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Asymptomatic Screening of Clients on Opioid Substitution Therapy for Tuberculosis: An Experience from India
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作者 Banuru Muralidhara Prasad Mandeep Singh +4 位作者 mukesh gupta Thekkur K. Pruthu Rajeev Kumar Parmesh C. Bhatnagar Sarabjit Singh Chadha 《Journal of Tuberculosis Research》 2019年第3期131-134,共4页
Clients on Opioid Substitution Therapy (OST) may be at risk of TB. We screened for tuberculosis in asymptomatic OST clients using Chest-X-ray (CXR) and sputum from those with CXR suggestive of TB were tested using Xpe... Clients on Opioid Substitution Therapy (OST) may be at risk of TB. We screened for tuberculosis in asymptomatic OST clients using Chest-X-ray (CXR) and sputum from those with CXR suggestive of TB were tested using Xpert MTB/Rif. Among 472 who underwent CXR, 0.1% had CXR suggestive of TB. The number needed to screen was 118 clients for one CXR suggestive of TB. All four clients with CXR suggestive of TB underwent MTB/Rif assay and one was diagnosed with TB. The TB patient was asymptomatic and could have been missed through the passive approach. We recommend further studies to explore ACF among OST clients. 展开更多
关键词 OST TUBERCULOSIS Active Case Finding SCREENING CHEST X-Ray
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Trigonometric tension B-spline collocation approximations for time fractional Burgers’equation
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作者 Brajesh Kumar Singh mukesh gupta 《Journal of Ocean Engineering and Science》 SCIE 2024年第5期508-516,共9页
This manuscript’s aim is to form and examine the numerical simulation of Caputo-time fractional nonlinear Burgers’equation via collocation approach with trigonometric tension B-splines as base functions.First,L 1 di... This manuscript’s aim is to form and examine the numerical simulation of Caputo-time fractional nonlinear Burgers’equation via collocation approach with trigonometric tension B-splines as base functions.First,L 1 discretization formula is utilized for the time fractional derivative and after linearizing the nonlinear term,the trigonometric tension B-spline interpolants are utilized to get a system of simultaneous linear equations that are solved via Gauss elimination method.Thus,numerical approximation at the desired time level is obtained.It is demonstrated via von-Neumann approach that proposed scheme produces stable solutions.The results of six different test examples having their analytical solutions are compared with the results in the literature to validate the accuracy and efficiency of the scheme. 展开更多
关键词 Fractional Burgers’equation Trigonometric tension B-spline Collocation scheme Gauss elimination method
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