Develop a mathematical model of the performance of a plastic bonding process given the process data shown in the table below for the situation where the time indicated is related to the time that the plastic sample is clamped after the binder is applied. Time Binding strength achieved 0.000 0.000 0.250 -0.043 0.500 0.542 0.750 0.934 1.000 0.997 1.250 0.958 1.500 0.954 1.750 0.980 2.000 0.997 2.250 1.000 2.500 0.998 Make sure that your model is a typical input-output type model and that you give the full explanation for the result. Describe any approximations, assumptions, and modeling decisions you make. Your model should be in the form of: ?(?) = ?(?, ??????????) ??? ? ≥ 0
Develop a mathematical model of the performance of a plastic bonding process given the process data shown in the table below for the situation where the time indicated is related to the time that the plastic sample is clamped after the binder is applied. Time Binding strength achieved 0.000 0.000 0.250 -0.043 0.500 0.542 0.750 0.934 1.000 0.997 1.250 0.958 1.500 0.954 1.750 0.980 2.000 0.997 2.250 1.000 2.500 0.998 Make sure that your model is a typical input-output type model and that you give the full explanation for the result. Describe any approximations, assumptions, and modeling decisions you make. Your model should be in the form of: ?(?) = ?(?, ??????????) ??? ? ≥ 0
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Question
Develop a mathematical model of the performance of a plastic bonding process given
the process data shown in the table below for the situation where the time indicated is
related to the time that the plastic sample is clamped after the binder is applied.
Time Binding strength
achieved
0.000 0.000
0.250 -0.043
0.500 0.542
0.750 0.934
1.000 0.997
1.250 0.958
1.500 0.954
1.750 0.980
2.000 0.997
2.250 1.000
2.500 0.998
Make sure that your model is a typical input-output type model and that you give the
full explanation for the result. Describe any approximations, assumptions, and
modeling decisions you make. Your model should be in the form of:
?(?) = ?(?, ??????????) ??? ? ≥ 0
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