Environmental Sciences, asked by premnitnaware4937, 11 months ago

Types of gis in modelling in water contaminants

Answers

Answered by SamikBiswa1911
0

Answer:

Water pollution accident is a major type of China’s

environmental accident. It not only causes water quality

deterioration and ineffective use of water resource, but also

affects the normal activities of economy and society and does

serious harm to the water ecological environment. After a

water pollution accident occurs, the pollutant enters the river

and migrates with water current. During the transportation

process, pollutant is influenced by hydraulics, hydrology,

physics, chemistry, biology and other factors (Song, X. Sh.,

Deng, W., 2004), there is nonlinear relationship among these

factors which is difficult to be expressed by conventional

dynamics method. The migration and conversion of pollutants

in the water pollution accident is typically a dynamic, complex,

nonlinear system.

Dynamic systems are often hard to understand and difficult to

model because of the interactions among the spatial elements,

and the changes in the structure and function of the system

over time. Traditional modelling approaches focus on either

temporal or spatial variation, but not both (Ahmad, S.,

Simonovic, S. P., 2004). In order to better simulate dynamic,

complex systems, we should be aware that the system

performance in time is affected by the change of conditions in

space. So we need to focus on both temporal and spatial

variation. During the emergency response of water pollution

accidents, the management department needs to understand the

migration situation of pollution slick and the changes of

pollutant concentration in both time and space as soon as

possible to take effective emergency measures. Therefore, it is

very important to construct a water quality model with the

capability of simulating the pollutant concentration changes in

both time and space simultaneously, and help decision-makers

to grasp the change trends of accidents in two dimensional

spaces (Zhang, B., 2007).

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