B5 Consider a steel bridge that deteriorates continuously with time due to corrosion. The initial structure...
B5 Consider a steel bridge that deteriorates continuously with time due to corrosion. The initial structure performance of the bridge is 100% with a failure threshold of 25%. Estimate the probability of failure of the bridge when t = 30 years if the progressive deterioration of the bridge can be modelled as a graceful (linear) deterioration with a deterioration rate of 0.75/year during the first 20 years, and an exponential deterioration with a rate of 0.04/year in the following 10 years. Assume the remaining structural capacity is governed by an exponential distribution with an average rate of 0.05
B5 Consider a steel bridge that deteriorates continuously with time due to corrosion. The initial structure performance of the bridge is 100% with a failure threshold of 25%. Estimate the probability of failure of the bridge when t = 30 years if the progressive deterioration of the bridge can be modelled as a graceful (linear) deterioration with a deterioration rate of 0.75/year during the first 20 years, and an exponential deterioration with a rate of 0.04/year in the following 10 years. Assume the remaining structural capacity is governed by an exponential distribution with an average rate of 0.05