Rainfall terminology and indices (hydrology): Pick the correct statement(s) about annual rainfall, normal rainfall and index of wetness.

Civil Engineering Water Resources Engineering Difficulty: Easy
Choose an option
  • A
    Annual rainfall at a station is the total depth recorded in a year (typically a calendar year).
  • B
    Normal annual rainfall is obtained by taking the mean of the annual rainfall over a period of about 35 years.
  • C
    The index of wetness provides an idea of how wet a particular year is relative to the normal.
  • D
    If the rainfall in a year is approximately equal to the long-term annual average, that year is called an average year.
  • E
    All the above

Answer

Correct Answer: All the above

Explanation

Introduction / Context:Basic rainfall definitions are foundational for hydrologic design and water resources planning. Examinations frequently test precise terminology such as annual rainfall, normal rainfall, and indices used to describe inter-annual variability.

Given Data / Assumptions:

  • Station rainfall records exist over multiple years.
  • Normal (long-term mean) is computed over a suitably long reference period (often several decades).
  • Index of wetness compares a year’s rainfall with the normal value.

Concept / Approach:Annual rainfall is the total depth accumulated over the defined year. Normal annual rainfall is a long-term mean over many years (commonly a few decades). Index of wetness (or related indices) indicates relative wetness/dryness compared to the normal, aiding quick classification of years.

Step-by-Step Clarification:Define the annual total at a station by summing daily/monthly totals across the year.Compute the normal by averaging annual totals over a baseline period (e.g., a few decades, often cited around 30–35 years in many curricula).Compute an index (e.g., ratio to normal or percentage departure) to judge wetness of the year.

Verification / Alternative check:Hydrologic services commonly publish normals and departures. A year whose total is close to the normal is classified as an “average” year, supporting option (d).

Why Other Options Are Wrong (if taken individually):

  • Each individual statement (a–d) is correct in standard textbook usage; hence the composite best answer is “All the above”.

Common Pitfalls:

  • Confusing “normal” with median or a short-term mean.
  • Using inconsistent reference periods across stations, leading to biased comparisons.

Final Answer:All the above

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