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Sutrisno Sutrisno
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Journal : MATEMATIKA

 1 
Application of Model Predictive Control to Reduce The Vibrationof Two Connected Buildings Sutrisno Sutrisno; Dita Anies Munawarroh
MATEMATIKA Vol 18, No 1 (2015): Jurnal Matematika
Publisher : MATEMATIKA

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Abstract

In this paper, model predictive control (MPC) will be applied to reduce the vibration of two connected buildings (TCB) that can be caused by, for example, seismic activities. Mathematical model of TCB can be formulated as a linear time invariant state space equation. The state of this plant is the displacement of each building measured from the origin. We will regulate or bring the state to the origin as fast as possible with optimal control input. This optimal control input will be determined using MPC. We give a numerical simulation to observe how this control method is working. From the simulation result, MPC reduces the vibration of TCB and bring the displacement of each building to the origin faster than uncontrolled system.
MODEL DINAMIK TRANSMISIPENYAKIT HEPATITIS B TANPA KEKEBALAN Atik Rumariyanti; Kartono Kartono; Sutrisno Sutrisno
MATEMATIKA Vol 20, No 1 (2017): JURNAL MATEMATIKA
Publisher : MATEMATIKA

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Abstract

Liver is an important organ for humans. One of the liver disease that received both national and international attention is caused by Hepatitis B. Hepatitis B has the first rank in term of number and spread which it is transmitted through blood or body fluids. In this paper, we discussthe mathematical model in facing Hepatitis B spread.Firstly, we formulate the dynamics of Hepatitis B spread by dividing the population into five classes namely susceptible, exposed, infected, carrier and recovered subpopulation. By using the basic reproduction number value,we analyze the spread of Hepatitis B. From the result, the increasing of the recover rate for infected and carrier subpopulation and the decreasing of infected individu are the best strategy in order to make the rate of Hepatitis B spread is decreasing.
INTEGRASI NUMERIK MENGGUNAKAN METODE GAUS KUADRATUR DENGAN PENDEKATAN INTERPOLASI HERMIT DAN POLINOMIAL LEGENDRE Sutrisno sutrisno; R. Heri Soelistyo
MATEMATIKA Vol 12, No 3 (2009): JURNAL MATEMATIKA
Publisher : MATEMATIKA

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Abstract

Gaus Quadrature Formula is better alternative than Newton Cotes Formula. The principal of Gaus Quadrature Formula determine unequal interval to minimize the error of approximation of integration. Formulation Gaus Quadrature on limited interval for numerical integration can use Hermite Interpolation Formula. Then, using the properties of Legendre polynomial which orthogonal on [-1,1] can determined nodes and weights. So, based on nodes and weight can be determined a Gaus – Legendre Quadratur Formula.           
Co-Authors Abdul Aziz Rohman Hakim Abi Bakri Achmad Andri Yudiono Ade Zakiya Tasman Munaf Adi Widodo Adisty Dwi Treasa Aditiyono Aditiyono Adriana Ina Faot Aep Saepudin Catur Afrida Salfadani Afrinaldi Afrinaldi agus darmawan Agus Suyatno Agustian Suseno Ahmad Mustopa Aisatul Munawarah Al Amin Albertus Purwaka Ali Shodiqin Ali Taufan Alya Dyah Permatasari Permatasari Ambiro Puji Asmaroini Anastasia Lidya Maukar Andi Irwan Andi Lis Arming Gandini Andi Wahyudi Andreas Bayu Crisdiantoro Anik Suwarni Anna Roosdiana Ardhana Januar Mahardhani Arief Noviarakhman Zagladi Ariesta Mountia Aristanti Widyaningsih Asnul Sufmawan Atik Aryani Atik Rumariyanti Azharudin Azharudin Azi Wardiana Bambang Rahardjo BAYU KURNIAWAN Bobby Kurnia Putrawan Budi Hariono Budi Hasian Daulay Budi Santoso BUDI WIBOWO Burhan Indriawan Chairul Imron Chairul Muriman Setyabudi Chanif Mahdi Cholilul Chayati Christiani Hutabarat Citra Arta, Deddy Novie Dede Andriyan Deni Ainur Rokhim Dessy Purnama Sari Dessy Tria Shofiatun Ni’mah Dhian E. P. Harnandari Dhita Novia Ramadhani Diah Yuliana Dian Kristiana Dian Kusumaningtyas Diana Endah Dicky Tri Jatmiko Dita Anies Munawarroh Diva Riza Fahlefi Doris Noviani DWI CAHYONO Dwi Lindarto Dwi Purnomo Dwi rahayu Dwi Yuni Nur Hidayati Dyah Rachmawati Lucitasari Dyah Rosna Yustanti Toin Eddy Saputra Edi Priyanto Efrienni Efrienni Eka Destriyanto Pristi Ayuningtyas Elisabeth Ratnawati Ema Utami Emmy Darmawati Endro Wahyuno Erida Fadila Ernawati Ernawati Ervin Nurdiansyah Esa Julian Firdaus Eva Mardiana Hidayah Evi Indah Permata Sari F. Heru Widodo Faatin Sabrinatus Zahra Fajar Tri Aji Fajrinnisa Pranandavin Fakhruddin Al Farisy Farhan Firmansyah Firrdaus Zar’in Frans Jepi Nexon Gabriel Dhandi Gultom, Henry Casandra Gunawan MP Guntar Marolop S Hadi Cahyono Hariyanto Hartono Hartono Hayuni Retno Widarti Herdiyanti Herdiyanti Heri Prabowo Heriyanto Heriyanto Hirzi Hirzi Ida Prijatni Iding Wahidin ilham abu Ilman Firmansyah Imade Jiwa Astika Indartono Indartono Indra Perdana Indra Rukmono Indriasari, Ika Inggit Puji Astuti Ismahan Umran Ismi M. Edris Isti Prihatini Iwan Vanany Jauhari Arifin Jayen, Fredy Jefri Marzal Jihan Rusila Joko R. Witono Joni Irawan Kartono , Ken Warsy Triastuti Kentri Anggarina Gumanti Kharisma Devi Khoirunnisa Nabila Nur'aini Krisjentha Iffah Agustasari Kusworini Handono Lathiefatul Aghniyah Leo Agustino Liliek Winarti M Rheivan M. Yusuf Effendy M. Zaki Maulana Maemonah, Maemonah Mahbub Nuryadien Majaputera Karniawan Maragustam Maragustam Marhamah Marhamah Maria Ulfa Mayasari Tinambunan Mei Lestari Melina Dewi Astuti Mergy Gayatri Merry Muspita Dyah Utami Meta Arief Mhd Rafi Yahya Micheallea Shalsabella Marendra Miranda Zahro, Farajehan Mochammad Chaeron Mohd Ridwan Mudzanatun Mudzanatun Muh Ibnu Sholeh Muh. Ramli Muhamad Iqbal Haryo Pratomo Muhammad Miftahul Amin Muhammad Sultan Muhammad Sultan MUHAMMAD YUSUF Muhlis Muhlis Mukhamad Nooryanto Mulyani Mulyani Murni Murni N. Nurjanah Nafisha Khoiriyatussoliha Neneng Yani Yuningsih Ni Wayan Parwati Septiani Nor Rohmah Kurniawati Nugroho Noto Susanto Nurjanah Nurjanah Nurtina Irsad Rusdiani Nurul Kusuma Dewi Nurul Qomariah Okol Sri Suharyo Oluwadamilare Akingbade Pangi Pangi Prabowo Angga Sujarno Prayuningtyas Angger Wardhani Prianka Nastiti Prima Dewi Kusumawati Prita Putri Dianti Priyadi Hartoko PUJI LESTARI purwadi purwadi Putri Puspitasari PUTRI WULANDARI Putu A. Herliawati Qomarudin Qomarudin R. Heri Soelistyo Rachmat Triadi Rahma Azizah Azizah Rahmawati Nurdjannah Rahmawati Rahmawati Ratih Hesty Utami Ratna Diana Fransiska Raymond PT Rayung Wulan Redemtus Heru Tjahjana Reni Juliana Gultom Renny Anggraini Reza Andre Gunawan Rice Hernanda Ridwan Ridwan Risaldy Rizkhy Himawan Rita Meiriyanti Riza Umami Rizqi Dian Anditasari Rizqi Uswatun Khasanah Rokhani Hasbullah Rr Hawik Ervina Indiworo Ruminiati Ruminiati Runi Arrang Sabilul Kirom Safratilofa Safratilofa Saleh Hartaman Salsalina Susana Santy Afriana sarbullah sarbullah Sartika, Novi Dewi Sasangka Prasetyawan Satriyo Bawono Seno Darmanto Seri Hartati Setyorini, Noni Sevia Umi Wardini Sigit Wahyudi Silfia Sukma Rosa Siti Khodijah Siti Salachah Slamet Budijanto Slamet Wiharto Sri Mulyani Sri Rahmany Sri Wahyuni Sri Winarsih Srie Muldrianto Stevan Gea sudriyanto sudriyanto Sukiman Sukiman Sukron Niami Sumarsih Sumarsih Sunardi Sunardi sunardi sunardi Sunarko Sunarko Sunu Tikno Suprapto Suprapto Susanti Embong Bulan Susanti Susanti Suseno Nino Nino Susilawati Susilawati Sutarman Gafur Syahrizal Syahrizal Syaiful Bachri Syamsiah Syamsiah Syamsul Arifin Syamsul Yahya Tania Luciana Dewi Tarmizi Tarmizi Tatit Nurseta taufiq hidayat Tri Handoko Seto Tri Sumarsono Udisubakti Ciptomulyono Ulvia Fatkurin Fuad Umi Kalsum Wawan Kusdiana Widiyono Widiyono Widowati, Widowati Wisnu Pradana J Yahya Irwanto Yessie Christianto Yuana Yuana Yuanita Rizky Mamluati Yugopuspito, Pujianto Yuni Nia Purwanti Yunita Anindito Purwo Erdi Siwi Yunus Tete Konde yusak tanasyah Yusuf Umardani Zainal Abidin Zainal Syahlan Zhanda Dinda Sarrani Zul Hendri Zulpan Zulpan