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A stress of 2 MPa is required to stretch a 2 cm strip of excised porcine skin to 5 cm. After 2 hours in the same stretched position, the relaxation time was 1.45 hours. Assume the properties of skin do not vary appreciably during the experiment. What is the new exerted stress

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Answer:

502.2 kPa

Step-by-step explanation:

Stress at any instance, t can be given by


\sigma (t)=\epsilon_o Ee^(-(t/\tau))

Strain,
\epsilon=\frac {\triangle l}{l}=\frac {5-2}{2}=1.5


E=\frac {Stress}{Strain}=\frac {2}{1.5}=1.333333\approx 1.33

Therefore, after 2 hours where t=2 then


\sigma (2)=1.5* 1.33 Mpa e^(-(2/1.45))\approx 502.2 KPa

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