Question

Suppose two materials: (1) titanium and (2) a new synthetic polymer are tested by hanging a mass from a test sample made from each material. Both samples have an initial length of and a cross-section area of . The synthetic polymer is know to behave similarly to the Kelvin-Voigt model, and has parameters and . Use MATLAB to plot the deformation in each specimen for the first ten seconds of the test. Neglect the mass of each test specimen, and assume that the hanging mass is instantly applied to each material at time .

Answer 1

The experiment involves testing the deformation of titanium and a synthetic polymer specimen. MATLAB can be used to plot the deformation in each material for the first ten seconds of the test.

Step-by-step explanation:

An experiment is conducted to test the deformation of a titanium specimen and a synthetic polymer specimen when a mass is applied to each. Assuming the synthetic polymer behaves according to the Kelvin-Voigt model, MATLAB can be used to plot the deformation in each specimen for the first ten seconds of the test. The parameters needed for the synthetic polymer are given as k = 0.006 N/m and η = 10 s.

Answer 2

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Step-by-step explanation:

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