MODEL MATEMATIKA CO-INFECTION TUBERKULOSIS DAN COVID-19 DENGAN INTERVENSI OBAT ANTI TUBERKULOSIS (OAT)

SAFIRA PUTRI ISLAMIATI, . (2021) MODEL MATEMATIKA CO-INFECTION TUBERKULOSIS DAN COVID-19 DENGAN INTERVENSI OBAT ANTI TUBERKULOSIS (OAT). Sarjana thesis, UNIVERSITAS NEGERI JAKARTA.

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Abstract

SAFIRA PUTRI ISLAMIATI. Mathematical Modelling of Tuberculosis and COVID19 Co-Infection with Anti-Tuberculosis Drugs Intervention. Mini Thesis, Mathematics, Faculty of Mathematics and Natural Science, State University of Jakarta. June 2021. COVID-19 dan tuberkulosis merupakan penyakit menular mematikan dengan gejala yang hampir sama. Apabila kedua infeksi ini menyerang suatu inang, risiko kematian yang diberikan akan sangat tinggi. Penelitian ini membentuk dan menganalisis model penyebaran co-infection tuberkulosis dan COVID-19 dengan intervensi obat OAT. Model ini menghasilkan titik ekuilibrium bebas penyakit model co-infection tuberkulosis dan COVID-19 yang memenuhi keadaan stabil ketika bilangan reproduksi dasar atau jumlah penularan sekunder kurang dari 1. Simulasi numerik dilakukan dengan nilai parameter yang diperoleh dari data kondisi tuberkulosis dan COVID-19 di Indonesia per Maret 2020 hingga Maret 2021, beserta dengan hasilnya dalam bentuk grafik. Berdasarkan nilai parameter model, diperoleh bilangan reproduksi dasar sebesar 0.1819422898. Artinya tidak terdapat penularan co-infection TB dan COVID-19 di dalam populasi. ********** SAFIRA PUTRI ISLAMIATI. Mathematical Modelling of Tuberculosis and COVID19 Co-Infection with Anti-Tuberculosis Drugs Intervention. Mini Thesis, Mathematics, Faculty of Mathematics and Natural Science, State University of Jakarta. June 2021. Tuberculosis and COVID-19 are deadly infectious diseases with similar symptoms which mostly attacks lung. When these infections conduct in a single host simultaneously, it will give a low chance of survival. This thesis constructed and analyzed a compartmental tuberculosis and COVID-19 co-infection with anti-tuberculosis drugs intervention model. Our model claimed that the equilibrium point of the co-infection model is stable when the basic reproduction number or the number of the secondary infections is below 1. Numeric simulation was given, using parameter value calculated from the data of tuberculosis and COVID-19 situation in Indonesia period of March 2020 until March 2021 along with the result displayed in graphic. The basic reproduction number were obtained accordingly with the parameter value by 0.1819422898. This means, there are no TB and COVID-19 co-infection transmission inside the population. Keywords. Epidemiology, Infectious Disease, SARS-Cov-2, Pandemic.,

Item Type:	Thesis (Sarjana)
Additional Information:	1). Eti Dwi Wiraningsih, S.Pd., M.Si. ; 2). Devi Eka W. M., S.Pd., M.Si.;
Subjects:	Sains > Sains, Ilmu Pengetahuan Alam Sains > Matematika > Software, Sistem Informasi Komputer
Divisions:	FMIPA > S1 Matematika
Depositing User:	Users 12138 not found.
Date Deposited:	06 Sep 2021 02:52
Last Modified:	06 Sep 2021 02:52
URI:	http://repository.unj.ac.id/id/eprint/18441

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