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   Application of Stochastic Differential Equation As A Mathematical Model To Bombing  
   
DOR 20.1001.2.9819137054.1398.1.1.59.9
نویسنده - - ,- - ,- - ,- -
منبع كنفرانس ملي مدل‌سازي رياضي و روش‌هاي محاسباتي در علوم و مهندسي - 1398 - دوره : 1 - اولین کنفرانس ملی مدل‌سازی ریاضی و روش‌های محاسباتی در علوم و مهندسی - کد همایش: 98191-37054 - صفحه:1 -8
چکیده    It's often said that mathematical modeling plays the most important role in understanding a phenomenon. a mathematical model is a description of a system using mathematical concepts and formulas. the main focus of this paper is to obtain a stochastic differential equation for the falling object, some numerical solution is achieved. the type of stochastic differential equation is mean reverting (mrsde). there is always some kind of noise in reality. in this paper assumed the velocity of the falling body is corrupted by the normal distribution white noise. many types of noise can apply to the obtained model. some approaches to improving the model are listed on future suggestions research.
کلیدواژه Mean Reverting Equation ,Stochastic Differential Equation ,Sde Applications ,Falling Object
آدرس Yadegar Emam Azad University, Iran, Shahid Beheshti University, Iran, Emam Ali University, Iran, Yadegar Emam Azad University, Iran
پست الکترونیکی mo_khosrotash@yahoo.com
 
     
   
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