Garuda - Garba Rujukan Digital

p-Index From 2021 - 2026

2.757

P-Index

This Author published in this journals

All Journal Jurnal Teknologi Pendidikan Jurnal Pengabdian UntukMu NegeRI INVOTEK: Jurnal Inovasi Vokasional dan Teknologi Jurnal Inotera Jurnal Teknik Informatika UNIKA Santo Thomas JPTE: Jurnal Pendidikan Teknik Elektro Jurnal Teknik Informatika Unika Santo Thomas (JTIUST) JURNAL TEKNOLOGI INFORMASI & KOMUNIKASI DALAM PENDIDIKAN Perwira Journal of Science and Engineering (PJSE) Jurnal Masyarakat Indonesia Impression : Jurnal Teknologi dan Informasi Global Advances in Science, Engineering & Technology (GASET)

Eka Dodi Suryanto

Universitas Negeri Medan

Author-ID : 2401210

Religion Automotive Engineering Chemical Engineering, Chemistry & Bioengineering Civil Engineering, Building, Construction & Architecture Computer Science & IT Control & Systems Engineering Decision Sciences, Operations Research & Management Economics, Econometrics & Finance Education Electrical & Electronics Engineering Energy Engineering Industrial & Manufacturing Engineering Languange, Linguistic, Communication & Media Law, Crime, Criminology & Criminal Justice Materials Science & Nanotechnology Mechanical Engineering Social Sciences Transportation Other

Published : 22 Documents Claim Missing Document

Claim Missing Document

Articles

Title

Mathematical Modeling of SEIR Type to Controlling Diabetes Mellitus Disease Using Insulin Asmaidi Asmaidi; Eka Dodi Suryanto
Jurnal Inotera Vol. 2 No. 2 (2017): July-December 2017
Publisher : LPPM Politeknik Aceh Selatan

In this research the developed model is SEIR type mathematical modeling using insulin as a form of treatment. SEIR is abbreviation of susceptible (S), exposed (E), infected (I) and recovered (R). Expected goals include to making mathematical models for spread of diabetes mellitus, fixed point determination and basic reproduction number, stability analysis of fixed point, simulation of fixed point stability, simulation of population behavior to know the strategy of controlling diabetes mellitus. Analytical and numerical analysis results were obtained two fixed points, namely the point of no disease (disease-free equilibrium) and the point of disease (endemic equilibrium). Stability analysis of each fixed point indicates that the fixed point there is no stable disease when R0 < 1, whereas the fixed point there is stable disease when R0 > 1. Numerical simulations show that, with reduced Susceptible population contact rate with the exposed population causing to decrease, so the spread of the disease does not appear in the population. These results indicate that one strategy of controlling the spread of diabetes mellitus can be done by reducing the rate of contact susceptible population with eksposed.

Mathematics Modeling of Diabetes Mellitus Type SEIIT By Considering Treatment And Genetic Factors Asmaidi Asmaidi; Eka Dodi Suryanto
Jurnal Inotera Vol. 3 No. 1 (2018): January-June 2018
Publisher : LPPM Politeknik Aceh Selatan

SEIIT stands for Susceptible (S), Exposed (E), Infected population untreated (I) and Infected population treated (IT). Infected groups consisted in two categories, untreated (I) and with treatment (IT) by presented to insulin. Susceptible shifted to exposed by gene. Prefered outcomes are mathematical models for diabetes mellitus type SEIIT, conventional type, determining breakpoint and basic reproduction number, breakpoint analysis, breakpoint stability simulation. The results were mathematical models or diabetes mellitus compartment charts/diagrams. These diagram were both analysed analitically and numerically. The analyses presented two fixed points, with desease and without desease. Each point was analysed by its basic reproduction number, analitically and numerically, at fixed points without desease Ro < 1, while the other Ro > 1. Human population at condition Ro < 1 tent to move from susceptibel from the initial standpoint and becomes stabilized at . Proportion of exposed (e) is diminishing from the starting point and stabilized at e = 0. Infected untreated dimished from the initial stage and stabilized at i = 0 . Infected with treatment (iT) was increased from initial point, diminished and stabilized at iT = 0. Human behavior when R0 > 1, susceptible (s) increased at the beginning then fluctuated, stabilized finally at . Exposed (e) lower at first then stabilized at . Untreated infected group (i) lower from initial then stabilized when .00393. Treatment group initiate an increasing value, then fluctuated and stabilized at .

Co-Authors Affandi, Marwan Amirhud Dalimunthe Arie Budiansyah Arief Rahma Septian Asmaidi Asmaidi Asmaidi Asmaidi Asmaidi Asmaidi Azmi Rizki Lubis Bakti Dwi Waluyo Candra, Rudi Arif Christin Erniati Panjaitan Dani Solihin, Muhammad Denny Haryanto Sinaga Despaleri Perangin-angin Elvana, Ayu Erita Astrid Erwinsyah Sipahutar Firmansyah Putra Hutajulu, Olnes Y. Januariyansah, Sapitri Jasman Wanfaber Parningotan Saragih Khairat, Ruziqna Marwan Affandi Marwan Affandi Maulana, Bagoes Muchsin Harahap Muhammad Ashari Muhammad Dani Solihin Muhammad Isnaini Muhammad Isnaini muhsin, Muhsin Harahap Nisa, Rahmatul Reni Rahmadani Ressy Dwitias Sari Rosma Siregar Rudi Salman Saragi, Dian Putra Sari, Angereiny Citra Sitorus, Abram Jonathan Sitorus, Farid Wajdy Sukarman Purba Sukarman Purba Syahputra, Fahmy Yoakim Simamora

Title Search

Found 2 Documents Search Journal : Jurnal Inotera

Abstract

Abstract

Title

Found 2 Documents
Search
Journal : Jurnal Inotera