cl-17 dem and hydro logical modelling

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  • 8/3/2019 Cl-17 DEM and Hydro Logical Modelling

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    Slide 1K S Rajan

    Spatial InformaticsSpatial Informatics

    Lecture 17: DEM and Hydrological ModellingLecture 17: DEM and Hydrological Modelling

    Dr. K. S. RajanLab for Spatial Informatics, IIIT Hyderabad

    Oct 31st, 2011

    DEMs are important for modelling

    Data Model Based on BehaviourFollow a drop of water from where it falls on theland, to the stream, and all the way to the ocean.

    Slide 4K S Rajan

    Integrating Data Inventory using a

    Behavioural Model

    Relationships between

    objects linked by tracing path

    of water movement

    Slide 5K S Rajan

    Digital Elevation Grid

    a grid of cells (square or

    rectangular) in some

    coordinate system having

    land surface elevation as

    the value stored in each

    cell.

    the ground surface elevation at each point

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    Slide 11K S Rajan

    Flow Direction Grid

    Slide 12K S Rajan

    Contributing Area Grid

    The output of FLOWACCUMULATION would then represent the

    amount of rain that would flow through each cell, assuming that all rain

    became runoff and there was no interception, evapotranspiration, or loss

    to groundwater. This could also be viewed as the amount of rain that fell

    0 0 0 0 0 0 0

    0 1 2 1 2 1 0

    0 3 3 5 0 2 1

    0 5 4 7 3 0 2

    0 1 19 4 0 4 0

    0 4 0 25 6 0 1

    0 1 5 1 34 2 0

    0 1 4 13 14 55 0

    2 2 4 4 4 8 8

    2 4 4 4 8 4 4

    2 4 4 4 8 8 4

    2 2 4 8 8 4 8

    2 4 2 4 4 8 4

    1 2 2 2 4 8 8

    1 2 2 4 2 4 8

    1 1 1 1 1 4 16

    It creates a grid of accumulated flow to each cell, by accumulating the

    weight for all cells that flow into each down slope cell.

    Flow Direction Flow Accumulation

    Slide 14K S Rajan

    Flow accumulation Algorithms D8:

    uses 3x3 filter to calculate direction of flow as steepest

    downhill slope

    Rho8:

    statistical version of D8 adding a uniformly distributed

    stochastic element

    Monte Carlo simulation of D8:

    repeat D8 x 100 and use most probable result

    FD8 and FRho8:

    modifications allowing flow dispersion to more than one

    downhill cell on a slope weighted basis

    Slide 15K S Rajan

    Flow accumulation gridsFlow accumulation (upslope area > 100)

    Flow accumulation (upslope area > 1000)

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    Slide 24K S Rajan

    DEM

    FLOWDIRECTION

    SINK

    FILL

    Yes

    Are there anysinks?

    No

    WATERSHED BASIN FLOWACCUMULATION

    Threshold FLOWACCUMULATION output

    streamnet = con (flowacc > 100, 1)

    STREAMLINE STREAMLINK STREAMORDER

    Delineate watersheds Delineate stream network

    Creating a hydrologically correct DEMCreating a hydrologically correct DEM

    Slide 25K S Rajan

    Generated RiversActual Rivers

    DEM

    from 1:50,000 Scale

    Contour Map

    DEM

    from 1:50,000 Scale

    Contour Map

    + Spot elevations

    in lower flat areas

    Agno River Basin, Philippines

    In medium river basin: From DEM of 100m resolution

    Drainage Network Generated from DEM using D-8 Technique

    Further improvement of DEM

    But, improvement up to what level can be done?

    Is it always possible to obtain high precision topography data for model

    application?

    If not, is there any alternative way?

    -Yes, there are a few techniques to improve topographical data for

    generating hydrologically correct DEM (from manual to

    automatic)

    - One of such methods is drainage-enforced algorithm

    Slide 28K S Rajan

    River network from drainage-enforced DEM

    Slide 29K S Rajan

    Simulated flood inundation

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    Slide 30K S Rajan

    mulated flood inundation with drainage-enforced DEM

    Slide 32K S Rajan

    Algorithmic issues of Flow Accumulation

    Paper that will be discussed (READ it) is -

    Simple I/O-effcient ow accumulation on grid

    terrainshttp://www.win.tue.nl/~hermanh/stack/hj-flowongrids-massive2009-paper.pdf

    Issues -

    1. Spatial Data are Large

    2. Data Access and its effect on the Naive Algorithm