Rainfall Intensity Formula:
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Rainfall Intensity for Storms Frequency of 15 Years is the ratio of the total amount of rain falling during a given period to the duration of the period, specifically considering storm frequency of 15 years. It's a crucial parameter in hydrology and civil engineering for designing drainage systems and flood control structures.
The calculator uses the rainfall intensity formula:
Where:
Explanation: The formula calculates rainfall intensity based on the empirical constant and time duration, with the exponent 0.65 representing the non-linear relationship between rainfall intensity and duration.
Details: Accurate rainfall intensity calculation is essential for designing stormwater drainage systems, sizing culverts and pipes, planning flood control measures, and assessing flood risks in urban and rural areas.
Tips: Enter the K constant value in mm/hr and time duration in minutes. Both values must be positive numbers. The K constant is specific to the 15-year storm frequency and varies by geographical location.
Q1: What is the significance of the 15-year storm frequency?
A: A 15-year storm frequency represents a rainfall event that has a 1 in 15 chance of occurring in any given year, used for designing infrastructure with moderate risk tolerance.
Q2: How is the K constant determined for different locations?
A: The K constant is derived from historical rainfall data analysis and varies by geographical region, typically provided by meteorological agencies or hydrological studies.
Q3: Why is time duration important in rainfall intensity calculation?
A: Rainfall intensity decreases as duration increases due to the nature of storm patterns. Shorter durations typically have higher intensities.
Q4: What are typical applications of this calculation?
A: This calculation is used in designing stormwater management systems, sizing drainage pipes, planning flood control structures, and conducting hydrological studies.
Q5: Are there limitations to this formula?
A: This empirical formula provides estimates and may need adjustment for specific local conditions, extreme weather events, or unusual topography.