Suharmadi Sanjaya - Matematika ITS. BACKGROUND A Good course has a clear purpose: Applied Mathematics is alive and very vigorous Teaching of Apllied Mathematics.

Slides:



Advertisements
Presentasi serupa
Review : Invers Matriks
Advertisements

Computational Physics
PERSAMAAN DIFERENSIAL (DIFFERENTIAL EQUATION)
Diferensial Fungsi Majemuk
KUSWANTO, SUB POKOK BAHASAN Mata kuliah dan SKS Manfaat Deskripsi Tujuan instruksional umum Pokok bahasan.
CONCURENCY CONTROL DISTRIBUTED DATABASE. M AIN TOPICS Transaction managements Centralized database Distributed database Consistency control Centralized.
Linear Equation. Example i1i1 i2i2 i3i3 V1V1 V2V2 R1R1 R2R2 R3R3 R4R4 R5R5.
Manajemen Proyek: Overview
Game Theory Purdianta, ST., MT..
INFINITIVE CLAUSES Infinitive clause is TO (untuk) that is put before original verb, if the words are preceded by: The other verbs To be Examples: Saya.
Korelasi Linier KUSWANTO Korelasi Keeratan hubungan antara 2 variabel yang saling bebas Walaupun dilambangkan dengan X dan Y namun keduanya diasumsikan.
K-Map Using different rules and properties in Boolean algebra can simplify Boolean equations May involve many of rules / properties during simplification.
TEKNIK PENGINTEGRALAN
Diferensial Fungsi Majemuk
Proses Stokastik Semester Ganjil 2013/2014
BLACK BOX TESTING.
Presented By : Group 2. A solution of an equation in two variables of the form. Ax + By = C and Ax + By + C = 0 A and B are not both zero, is an ordered.
1. Properties of Electric Charges 2. Coulomb’s law 3. The Electric Fields 4. Electrics Field of a Continuous Charge Distribution 5. Electric Field Lines.
BUDAYA ORGANISASI (Organizational Culture)
Mathematics III TS 4353 Class B
Permainan Metoda Grafik Pertemuan 11: Mata kuliah: K0194-Pemodelan Matematika Terapan Tahun: 2008.
Masalah Transportasi II (Transportation Problem II)
1 Dynamic Response: 1 st and 2 nd Order Systems March 24, 2004.
BAB 6 KOMBINATORIAL DAN PELUANG DISKRIT. KOMBINATORIAL (COMBINATORIC) : ADALAH CABANG MATEMATIKA YANG MEMPELAJARI PENGATURAN OBJEK- OBJEK. ADALAH CABANG.
HAMPIRAN NUMERIK SOLUSI PERSAMAAN NIRLANJAR Pertemuan 3
Verb Tense Tense denotes the time of the action indicated by a verb. The time is not always the same as that indicated by the name of the tense.
Dr. Nur Aini Masruroh Deterministic mathematical modeling.
1 HAMPIRAN NUMERIK SOLUSI PERSAMAAN LANJAR Pertemuan 5 Matakuliah: K0342 / Metode Numerik I Tahun: 2006 TIK:Mahasiswa dapat meghitung nilai hampiran numerik.
1 Pertemuan 11 Function dari System Matakuliah: M0446/Analisa dan Perancangan Sistem Informasi Tahun: 2005 Versi: 0/0.
MATRIKS.
Pasar Faktor Produksi.
Gunawan. SISTEM PENILAIAN KKomponen Penilaian : AAbsensi (10 %) TTugas/Quis (10 %) UUjian I (mid semester) (40 %) UUjian II (akhir semester)
Keuangan dan Akuntansi Proyek Modul 2: BASIC TOOLS CHRISTIONO UTOMO, Ph.D. Bidang Manajemen Proyek ITS 2011.
WELCOME TO ENGLISH CLASSROOM LANGUAGE.
Linear algebra Yulvi zaika.
HUKUM AMPERE.
LEARNING CYCLE Written by : Agung Purnomo Speaker by : Ust. Hannan.
Membangun Web Site“Cantik”
Proses astrofisika i SENSITIVITY TO INITIAL CONDITIONS
Cartesian coordinates in two dimensions
Menyelesaikan Masalah Program Linear
Cartesian coordinates in two dimensions
Social Role Theory and Health Profession
Parabola Parabola.
Software Engineering Rekayasa Perangkat Lunak
Review Operasi Matriks
Portofolio Campuran.
W1. About Social Informatics
BILANGAN REAL BILANGAN BERPANGKAT.
REAL NUMBERS EKSPONENT NUMBERS.
FACTORING ALGEBRAIC EXPRESSIONS
PERSAMAAN DIFERENSIAL (DIFFERENTIAL EQUATION)
Pertemuan 4 CLASS DIAGRAM.
Perhatikan gambar berikut ini baik-baik,
Analisis Korelasi dan Regresi Berganda Manajemen Informasi Kesehatan
Customer Relationship Management
How Can I Be A Driver of The Month as I Am Working for Uber?
Grow Your Social Media Communities
Don’t Forget to Avail the Timely Offers with Uber
Simultaneous Linear Equations
Speaking Strategies Applied by Students at “Kampung Inggris” in Pare Kediri Yudi Setyaningsih Universitas Ma Chung Malang.
THE INFORMATION ABOUT HEALTH INSURANCE IN AUSTRALIA.
Persamaan Schroedinger II Erwin Schrödinger ( ) A careful analysis of the process of observation in atomic physics has shown that the subatomic.
BAB 9 TEORI PRODUKSI. 2 Introduction Our focus is the supply side. The theory of the firm will address: How a firm makes cost-minimizing production decisions.
Right, indonesia is a wonderful country who rich in power energy not only in term of number but also diversity. Energy needs in indonesia are increasingly.
Al Muizzuddin F Matematika Ekonomi Lanjutan 2013
Rank Your Ideas The next step is to rank and compare your three high- potential ideas. Rank each one on the three qualities of feasibility, persuasion,
A SHORT ESSAY OF CIVIL ENGINEERING BY : ALFATIHATU RAHMI CIVIL ENGINEERING ENGINEERING FACULTY ANDALAS UNIVERSITY PADANG.
Wednesday/ September,  There are lots of problems with trade ◦ There may be some ways that some governments can make things better by intervening.
Transcript presentasi:

Suharmadi Sanjaya - Matematika ITS

BACKGROUND A Good course has a clear purpose: Applied Mathematics is alive and very vigorous Teaching of Apllied Mathematics need a fresh approach It must provide a frame work into which the applications will fit The central topics are : Differential Equations & Matrix Equations The Continous and Discrete

They reinforce each other because they go in paralel, one side is Calculus ; on the other is Algebra To see the cooperation between Calculus & Linear Algebra is to see one of the best parts of modern Applied Mathematics Background

The right approach is not to model a few isolated examples, but, the more important goal is to find ideas that are shared by a wide range of applications The contribution is to recognize and explain the underlying pattern It aims to explain what is essential as far as posible

Background Emphasis must go to Equilibrium equations ( Boundary Value problems (BVP ) ) & Dynamics Equations ( Initial Value Problems (IVP) ) Supported Subjects : Applied Analysis Mathematical Modelling & Optimization Scientific Computation ( Computer can do, without being dominated by it )

Dynamics & Equilibrium Discrete & Continous Calculus & Aljabar Matrix & Differential Equation System Ax = b 2 nd- Order Differential Equation One Variable Partial Differential Equations Two Point BVP Initial Value Problems BVP – Eliptic Laplace Poisson Mixed BVP & IVP Parabolics & Hyperbolics Establish Gaussian Elimination Matrix Factorization Technique Underlying Geometri Recognize The associated Minimum Principle Matrix PD Presentasi

Kompetensi  Kompetensi Utama: Mampu mengkonstruksi model matematika pada masalah diskrit & kontinyu (masalah Equilibrium & Dynamics ) serta melakukan simulasi model tersebut.  Kompetensi pendukung: Memahami konsep pemodelan matematika & simulasi  Kompetensi Lainnya Menguasai tehnik pemrogaman (m file & GUI Matlab ) Memahami konsep penelitian Memahami tatatulis ilmiah standar nasional

PERSAMAAN LINIER Model yang paling sederhana dan penting pada matematika terapan adalah sistem persamaan linier misalnya Sistem persamaan tersebut terdiri atas 2 anu dengan 2 persamaan, tentu saja sangat mudah untuk diselesaikan