s}_{98}.\hat{c}}\ $, where xavg is the institute's average patient thickness or age, and ĉ$\hat{c}$ is the intercept based on the average RAK of the patient population calculated as ĉ=ln(RAKavg)−m.xavg.RAKavg$\hat{c} = \ln ( {{\rm{RAK}}_{{\rm{avg}}} )\ - m.{x}_{{\rm{avg}}}{\rm{.RA}}{{\rm{K}}}_{{\rm{avg}}}$ is the institution's average RAK (mGy). m and s98 are constants presented for each type of fluoroscope and RAK group and represent slope of the fit and scale factor, respectively. An empirical equation, which estimates alert levels expressed as air Kerma without backscatter at the interventional reference point as a function of patient thickness or age is provided for each fluoroscopic examination type. The empirical equations allow any facility with limited data to scale the results of this study's single facility data to model their practice's unique RAK alert levels and patient population demographics to establish pediatric alert levels for fluoroscopic procedures.
ISSN:1526-9914
1526-9914
DOI:10.1002/acm2.13721