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Problem 1: A calibration equation for a temperature sensor calibrated for 100 ≤ T ≤ 500K is give as R = 1.25 - 0.03T + 5 * 10-4T2 + 1 * 10-6T3 (with R in Ω and T in K). Determine the sensitivity of the temperature sensor at T = 300 K.
Problem 2: What type of strain gauge should be used for an application where the axes of the principal stresses are unknown?
Problem 3: For pipe flow, the Reynolds number for the flow is given as Re = ρVD/µ. In an experiment using water (ρ = 1000kg/m3), the following results were measured:
D = 0.5 ± 0.05mm, V = 10 ± 0.05 m/s, µ = 0.001 ± 5 * 10-6 Pa.s.
a. Calculate the value of the Reynolds number (Re) and its uncertainty.
b. Which of the three measured results contributed the most to the uncertainty of Re?
c. If one could only reduce the uncertainty of one of the three measured results, which one should be reduced in order to minimize the uncertainty of Re?
what is the engineering ethics course where to write about any engineering ethical case and discuss the ethical issue?
what is the engineering ethics case related to civil engineering with reference and discuss all the engineering ethics issues which covered the "Engineering etics concepte and cases?
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Ernst & young is currently providing support to various sectors. In this regards it was felt that if this report is able to document good practices currently being adopted or planned in ceramic sector.
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