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    WATER RESOURCES ENGINEERINGWATER RESOURCES ENGINEERING

    RESERVOIRSRESERVOIRS

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    Introduction

    Reservoirs are structures that store water.

    In general, we observe high flow in winter and low flow

    summer, and very high values in spring months or

    snowmelt seasons in Northern Hemisphere.

    On the other hand, the water demand is high in summand low in winter.

    Therefore, the regulation of the streamflow is required

    meet the demands. This regulation is possible by constructing reservoirs i

    the stream.

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    Introduction(conti

    S, D

    S

    D1

    t

    Required Storage

    Variation of Supply and Demand

    S>DS

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    Introduction

    Reservoirs can be divided into two main categories

    according to their storage capacities:

    Storage (conservation) reservoirs

    Distribution (service) reservoirs

    Formation of a big reservoir behind a dam may have

    various environmental aspects.

    For example: For the construction of Keban Dam in Turkey,

    30,000 people were dislodged, and

    300 km road, 48 km railway, and

    A large area were expropriated.

    (cont

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    Overview

    Introduction

    Characteristics of Reservoirs

    Determination of Reservoir Capacity Mass Curve Analysis

    Determination of reservoir capacity for a known yield Determination of yield from a known reservoir capacity

    Sequent Peak Analysis

    Operation Study Other Approaches in Capacity Determination

    Reservoir Sedimentation

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    Characteristics of Reservoirs

    Potential for a Hydropower Reservoir

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    Characteristics of Reservoirs(conti

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    Characteristics of Reservoirs(cont

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    Characteristics of Reservoirs

    The capacity of the reservoir is very important since th

    main function of the reservoir is the storage of the wat

    The desired yield, which is the amount of water delive

    from a reservoir to meet downstream requirements, mbe available most of the time.

    For an ideal reservoir site: Sufficient impervious and sound formation (bed and sid

    Deep and narrow valley (less evaporation, low cost of

    expropriation)

    (cont

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    Characteristics of Reservoirs

    After the determination of location of a reservoir, a

    special topographic map (1:5000 scaled) of the

    reservoir area is obtained with suitable contour intervaand

    Elevation - Area Curve, and

    Elevation Storage Curve are obtained.

    (cont

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    Characteristics of Reservoirs(conti

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    Characteristics of Reservoirs(cont

    Elevation Area Volume Curves for a reservoir

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    Characteristics of Reservoirs(cont

    Storage characteristics of a reservoir

    Overview

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    Overview

    Introduction

    Characteristics of Reservoirs

    Determination of Reservoir Capacity Mass Curve Analysis

    Determination of reservoir capacity for a known yield

    Determination of yield from a known reservoir capacity

    Sequent Peak Analysis

    Operation Study Other Approaches in Capacity Determination

    Reservoir Sedimentation

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    DeterminationCapacity

    The yield of a reservoir is defined as the quantity of

    water, which is supplied for a certain duration.

    The duration may change with the purpose of thereservoir.

    A few years Large reservoirs

    Week Day

    Hour

    The yield is a function of

    the inflow, and

    the capacity of the reservoir.

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    Capacity

    Safe Yield (Firm Yield): The amount of water that is

    supplied for a critical period. It is a guarantied amount

    during this critical period. Critical Period: The duration of lowest flow observed in

    the records of the stream.

    Depending upon the length of the flow critical period m

    change so the safe yield.

    Yield is not calculated certainly. The probability must bused.

    During the periods of high flow there will be extra

    available water, more than the safe yield which is callesecondary yield.

    (conti

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    Capacity

    Average Yield: The arithmetic average of the safe and

    secondary yields over a long period.

    There is a risk involved for a reservoir.

    The amount of risk depends on the purpose of the

    reservoir.

    Target Yield: The yield determined based on the

    estimated demands for a reservoir.

    (conti

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    Capacity

    For the determination of reservoir capacity, the critical

    period must be determined first.

    A long period of observed flow is required.

    When short period of observed flows or no observatio

    area available stochastic methods are used to genera

    synthetic flows that has the same statistical propertiessuch as mean, variance, correlations etc.

    (conti

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    Capacity

    There are four different methods to determine the

    capacity if a reservoir.

    Mass Curve (Ripple diagram) Method,

    Sequent Peak Algorithm,

    Operation Study, and

    Other Approaches (Stochastic Methods and Optimizatio

    Analysis etc).

    (cont

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    Capacity

    1. Mass Curve Analysis

    (Ripple Diagram

    Method, 1883) One of the most widely

    used methods.

    Assumptions:

    Demand is constant,

    and,

    the year repeats itself

    continuously.

    (conti

    S,D

    DS

    VOLUME

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    Capacity

    1. Mass Curve Analysis (Ripple Diagram Method, 18

    (cont

    If the flow is the da

    monthly discharge

    the area under the

    up to a certain tim

    be the volume of rfor that period.

    The slope of the mcurve at a certain

    gives the discharg

    that time on the

    hydrograph

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    Capacity

    1. Mass Curve Analysis (Ripple Diagram Method, 18

    (cont

    Critical PeriodRequired storage cap

    the reservoir is the vedifference a+b

    C

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    Capacity

    1. Mass Curve Analysis (Ripple Diagram Method, 188a. Determination of capacity for a known yield

    (conti

    1. The tangents, whic

    parallel to the demandare plotted at the high

    (D and E).

    2. The maximum depfrom the tangents to t

    following low points o

    mass curve ( F and G

    determine the necessstorage amounts V1 a

    3. The largest one of

    volumes will give therequired capacity of th

    reservoir.

    The reservoir would be full at points D, D, E, and E.

    The reservoir would be empty at points F and G.

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    Capacity

    1. Mass Curve Analysis (Ripple Diagram Method, 188

    b. Determination of yield for a known capacity

    (conti

    1. The value V of knownreservoir capacity is plac

    vertically in all the low po

    the mass curve and tang

    are drawn to the previoupoints.

    2. The slope of these tan

    (D1 and D2) indicate the ythat can be supplied for t

    critical periods with this g

    capacity.

    3. The smallest one of th

    can be supplied all the tim

    The plotted tangents must cut the mass curve whenextended forward, as it is the case here with points

    C and E. Otherwise, the reservoir will not refill.

    C it

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    Capacity

    The mass curve gives results if D < S during the pof record.

    The graphical approach is quite satisfactory if thereservoir releases are constant during the period of

    analysis.

    When reservoir releases vary, the sequent-peak analyis recommended.

    (cont

    C it

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    Capacity

    2. Sequent Peak AnalysisSequent Peak Analysis is more suitable when the data of long observatperiods or long generated data are used, or when the demand is not co

    (conti

    1. Differences between inflows demands (D) are calculated and

    summations obtained.

    2. (S-D) values are plotted agatime as shown in the figure.

    3. On this plot the first peak valu

    next larger peak (sequent peak)determined.

    5. This process is repeated for a

    peaks in the record period as shthe figure also. The maximum o

    stora e values is the re uired c

    4. The storage required between these two

    points is the difference between the first peak

    and the lowest point in this period.

    C it

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    Capacity

    2. Sequent Peak Analysis

    If the record period or generated data sequence is very long, the graphi

    solution may be time consuming.

    In that case and analytical solution procedure may be applied for the

    analysis and it can be solved easily using a computer.

    In this way, the required storage Vtat the end of a period tcan be expreas:

    At the beginning of the analysis, initially Vt-1 is set to zero and calculatio

    continue to find Vt values forup to twice the length of the record period

    The maximum of all the calculated values of Vt is the required storagecapacity.

    (cont

    +

    =

    otherwise0

    positiveif1tttt

    VSDV