Precipitation and Formation
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Questions and Answers

What is the primary limiting factor for effective cloud seeding, according to the text?

  • Inadequate lateral source of moist air to sustain precipitation (correct)
  • Lack of available seeding technology
  • Insufficient cloud condensation nuclei in the atmosphere
  • Inability to accurately predict rainfall patterns

Which of the following conditions is most likely to result in convective precipitation?

  • Convergence of high and low pressure air masses along a stationary front
  • Rapid and uneven heating of the soil surface (correct)
  • Air mass forced upwards over a mountain range
  • Slow-moving warm front displacing cold air

Cyclonic precipitation is caused by what meteorological process?

  • Air rising over high topographic surfaces
  • Convergence of air masses associated with fronts (correct)
  • Subsidence of air in a high-pressure system
  • Intense solar heating of the ground surface

Using the formula $\alpha = e^{-b/\beta}$, how does the characteristic depth $\alpha$ change if the intercept $b$ increases while the slope $\beta$ remains constant?

<p>$\alpha$ decreases exponentially with $b$. (C)</p> Signup and view all the answers

In the context of frequency analysis of rainfall data, what does the rank 'm' represent when assigning ranks to rainfall amounts?

<p>The position of the rainfall amount in the sorted data, from largest to smallest. (B)</p> Signup and view all the answers

How does a cold front typically produce precipitation?

<p>By lifting warm, moist air rapidly upwards (A)</p> Signup and view all the answers

Compared to precipitation from a cold front, what characteristic is most typical of precipitation associated with a warm front?

<p>Steady and widespread (D)</p> Signup and view all the answers

What is the significance of calculating the Weibull cumulative distribution function for a set of rainfall data?

<p>To estimate the probability of rainfall events exceeding certain thresholds and predict future extreme events. (B)</p> Signup and view all the answers

What role does topography play in the formation of precipitation?

<p>It forces air to rise, cool, and potentially form precipitation. (D)</p> Signup and view all the answers

Given a set of 20 years of rainfall data ranked from highest to lowest, how is the return period typically estimated for each ranked rainfall event?

<p>By using the plotting position of the ranked series. (D)</p> Signup and view all the answers

If the intercept $b$ of a regression line is zero, how does the characteristic depth $\alpha$ relate to the inverse of the slope $\beta$ according to the formula $\alpha = e^{-b/\beta}$?

<p>$\alpha$ is equal to 1. (D)</p> Signup and view all the answers

Lateral flow is most important to precipitation because it...

<p>Supplies water to sustain rainfall events. (C)</p> Signup and view all the answers

A stationary front is likely to cause precipitation due to which of the following?

<p>Instabilities near the front causing uplift. (A)</p> Signup and view all the answers

How does a tipping bucket rain gauge measure precipitation?

<p>By collecting precipitation in compartments that tip when full, activating a switch. (D)</p> Signup and view all the answers

What is the primary method used by NEXRAD (Doppler radar) to determine rainfall?

<p>Analyzing the strength and phase shift of energy pulses reflected by raindrops. (D)</p> Signup and view all the answers

Why is measuring snowfall more challenging than measuring rainfall?

<p>The water content of snow varies significantly with depth. (B)</p> Signup and view all the answers

When measuring snowfall with a standard rain gauge, what is typically added to the gauge and why?

<p>Antifreeze material, to melt the snow upon entering the gauge. (B)</p> Signup and view all the answers

What is a common approximation used to estimate the water equivalent of freshly fallen snow?

<p>10% of snow depth (B)</p> Signup and view all the answers

Why are errors caused by wind more significant when measuring snowfall compared to rainfall?

<p>Snowflakes are lighter and more easily displaced by wind than raindrops. (A)</p> Signup and view all the answers

What is a snow survey, and in what type of area are they particularly useful?

<p>A method of measuring snow depth at specified intervals, useful in mountainous areas. (C)</p> Signup and view all the answers

A tipping bucket rain gauge records 50 tips in one hour. If each tip represents 0.2 mm of rainfall, what was the total rainfall in that hour?

<p>10 mm (D)</p> Signup and view all the answers

What does a probability of occurrence (P) represent in the context of precipitation events?

<p>The probability, as a percentage, that an event equaling or exceeding a given event will occur in a given year. (B)</p> Signup and view all the answers

A city is designing a new bridge with an expected lifespan of 50 years. According to best practices for hydrologic frequency analysis, what is the minimum recommended length of precipitation record to use?

<p>50 years (A)</p> Signup and view all the answers

In an annual series method for hydrologic frequency analysis, how many data points would be analyzed from a 30-year rainfall record?

<p>30 (D)</p> Signup and view all the answers

For which of the following design scenarios would the partial-duration series method be MOST applicable over the annual series method?

<p>Designing drainage channels where moderate, but frequent, flood events can cause significant cumulative damage. (D)</p> Signup and view all the answers

For return periods greater than 20 years, how do the results from the annual series method compare to those of the partial duration series method?

<p>The two methods give essentially identical results. (B)</p> Signup and view all the answers

Which of the following is NOT a criterion that data must satisfy for hydrologic frequency analysis?

<p>The data must be collected during the calendar year (January 1 to December 31). (D)</p> Signup and view all the answers

A particular location has a history of major flooding every 50 years. Using the provided formula, what is the probability (as a percentage) that a similar or larger flood event will occur in any given year?

<p>$2 %$ (D)</p> Signup and view all the answers

Why is it important to ensure that each event is independent of previous events when conducting a frequency analysis of precipitation data?

<p>To meet the requirements for statistical analysis. (D)</p> Signup and view all the answers

In the context of plotting positions for frequency analysis, what does 'm' represent in the provided formula: $P = \frac{m - 0.4}{N + 0.2}$?

<p>The rank of the data point when arranged in descending order. (A)</p> Signup and view all the answers

Given the plotting position formula $P = \frac{m - 0.4}{N + 0.2}$, how does increasing the sample size $N$ generally affect the plotting position $P$ for a data point with a fixed rank $m$?

<p>It decreases the plotting position P. (A)</p> Signup and view all the answers

Using the formula $P = \frac{m - 0.4}{N + 0.2}$, calculate the plotting position $P$ for a data point with a rank $m = 5$ in a dataset of size $N = 20$.

<p>0.228 (C)</p> Signup and view all the answers

What is the return period if the plotting position (P) is 0.25?

<p>4 (B)</p> Signup and view all the answers

In frequency analysis, why is it important to calculate plotting positions for observed data?

<p>To estimate parameters for theoretical probability distributions. (B)</p> Signup and view all the answers

Given a dataset of annual maximum rainfall values, what does a return period of 50 years signify?

<p>The probability of exceeding that rainfall amount in any given year is 2%. (B)</p> Signup and view all the answers

In the given loge[loge(1/P)] and loge(I) data, what does linear regression help estimate?

<p>The parameters of a distribution fitted to the precipitation data. (C)</p> Signup and view all the answers

Why are logarithmic transformations (like $loge[loge(1/P)]$ and $loge(I)$) often used in frequency analysis of extreme events?

<p>To linearize relationships and improve model fitting for extreme values. (A)</p> Signup and view all the answers

What is the primary purpose of applying depth-area reduction factors (DARFs) to point rainfall data?

<p>To adjust point rainfall data to represent the average rainfall over a larger area. (D)</p> Signup and view all the answers

Which of the following best describes the relationship between point rainfall and average rainfall over an area during a storm event?

<p>The point rainfall is typically the maximum rainfall recorded, and the average rainfall over the area is less. (D)</p> Signup and view all the answers

How would you determine the 25-year return period rainfall depth for a 30-minute storm at a specific location, using resources described?

<p>Use the NOAA Atlas 14 data accessed through the Precipitation Frequency Data Server (PFDS). (C)</p> Signup and view all the answers

What is the most appropriate application of the isohyetal maps developed by Hershfield (1961)?

<p>To estimate the spatial distribution of rainfall depths for a given return period. (D)</p> Signup and view all the answers

What is the primary reason for the update and statistical analysis of depth-area reduction factors (DARFs) within the NOAA Atlas 14 project?

<p>To improve the accuracy of estimating average rainfall over an area, reflecting spatial variability. (B)</p> Signup and view all the answers

A civil engineer is designing a stormwater drainage system for a 5 square kilometer suburban area and needs to determine the appropriate rainfall intensity for a 10-year storm. Which resource would be most suitable for obtaining the initial point rainfall data?

<p>NOAA Atlas 14 via the Precipitation Frequency Data Server (PFDS). (D)</p> Signup and view all the answers

A municipality is using precipitation data to update its flood control infrastructure. They want to estimate the average rainfall depth expected over a 250 $km^2$ area during a 24-hour storm with a 100-year return period. Given a point rainfall depth of 150 mm, and assuming the area-depth curve indicates 90% of point rainfall for these conditions, what is the estimated average rainfall depth over the area?

<p>135 mm (A)</p> Signup and view all the answers

A hydrologist is analyzing rainfall data for a region and notices that the point rainfall for a 50-year, 1-hour storm is significantly higher than the average rainfall estimated over a 100 $km^2$ area. Which factor primarily accounts for this difference?

<p>The depth-area reduction factor. (D)</p> Signup and view all the answers

Flashcards

Lateral Flow

The movement of moist air that provides water for precipitation.

Convective Precipitation

Rainfall generated by rising warm air due to convection processes.

Air Mass Movement

The shift of air masses caused by uneven heating or cooling of the earth’s surface.

Cold Front

A front where cooler, denser air lifts warm, moist air, causing storms.

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Warm Front

A front where warm air rises over cold air, resulting in steady rain.

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Stationary Front

A front that remains in place, causing precipitation from air mass instability.

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Cyclonic Precipitation

Rainfall caused by the convergence of fronts in a cyclone-like pattern.

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Topographic Lifting

Rising air caused by warm air moving over mountains, leading to cooling and precipitation.

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Tipping Bucket Rain Gauge

A device that collects rainfall in compartments that tip to measure precipitation amounts.

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NEXRAD

Next Generation Radar, which uses Doppler technology to measure rainfall and storm intensity.

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Doppler Radar

A radar technology that measures the velocity of rain particles to determine storm movement.

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Water Equivalent Depth

A measurement indicating the amount of water contained in snow, often 10% of snow depth.

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Measuring Snowfall

The process of quantifying snowfall, which can vary significantly in water content.

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Compacted Snow Measurement

Water content in packed snow can be 30-50% of its depth, complicating measurements.

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Evaporation Hood

A device used in rain gauges to prevent evaporation when measuring rainfall.

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Snow Survey

A method of measuring snow depth over specific intervals, useful in mountainous regions.

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Return Period (T)

The average time in years between events of a certain magnitude.

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Probability of Occurrence (P)

Likelihood, expressed in percent, of an event occurring in a year.

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Frequency Analysis

Statistical method to estimate the probabilities of precipitation events.

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Annual Series Method

Method selecting the largest storm event from each year for analysis.

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Partial-Duration Series Method

Selects all events exceeding a specific base value or largest N events.

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Independence Criterion

Key requirement that events must be independent for statistical analysis.

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Representativeness Criterion

Ensures the analyzed data reflects the long-term occurrence pattern.

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Water Year

A calculation period (October 1 to September 30) for hydrologic data.

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Characteristic Depth (α)

A value calculated using the regression line intercept (b) and slope (β): α = e-b/β.

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Weibull CDF

The cumulative distribution function of the Weibull distribution used for modeling rainfall data over time.

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Return Period

The estimated time interval between occurrences of a certain level of rainfall, based on ranked data.

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Ranking Rainfall Data

Assigning ranks to rainfall amounts in descending order for statistical analysis.

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Plotting Position

A method to estimate return periods based on plotting ranked rainfall values.

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Plotting Position Formula

P = (m - 0.4) / (N + 0.2) calculates plotting position.

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m in Plotting Position

m represents the rank of the data point.

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N in Plotting Position

N is the total number of data points.

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Rank in Data

Rank indicates the ordered position of data values.

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Inverse of Plotting Position

1/P represents the inverse of the plotting position.

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Logarithmic Transformation

log(e)[loge(1/P)] transforms the inverse of P logarithmically.

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Slope in Regression

Slope estimates relationship strength in data analysis.

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Intercept in Regression

Intercept is where the regression line crosses the Y-axis.

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Isohyetal Maps

Maps indicating lines of equal rainfall depths across regions.

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TP-40 Maps

Rainfall frequency maps used to estimate precipitation intensity.

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10-min and 6-h Storms

Rainfall events measured over 10 minutes and 6 hours, respectively.

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Rainfall Depth Adjustment

Corrections made to point rainfall data for larger areas.

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Depth Area Reduction Factors

Statistical factors used to adjust point rainfall to area averages.

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50-Year Rainfall Event

Rainfall expected to occur once in 50 years at a given location.

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Rainfall Intensity

The rate of rainfall, typically measured in mm/h.

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Precipitation Frequency Data Server (PFDS)

A source for accessing rainfall frequency estimates.

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Study Notes

Precipitation

  • Precipitation encompasses all forms of liquid and solid water falling from the atmosphere to Earth's surface
  • Examples include rain, snow, sleet, and hail
  • Crucial for hydrologic cycle and various environmental applications
  • Requires understanding intensity, duration, and frequency for modeling

3.1 Description of Precipitation Formation

  • Condensation: Conversion of water vapor to liquid
  • Cooling: Essential for condensation; occurs through:
    • Vertical Uplift: Air rises, cools at adiabatic rates (dry/moist)
    • Mixing: Cooler air mixes with warmer air
    • Conduction: Contact with a cooler surface
    • Pressure Drop: Air loses pressure, cools
  • Cloud Condensation Nuclei (CCN): Particles for water condensation onto
    • Natural Sources: Windblown dust, volcanic ash, sea salt, smoke
    • Cloud Seeding: Introducing CCN to enhance precipitation (drought situations)
  • Lateral Moisture Supply: Required for significant precipitation events
  • Uplift Mechanisms: Warm, moist air rising due to:
    • Convection: Uneven heating of the Earth's surface
    • Convergence: Collision of air masses
    • Orographic: Air rising over mountains
  • Precipitation is facilitated by the presence of vertical uplift.
  • Rainfall Intensity leads to larger drops and a wider range of sizes.
  • Size and shape of raindrops can affect the way precipitation affects the surface.

3.2 Characteristics of Precipitation

  • Raindrops: Not always spherical due to pressure differences and air resistance; large drops (>5mm) tend to fragment
  • Velocity: Varies with size; larger drops fall faster; terminal velocity is reached
  • Important Aspects: Rainfall affects erosion, raindrop characteristics are of interest relating intensity to the raindrop size.

3.3 Time Distribution of Precipitation

  • Types of Precipitation: Frontal, orographic, and convective precipitation are influenced differently by time distribution
    • Frontal: Not affected by diurnal cycles
    • Orographic: Primarily related to topography
    • Convective: Occurs in afternoons and evenings
  • Spatial Variability: Rainfall patterns vary significantly across the U.S.
  • Seasonal Differences: Significant variations in precipitation amounts throughout different regions
  • Important Considerations:
    • Climate Parameters: Evaporation, water holding capacity, and seasonal distribution are crucial.
    • Cycles: Some evidence suggests connections between sunspot activity and drought patterns, El Niño Southern Oscillation
  • Effects of natural events, including changes in global warming, are important and still being investigated.

3.4 Geographic Distribution of Precipitation

  • Factors influence: Large bodies of water, major air masses, elevation changes
  • Rainfall patterns depend on:
    • Orographic Precipitation: Air rises over mountains, creating precipitation on the windward side
    • Maritime tropical air masses and ocean effects.
  • Patterns vary across the U.S., influenced by mountain ranges, proximity to water bodies, and prevailing winds
  • Rainfall is higher in some areas and lower in others, even within the same geographic region.

3.5 Measuring Rainfall

  • Rain Gauges: Primarily used to measure rain depth and intensity
    • Types: Recording/non-recording, weighing, tipping bucket, and other types of instruments
  • Measurement Issues:
    • Topography and other features can affect readings
    • Wind speed can cause inaccuracies
    • Evaporation losses may affect measurements

3.6 Measuring Snowfall

  • Water Content Variability: Significantly affects measurement accuracy as depth doesn't always equate to water content
  • Measurement Method: Rain gauges with removal of the evaporation hood can be used to determine snowfall.
  • Importance: Snowfall, unlike rain, needs specific devices to measure the snow's water equivalent

3.7 Errors in Rain Gauge Measurement

  • Careless Handling/Analysis: Errors in how data is collected and analyzed
  • Mechanical Issues: Rain gauges can experience problems such as water creeping up the measuring stick, evaporation, and leaks

3.8 The Gauging Network in the United States

  • Long History: Records have been kept since the 1800s
  • Network Developments: A network of non-recording and recording gauges exists across the country, maintained by various organizations
  • Data Availability: NOAA publishes precipitation data online

3.9 Thiessen Polygon Method

  • Method for estimating average precipitation depth over a watershed with unevenly distributed gauges
    • Plot rain gauge locations on a map
    • Construct perpendicular bisectors of lines connecting the points
    • Enclosed areas are assigned to gauges
    • The average precipitation for that region is reflected in gauge values

3.10 Isohyetal Method

  • Method for creating isohyets (lines of equal rainfall)
  • Draw isohyets on a topographic map based on rainfall measurements
  • Calculate average rainfall using areas of polygon divided by their rainfall.
  • Method for estimating the average precipitation using the isohyets

3.11 Frequency Analysis

  • Purpose: To determine how often storms of a given intensity and duration are expected
  • Data Requirements: Use of 20+ years of precipitation data
  • Distribution Curve: Creation of frequency distributions using the mean values
  • Weibull Distribution: Common distribution to describe precipitation variability.
    • Statistical Methods used to quantify rainfall uncertainty with sufficiently long records to generate statistically sound outcomes/calculations

3.12 Intensity-Duration-Frequency (IDF) Curves

  • Representation of rainfall intensity and duration related to a given return period
  • Helps predict precipitation events
  • Widely used in hydrologic engineering design
    • Intensity-Duration-Frequency (IDF) and Depth-Duration-Frequency (DDF) curves are used for analysis of precipitation data.

3.13 Average Depth of Precipitation Over an Area

  • Purpose: Account for precipitation distribution over the entire area, not just at the gauge.
  • Methods: Use adjustment factors reflecting how much precipitation occurs over the whole watershed and how to calculate the weighted average depth of rainfall for the region

3.14 Storm Synthesis

  • Combining Rainfall Patterns: Storm events often combine high-intensity with low-intensity periods
  • IDF Curves: Use IDF curves to represent the intensities of given return periods.
  • Temporal Distribution: Analyzing the distribution of precipitation intensity throughout a storm event is important for analysis

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Description

Learn about precipitation, including rain, snow, sleet, and hail, which are crucial for the hydrologic cycle. Explore the detailed description of precipitation formation through condensation, cooling methods, and the role of Cloud Condensation Nuclei (CCN). Also discover the importance of lateral moisture supply for precipitation.

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