Hydrology: Wikis

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From Wikipedia, the free encyclopedia

Water covers 70% of the Earth's surface.

Hydrology is the study of the movement, distribution, and quality of water throughout Earth, and thus addresses both the hydrologic cycle and water resources. A practitioner of hydrology is a hydrologist, working within the fields of either earth or environmental science, physical geography, geology or civil and environmental engineering.

Domains of hydrology include hydrometeorology, surface hydrology, hydrogeology, drainage basin management and water chemistry, where water plays the central role. Oceanography and meteorology are not included because water is only one of many important aspects.

Hydrological research is useful as it allows us to better understand the world in which we live, and also provides insight for environmental engineering, policy and planning.

The term hydrology is from Greek: ὕδωρ, hydōr, "water"; and λόγος, logos, "study".

Contents

History of hydrology

Hydrology has been a subject of investigation and engineering for millennia. For example, about 4000 B.C. the Nile was dammed to improve agricultural productivity of previously barren lands. Mesopotamian towns were protected from flooding with high earthen walls. Aqueducts were built by the Greeks and Ancient Romans, while the History of China shows they built irrigation and flood control works. The ancient Sinhalese used hydrology to build complex irrigation Works in Sri Lanka, also known for invention of the Valve Pit which allowed construction of large reservoirs, anicuts and canals which still function.

Marcus Vitruvius, in the first century B.C., described a philosophical theory of the hydrologic cycle, in which precipitation falling in the mountains infiltrated the Earth's surface and led to streams and springs in the lowlands. With adoption of a more scientific approach, Leonardo da Vinci and Bernard Palissy independently reached an accurate representation of the hydrologic cycle. It was not until the 17th century that hydrologic variables began to be quantified.

Pioneers of the modern science of hydrology include Pierre Perrault, Edme Mariotte and Edmund Halley. By measuring rainfall, runoff, and drainage area, Perrault showed that rainfall was sufficient to account for flow of the Seine. Marriotte combined velocity and river cross-section measurements to obtain discharge, again in the Seine. Halley showed that the evaporation from the Mediterranean Sea was sufficient to account for the outflow of rivers flowing into the sea.

Advances in the 18th century included the Bernoulli piezometer and Bernoulli's equation, by Daniel Bernoulli, the Pitot tube. The 19th century saw development in groundwater hydrology, including Darcy's law, the Dupuit-Thiem well formula, and Hagen-Poiseuille's capillary flow equation.

Rational analyses began to replace empiricism in the 20th century, while governmental agencies began their own hydrological research programs. Of particular importance were Leroy Sherman's unit hydrograph, the infiltration theory of Robert E. Horton, and C.V. Theis's Aquifer test/equation describing well hydraulics.

Since the 1950s, hydrology has been approached with a more theoretical basis than in the past, facilitated by advances in the physical understanding of hydrological processes and by the advent of computers and especially Geographic Information Systems (GIS).

Hydrologic cycle

The central theme of hydrology is that water moves throughout the Earth through different pathways and at different rates. The most vivid image of this is in the evaporation of water from the ocean, which forms clouds. These clouds drift over the land and produce rain. The rainwater flows into lakes, rivers, or aquifers. The water in lakes, rivers, and aquifers then either evaporates back to the atmosphere or eventually flows back to the ocean, completing a cycle.

Branches of hydrology

Chemical hydrology is the study of the chemical characteristics of water.

Ecohydrology is the study of interactions between organisms and the hydrologic cycle.

Hydrogeology is the study of the presence and movement of ground water.

Hydroinformatics is the adaptation of information technology to hydrology and water resources applications.

Hydrometeorology is the study of the transfer of water and energy between land and water body surfaces and the lower atmosphere.

Isotope hydrology is the study of the isotopic signatures of water.

Surface hydrology is the study of hydrologic processes that operate at or near Earth's surface.

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Related fields

Hydrologic measurements

Measurement is fundamental for assessing water resources and understanding the processes involved in the hydrologic cycle. Because the hydrologic cycle is so diverse, hydrologic measurement methods span many disciplines: including soils, oceanography, atmospheric science, geology, geophysics and limnology, to name a few. Here, hydrologic measurement methods are organized by hydrologic sub-disciplines. Each of these subdisciplines is addressed briefly with a practical discussion of the methods used to date and a bibliography of background information.

Quantifying groundwater flow and transport

  • Aquifer characterization
    • Flow direction
      • Piezometer - groundwater pressure and, by inference, groundwater depth (see: aquifer test)
      • Conductivity, storativity, transmisivity
      • Geophysical methods

Quantifying surface water flow and transport

  • Direct and indirect discharge measurements

Quantifying hydrologic exchange at the land-atmospheric boundary

  • Precipitation
    • Bulk rain events
      • Disdrometer - precipitation characteristics
      • Radar - cloud properties, rain rate estimation, hail and snow detection
      • Rain gauge - rain and snowfall
      • Satellite - rainy area identification, rain rate estimation, land-cover/land-use, soil moisture
      • Sling psychrometer - humidity
    • Snow, hail and ice
    • Dew, mist and fog
  • Evaporation
  • Transpiration
    • Natural ecosystems
    • Agronomic ecosystems
  • Momentum
  • Heat flux
    • Energy budgets

Uncertainty analyses

Remote sensing of hydrologic processes

  • Land based sensors
  • Airborne Sensors
  • Satellite sensors

Water quality

  • Sample collection
  • In-situ methods
  • Physical measurements (includes sediment concentration)
  • Collection of samples to quantify Organic Compounds
  • Collection of samples to quantify Inorganic Compounds
  • Analysis of aqueous Organic Compounds
  • Analysis of aqueous Inorganic Compounds
  • Microbiological sampling and analysis

Integrating measurement and modeling

  • Budget analyses
  • Parameter estimation
  • Scaling in time and space
  • Data assimilation
  • Quality control of data — see for example Double mass analysis

Hydrologic prediction

Observations of hydrologic processes are used to make predictions of the future behaviour of hydrologic systems (water flow, water quality). One of the major current concerns in hydrologic research is the Prediction in Ungauged Basins (PUB), i.e. in basins where no or only very few data exist.

Statistical hydrology

By analysing the statistical properties of hydrologic records, such as rainfall or river flow, hydrologists can estimate future hydrologic phenomena, assuming the characteristics of the processes remain unchanged.

These estimates are important for engineers and economists so that proper risk analysis can be performed to influence investment decisions in future infrastructure and to determine the yield reliability characteristics of water supply systems. Statistical information is utilised to formulate operating rules for large dams forming part of systems which include agricultural, industrial and residential demands.

See: return period.

Hydrologic modeling

Hydrologic models are simplified, conceptual representations of a part of the hydrologic cycle. They are primarily used for hydrologic prediction and for understanding hydrologic processes. Two major types of hydrologic models can be distinguished:

  • Models based on data. These models are black box systems, using mathematical and statistical concepts to link a certain input (for instance rainfall) to the model output (for instance runoff). Commonly used techniques are regression, transfer functions, and system identification. The simplest of these models may be linear models, but it is common to deploy non-linear components to represent some general aspects of a catchment's response without going deeply into the real physical processes involved. An example of such an aspect is the well-known behaviour that a catchment will respond much more quickly and strongly when it is already wet than when it is dry..
  • Models based on process descriptions. These models try to represent the physical processes observed in the real world. Typically, such models contain representations of surface runoff, subsurface flow, evapotranspiration, and channel flow, but they can be far more complicated. These models are known as deterministic hydrology models. Deterministic hydrology models can be subdivided into single-event models and continuous simulation models.

Recent research in hydrologic modeling tries to have a more global approach to the understanding of the behaviour of hydrologic systems to make better predictions and to face the major challenges in water resources management.

Hydrologic transport

See main article: Hydrologic transport model

Water movement is a significant means by which other material, such as soil or pollutants, are transported from place to place. Initial input to receiving waters may arise from a point source discharge or a line source or area source, such as surface runoff. Since the 1960s rather complex mathematical models have been developed, facilitated by the availability of high speed computers. The most common pollutant classes analyzed are nutrients, pesticides, total dissolved solids and sediment.

Applications of hydrology

See also

Further reading

  • Introduction to Hydrology, 4e. Viessman and Lewis, 1996. ISBN 0-673-99337-X
  • Handbook of Hydrology. ISBN 0-07-039732-5
  • Encyclopedia of Hydrological Sciences. ISBN 0-471-49103-9
  • Hydrological Processes, ISSN: 1099-1085 (electronic) 0885-6087 (paper), John Wiley & Sons
  • Journal of Hydroinformatics, ISSN: 1464-7141, IWA Publishing
  • Hydrology Research (formerly Nordic Hydrology), ISSN: 0029-1277, IWA Publishing
  • Journal of Hydrologic Engineering, ISSN: 0733-9496, ASCE Publication
  • Hydrologic Analysis and Design. McCuen, Third Edition, 2005. ISBN 0-13-142424-6

External links

Other on-line resources

National and international research bodies

National and international societies

Basin- and catchment-wide overviews



Study guide

Up to date as of January 14, 2010

From Wikiversity

Rain near the village Lunde, The north of Funen, Denmark.

Contents

Content summary

Hydrology is the study of the water cycle. Natural and man-made processes guide water in its varied forms to a variety of ends. Use as irrigation, drinking water and process water by man is very common.

Learning Materials

Texts

...

Hydrology Lessons

Diffusion

For a source contaminant concentration \ C_0 entering a flow of velocity  \vec U at a distance \ x upstream from a point, the downstream concentration \ C at that point is determined by the ratio...

 \frac{C}{C_0} = e^{\frac{x*\vec U}{D}}

Where... \ D is the local dispersion coefficient determined by \ D = 0.067 * depth * V_f

and where friction velocity is V_f = \sqrt{g*depth*ChannelSlope}

Velocity Distribution in an Open Channel (River)

Velocity distribution within a river follows a standard velocity profile for a confined space (pipe-flow)with the exception that the vertical distribution is truncated at the surface due to reduced friction with atmospheric gases versus the high friction against riverbed materials.

Boundary Layer thickness, also known as the displacement thickness, is defined by:

 \delta_d = \int_0^H \frac{1}{H} \left( 1-\frac{\vec u}{\vec U} \right) dz

where  \vec U is the average velocity and  \vec u(x) is the velocity distribution in a channel of uniform depth \ H.

 \bar U = \frac{\int_A \left( \rho \vec V \cdot \hat n \right) dA}{\rho A}

So in the case of this river, where the current is always normal to the cross-sectional area of the river (idealized)...

 \bar U = \frac{\int_x \int_y \left( \rho \vec V \right) dydx}{\rho A}

Assignments

Activities:

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Readings:

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Study guide:

  • Physical Properties of the Oceans
  1. Wikipedia article:Temperature
  2. Wikipedia article:Density

References

Additional helpful readings include:

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Simple English

covers 70% of the Earth's surface.]]

Hydrology (from Greek: Yδωρ, hudōr, "water"; and λόγος, logos, "study") is the study of the movement, distribution, and quality of water throughout the Earth. A person who studies hydrology is called a hydrologist.


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