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Problem Set # 6 (1 block total) Complete the following problem presented to you on Monday, March 28th (Le Problem Set 6: Step Current Setup Part 1. Consider cylindrical nerve fiber of radius 40 um covered by a thin film of thickness 30um. The conductivity of the nerve fiber and fluid film are given at 1.0 S/m and 2.0 S/m respectively. 1. Solve for R, and R., and further determine r., r.. 2. Determine the length constant when R= 10.0 kn. m Part 2. We shall next probe this fiber with a step current, where we inject l, = 50 uA. Let the probe be denoted at position x = 0. 3. Draw out the appropriate experimental setup to solve Q4. 4. What would v (1.5 mm) be at steady-state? Be sure to additionally include the general form of the steady-state solution.
solution. Problem Set 6: Dimensionless Analysis Part 3: Continue with the cylindrical nerve fiber and the experiment setup from the previous page. Now onto the Dimensionless Analysis: 1. Let time constant t = 1. Determine the fraction of steady-state reached by v for λ = [0, 6]. This is a plot mapping the ratio of time-dependent vm(2, t) vs vm at steady-state. 2. From this plot, what are these ratios at 0.52, 1.5, and 2.5? Further comment on the plot when exceeding 32. 3. Finally, what would the behavior be for different t?
Problem Set # 6 (1 block total) Complete the following problem presented to you on Monday, March 28th (Le Problem Set 6:
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Problem Set # 6 (1 block total) Complete the following problem presented to you on Monday, March 28th (Le Problem Set 6:
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