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IJESMSeptember 2014Volume 3, Issue 3ISSN: 23200294___ A MATHEMATICAL MODELLING TO STUDY RADIAL TEMPERATURE DISTRIBUTION IN HUMAN LIMBS Sonia Shivhare* Yogesh Shukla* ABSTRACT An attempt has been made
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01
Identify the problem you want to solve using mathematical modeling.
02
Gather relevant data and information related to the problem.
03
Define the variables that will be used in your model.
04
Choose the appropriate mathematical techniques or methods to represent the relationships between the variables.
05
Formulate the mathematical model based on the identified variables and relationships.
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Analyze and solve the model using suitable computational tools or mathematical methods.
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Mathematical modeling is a method of representing real-world phenomena or systems using mathematical language and concepts to better understand, analyze, and predict behaviors.
Typically, organizations, researchers, and professionals who engage in scientific studies or projects that require structured mathematical analysis must file a mathematical modeling report.
To fill out a mathematical modeling report, one should gather relevant data, define the problem, create equations representing the situation, solve the equations, and then present the findings in a clear and structured format.
The purpose of mathematical modeling is to provide insights and solutions to complex problems by simulating real-world processes and predicting outcomes based on various scenarios.
A mathematical modeling report should include the problem statement, methodology, model equations, assumptions, results, analysis, and conclusions.
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