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The annual maximum wind speed (X) in a region is a normal distributed random variable with mean 45 mph and coefficient of variation 0.47. The damages to building assets in the region from high winds exceeding 80 mph is given by: D = 5.6 x 106 (X-80) 0.06; X> 80 mph Cost of damages for X ≤ 80 mph is zero. Compute: a) Average Annual Loss (AAL) TVAR(50-yr) b)

The annual maximum wind speed (X) in a region is a normal distributed random variable with mean 45 mph and coefficient of variation 0.47. The damages to building assets in the region from high winds exceeding 80 mph is given by: D = 5.6 x 106 (X-80) 0.06; X> 80 mph Cost of damages for X ≤ 80 mph is zero. Compute: a) Average Annual Loss (AAL) TVAR(50-yr) b)

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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The annual maximum wind speed (X) in a region is a normal distributed random variable with mean 45 mph and coefficient of variation 0.47. The damages to building assets in the region from high winds exceeding 80 mph is given by: D = 5.6 x 106 (X-80) 0.06; X > 80 mph Cost of damages for X ≤ 80 mph is zero. Compute: a) Average Annual Loss (AAL) b) TVAR(50-yr)
Transcribed Image Text:The annual maximum wind speed (X) in a region is a normal distributed random variable with mean 45 mph and coefficient of variation 0.47. The damages to building assets in the region from high winds exceeding 80 mph is given by: D = 5.6 x 106 (X-80) 0.06; X > 80 mph Cost of damages for X ≤ 80 mph is zero. Compute: a) Average Annual Loss (AAL) b) TVAR(50-yr)
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