The Auger Hole Method - W. Van Beers 1983

download The Auger Hole Method - W. Van Beers 1983

of 14

Transcript of The Auger Hole Method - W. Van Beers 1983

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    1/32

    THE A U G E R HOLE METHOD

    A

    field measurem ent of

    the hydraulic conductivity of soil

    below the water tab le

    W .

    F.

    J

    van

    BEERS

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    2/32

    ,

    . .

    I .

    . .

    ,

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    3/32

    I

    ,

    T A B L E O F CONTENTS

    page

    1 8

    I ,

    S E C T I O N

    1

    4

    Introduction '

    1

    S E C T I O N

    2 5 The. drilling of the holes

    I

    S E C T I O N

    3

    7

    The removal of the water from the hole

    S E C T I O N

    4

    7

    Measurement o f the rate o f rise

    i

    I (

    I

    7

    . 4.1 Interval and range,

    I

    1 9 4.2

    Equipment

    10

    4.3 Procedure

    S E C T I O N 5 12 Computing the hydraulic conductivity ,'

    from the data of measurement

    12

    5.1 Grap h s

    13 I 5.2 Formulae ,

    14

    5.3

    Examples

    I

    S E C T I O N 6

    17

    ,Auger-holes in a layered soil

    S E C T I O N 7

    19 Possible errors and variations

    t

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    4/32

    1 . I N T R O D U C T I O N .:

    The auger-hole method is a rapid, simple and reliable mFthqd for measuring hydraulic

    conductivity of soil below a water table. It is mostly used i n connection with the design

    of drain age systems in waterlogged land ánd'in canal seepage investigations.

    The method, or ig inated by DISERENSl934), was improved by HOOGHOUDT1936) a n d

    later by K I R K H A M1945, 1948), VAN

    BAVEL

    1948), E R N S T1950). JOHNSON1952) a n d

    K I R K H A M1955).

    T h e general principle is very simple: a h is bored int o the soil to a certain depth below

    the water table. When equilibrium is reached

    with

    the surround ing groundwater, a part

    of the water in the hole is removed. The water seeps into the hole again, and the rate

    at which t he water rises in the hole is measured and then converted by a suitable formula

    to the hydraulic condu ctivity'(k(f0r the soil.

    The auger-hole method gives the average permeability of the soil layers extending from

    the water table to a small distance (a few decimetres) below the bottom of the hole.

    I f

    there is an impermeable layer at the bottom of the hole, the value of k is governed by

    the soil layers above this impermeable layer. The radiu? pf the column of soil of which

    the permeability is measured is about 30-50cm:

    Th e use of this metho d is limited tosareas with a high ground water table (a t least du rin g

    '

    . a

    1

    ,*

    ,

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    5/32

    2.

    T H E D R I L L I N G , O F T H E H O L E S ,

    f

    2 .

    * I

    I

    This h,as to be do ne wi th the, n im um dis turbance to the soil .

    T h e required

    deprli

    o f t he h o d i p e n d s on .;he natu re, thickness an d sequ ence of

    sol1

    layers

    i n

    the a re a under inves tiga tion and on the depth a t which

    i t I S

    required

    to

    de t e r -

    mine hydraul ic conduct ivi ty. If the soi l i s homogeneous

    to

    a grea t depth, a practical

    dri l l ing depth wil l be about

    60

    to 70

    c.m below the water table, or preferably somewhat

    more than the ' l ength

    of

    the bai ler .

    In many cases, h owev er, t h e prrofile con sists

    o f

    IH O o r m o r e

    luyers

    having

    an

    ap- '

    preciable difference in permeabili ty.

    I t

    wil l often be desirable to-know the permeabi l i ty

    of each layer. When uslng

    HOOGHOUDT'S

    o r m u l a

    (1940) or

    s imi la r formu lae for des ign-

    ' .

    ' *

    ing a t ile drai nag e system

    i t

    is necessary to kno w the k-fac tor of the soil ab ov e an d be low

    the drains. If the water table l ies wel l wi thin the upper layer the hydraul ic conduct ivi ty

    of each layer can be de te rmined. In ' th i s case

    i t

    will be necessary

    to

    work wi th

    t ~ v o r

    i n o re / / d e s a t d i f fe rent dept l is . T h e bot tom of the sha llow hole should be a t l eas t

    IÖ-I5

    c m

    above the lower layer and - for pract ical reasons - 20 cm be low the water t able . The

    deep hole , which for t i le dra in age des ign p urposes normal ly has a dep th of 2 meters, is

    dri l led f i rs t and the various soi l layers are examined and described. The depth of t he

    shallow hole is determin ed o n th e basis of this profile investigation.

    ] f a very high hyd raul ic conduct ivi ty can be expected and the soi l is com parat ively ho m o-

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    6/32

    Despite of the fact that the tested soil column' associated

    with

    the auger-hole meth od, is

    much larger than an undisturbed core' sample taken for laboratory tests

    (I400

    I

    1,

    REEVEnd

    K I R K H AM ,

    951),

    i t will

    be necessaiy to repeat'thè permeabiliiy determinations

    a t seve ra l places, because of the differences which always occur in permeability of soils

    classified as one' soil type. For detailed tile-drainage investigations one determination

    to every two acres

    will

    usually be sufficient.

    One man can dri ll about

    ,10-20

    sets of holes a day . The auger used

    in

    the Netherlands

    (a n open blade type, see

    fig.

    1)

    is very suitable for use in'wet clay

    soils.

    The closed type

    "

    posthole auger commonly used in the

    U S A

    is

    excellent in dry

    soils

    but

    is

    less suit

    for wet clay soils (Soil Survey Manual,

    U . S . D . A . ,

    1951,

    page

    67).

    . r ,

    , , I

    I

    9

    F i b .

    2.

    Diagram

    of

    me tho d followed

    in

    deter

    I (

    t h e hydraulic conductivity by the auger

    ,hole procedure .

    b ,

    .

    , I

    I .

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    7/32

     

    S

    = dcpth of the imperme,tblc hy er l?clou, thc bottom

    of

    the hole.

    3. T H E R E M O V A L O F W A T E R F R O M T H E H O L E .

    I A

    *

    , *

    This can start when equil ibrium with the surrounding groundwater is at tained and the

    depth of theswater table has been recorded. Usually it will take 10-30 minutes to refill

    the hole

    i n

    a moderately permeable soil

    ( k = 1

    m/day), som e hou rs in a slowly permeable

    soil (k = 0:lO m/day).l)

    The seeping of the groundwater into the hole will also re-open soil pores in the wall

    of

    the hole that may have been closed by the auger.

    I f

    an open blade-type of auger is

    used, i t is unnecessary to remQve the water from the ho le 2

    or

    3 t imes for this purpose. .

    The most effective way of removing the water is with a bailer, viz.: a thin-walled pipe of

    about 50 to 60 cm in length, with a diameter of about 2 cm less than the diameter of

    I

    the auger-hole an d with a valve at the botto m . This bailer can also be úsedain combination'

    with a perforated tube fo r making a hole in the unstable sandy soils.

    The water level in the hole sho uld be reduced 20 to 40 cm (yo

    =

    20-40 cm, see

    fig.

    2). On e

    or two bailings a re required - depending on the length and diameter of the bailer used.

    '

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    8/32

    If a n electric device is used, a fixed Ay is chosen. If a'float with a measuring tape is used.

    either Ay or At can be measured at regular intervals. However, several stopwatches a,re

    ' .

    . I

    necessary fo r measuring with a fixed Ay. whereas

    if

    mea suring is don e at regular intervals

    of

    time it is sufficient to use one watch with a good second hand. The latter method of

    measuring is usually followed in the Netherlands.

    The time interval (At) chosen depends on the permeability of thecsoil and is usually

    5-10-15 o r 30 seco nds . A At is usually observed to be corresponding to a Ay of about

    one cm. For soils with a very low *permeability

    (k -10.01,

    r

    =

    4; Ay/At

    =

    hO.01 to

    0.02 mm per second), a Ay of about 5 mm an d , a At of some minutes is

    'a

    good combi-

    nation.

    If

    the soil. has a very high permeability (k = IO; by/At

    =

    about 10 mm per se-

    cond) an interval of 5 seconds is observed. It will be clear that for soils with a high

    permeability Ay greatly exceeds 1 cm an d only one or two reliable readingscan be taken.)

    Tw o men are needed for a n interval

    of

    5

    seconds, whereas

    I O

    second interials can easily

    be read and recorded by one man.

    Due.consideration should be given to the fact that i t is not~pe rmissible o.continue the

    measurementsfor

    too

    long since the funnel-shaped drawdown of the water table which

    develops ab ou t the t op o f the hole a s the hole fills+would become too large. This wo uld'

    result

    i n

    a decrease of the,actual H-value and consequently in a decrease of the rate of

    rise, and

    if

    the k-factor were computed from the original H-value this would give too<

    low as va lue for: k (see example No . 3).

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    9/32

    per second for a moderately permeable soil ( k

    =

    Im/day), 0.01-0.02 m m f o r a very

    slowly

    permeable soil

    ( k

    =

    0.01)

    an d som e cent imetres per second for

    a

    highly permeable

    soil

    k - - I O ) .

    I t .wil l be clear ' that in the case

    of

    a highly permeable and moderately per-

    meable soil we shou ld s tar t the measu remen ts a s soo n a s possible af ter bail ing, whereas

    in

    the case' of

    a

    slowly p ermea ble soil there is

    no

    reason to hurry . A calculat ion of the

    time available for reliable measurements is given i n Appendix I

    4.2

    EQUIPMENT

    The equipment as originally used by

    HOOGHOUDT

    was fair ly heavy and complicated

    (see

    HOOGHOUDT,1936).

    Convenient electr ic equipment has been developed in the

    U S A

    and is also used in Austral ia

    (MAASLAND,

    957).

    In

    the Nether l ands conven ien t and

    simple equipm ent was developed by the la te Professor

    M .

    F. Visser.

    Fig. 3.

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    10/32

    . .

    I . I .

    The la tes t s impl i f ica t ion is tha t the rule r and the pointe r 1 iave .been omi t ted and the

    { t anda rd somewha t modi ti ed i n 'o rde r

    to

    prevent difficultie\

    on

    windy day<

    (fig. 4) .

    T h e

    5tandai-d is pressed into the~ soi l p

    to

    a ce r t a in mark 40 tha t the reading\ c'in be takcn at

    a fixed distance (40 cm ) above grou nd leve l.

    Figure 5 shows the

    $et

    used fo r the m ca4urcmcnt

    of

    the hydraul ic conductivity . com ple te

    with

    a n

    auger wi th extens ion a n d -a perfora ted meta l tu be .

    *

    ,

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    11/32

    t

    he standard i s returned

    in

    its former position and .the float placed on the surface of

    6 About 5 readings are taken at regillar intervals of time. Since i t sometimes happens

    that the \teel tape or float tends to stick to the wall of the cavity

    i t

    is recommended

    to

    lap the steel tap: regularly. All readings, including igroundwater level and depth of the

    hole, are taken at the conductor of the tape on the standard

    (40

    cm above groundlevel).

    7.

    The depth of the hole

    is

    measured by use,of the bailer,o r auger.

    Th e rate of rise is ?o m es measured imm ediately afte: the drill ing of the hole This me thod

    IS

    t ime-

    Th e level

    of

    the groundwater can usual ly be measured the same day, but

    i f all

    layers have

    a

    very low

    permeabil ity the grou ndw ater level shou ld be mea sured

    o n

    the fol lowing day.

    However, i t should be noted that this method

    of

    measur ing the ra te

    of

    rise immediately afte; drilling

    can only be used in slowly permeable to mod erately,slowly permeable soi ls with

    little

    water in the hole

    after drill ing (relajively large y',), a s the admissible am ou nt o f retu rn f low dur ing the t ime of dr i ll ing a nd

    measuring should be l imited to ab ou t

    25

    percent of the am ou nt of water reniovyd by dri l ling. M oreove r ,

    the drill ing ha s

    to

    be carried out with

    an

    open type of posthole auger , as this type gives

    less

    puddl ing

    alon g the wall of the cavi ty an d the dr i ll ing proceeds m ore rapidly t ha n with the closed type of p osthole

    ater. The reading then has

    to

    be started as soon as possible.

    ,

    '

    ~

    ,

    1 9

    ,

    I

    saving and also has, th an tag e that

    no

    bailer

    is

    needed.

    I

    .

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    12/32

    5.

    C O M P U T I N G ~ T H E Y D R A U L I C

    C O N D U C T I V I T Y

    F R O M T H E

    D A T A

    O F

    T H E M E A S U R E M E N T S ’

    1 1

    t

    f .

    5.1. G R A P H S

    The type of graph developed by BOUMANS1953; VISSER, 1954) is co m ho nl y used in th e

    Netherlands.

    Recently othe r graphs as developed by WES TERHO FERNST,WESTERHOF,953) have a lso

    been used ‘in combination with a special m ethod of recording t h e readings for each

    interval

    of

    time. Using a n ad ditio na l mechanism on the sta nd ard , a pencil point is pressed

    at each inteTval of time

    on

    a slip ofpaper attached to the steel tape rule. This piece of

    paper is placed on a graph then and ( in combination with a second graph) the k-factor

    can be com puted. How ever, these graph’s’ have only been prepared .fo r

    r =

    4.5 and

    S > & H . . I .

    I _

    ’ .

    ERNST1950) prepared graphs for

    r

    = 4 arid “r =’6 , both for S

    ‘=‘O

    n d , S > :H. hese

    graphs are the result.of relaxation constructions.

    T he relation between the k-factor and the rate of rise

    (Ay/At)

    can be expressed as follows:

    . .

    I

    ( 1 )

    I

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    13/32

    In general it can be said.that the soil layers at a depth greater than 10-15 cm below the

    bottom of the hole have little influence on the rate of rise of the water in the hole, and

    the graph

    S

    >

    H an be used.

    The graphs prepared by ERNST an also be used for

    an

    auger-hole with

    a

    radius other

    than 4

    or 6

    cm . Augers are often used, which have a ra dius of

    5

    cm or a 4-inch diameter.

    Graphs

    3 and 4, included in this bulletin, have therefore been prepared for r

    =

    5 c m .

    This has been done by converting the graphs for

    r

    4 cm.

    l

    Th e graphs are used as follow s:

    C is read from the diagrams as a function of y and

    H .

    H is found at the abcissa in cm.

    Using the line with the proper y value.

    C

    can be read as the ord inate (see also example

    in graph 1). I

    5.2.

    FORMULAE

    A formula is not often used for computing the hydraulic conductivity since convenient

    grap hs are available. Moreover, unlike the formulae th e graphs may be used for a wider

    range of y and H values and they are more accurate. Th e difference may a m ou nt to 20 per-'

    cent. For the sake of completeness the formulae, 'which can be used when no graph is

    available, will be given here.

    , .

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    14/32

      L

    In

    this formu la

    k

    is expressed in m/24 h our s. All oth er quantities are in cm

    or

    in sec.

    k

    =

    hydraulic conductivity.

    H

    =

    depth of hole below the groundwater table.

    y = distance between groundwater level and the average level ofbthe water in the hole

    ' '

    r

    =

    radius of auger-hole.

    S = depth of the impermeable layer below the bottom of the hole or the layer, which

    has

    a

    permeability

    of

    abo ut one tenth

    or

    less of th e perm eability of the layers above.

    Equation (2) represents an empirically derived approximate expression of the results of

    a number of relaxation constructions. Hence this formula does not show the exact

    relationship that should theoretically exist between the different quantities, although the

    value of k will be sufficiently accurate (m axim um er ro r: 20 7 ; ) f the following conditions

    a re met :

    r

    > 3

    and

    <

    7 c m ;

    H >,20, a n d < 200 c m ;

    y > 0.2 H ;

    S > H ;

    ,

    for the time interval At.

    .

    I +

    A y 5 1 i 4 Y O .

    Eq uatio n (2 ) can also be written i n an oth er form , which facilitates calculations:

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    15/32

    Example

    N o .

    4 shows that the k-factor computed will be too low if the measurements

    are cont inued fo r

    too

    long (Ay

    >

    1/4

    y o )

    o r

    if

    too

    long

    a

    period elaps es between bailing

    1 yo.:

    I

    *

    Locàtion:

    *

    D ' =I' 40 D

    = 200

    W '

    =

    I 4

    W -

    1 4

    H =

    126

    H ==

    126

    t

    ~

    Yt'

    AYt

    O 145.2

    o

    144.0

    20 142.8'

    141.7

    0

    40 140.6

    1.2

    I z

    1 . 1

    1 1

    1 . 1

    D a te

    :

    Technician:

    I

    I

    r = 4

    k estm.

    =

    m/day

    S = > H k calc. = 0.66 m/day

    yo ==

    yo - W '

    =

    145.2

    -

    I14

    =

    31.2

    C 4 y t

    =

    5.6:

    Y

    = yo

    -

    Yn =

    y

    =

    yo

    -

    ;Ay'-= 31.92 - 2.8

    =

    28.4

    \

    1 2 6 '

    C

    =

    6 .0 ( read f rom G raph

    1 )

    .

    y

    =

    28.4

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    16/32

    When the difference is much larger, e.g. the At-values being: 27-44-56-71,, then

    large openings

    in

    the.soil profile are occurring (cracks, holes caused

    by roots,

    wood

    or

    nnimals).

    I n

    t h a t

    case measuring should be repeated in an'other place.

    .

    . *

    D

    =

    165

    D = 125

    W' = 100 W = 60

    H =

    65

    H =

    65

    'Yt - - t

    At

    r, = 4 K

    (estm.)

    = (-1

    m.

    /day,

    s

    =

    >

    H K

    (calc.)

    =

    OS7 m./day

    -

    y

    = y ' - w ' = 126- 100 =

    26

    ]

    c

    =

    11,2

    H = 65

    h y

    4

    400

    At 84 84

    x = 0,048

    _

    _

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    17/32

      ,EXAMPLEo 4.

    ~ _ _ _ _ _ - -

    Y1

    Ayt

    --

    r - 4

    S > i H graph

    I

    H

    =

    35

    - 1.5

    AylAt

    = 5.8160

    -

    1.5

    - 1.4

    y =

    27.4

    C --

    17.8

    k ==

    1.75

    I

    I

    30 3

    15 28.8

    30 27.3

    45

    25.9

    -

    60

    90

    105

    20

    I35

    I50

    I65

    180

    I95

    210

    225

    240

    7>

    24.5

    23.2 -

    21.9

    20.7 - 1

    1.3

    -

    1 . 1

    19.6

    18.6 -

    ' 1

    17.6

    -

    16.7 -

    - 0.9

    15.8

    , '

    15.0 -

    :::

    0.7

    \

    12.7 -

    - 0.8

    .............................

    AylAt

    4.9160

    y

    =

    22.0

    c = 20.2

    k

    = 1.65

    ............................

    AylAt

    =: '3.8160

    y =- 17.7

    C

    =-:

    23.2

    ' k

    r 1.47

    h y j A t = 2.9160

    . . . . . . . . . . . . . . . . . . .

    y

    = 14.3

    C

    = 27.5

    k =:

    1.33

    . .

    ' <

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    18/32

    I

    shallow hole should be at least

    10-15

    cm abo ve the lower layer. I n most cases the dee p

    hole is m ade first in orde r to locate the boun dary of the two layers

    (fig.

    7).

    Fig. 7.

    I

    I

    I

    I

    * *

    I

    t

    I

    8 %

    '

    If we call the hydraulic conductivity of the upper layer k, an d the lower layer k,, then

    .

    th e ra te of rise in the deep hole is:

    I

    Ay' It

    Co

    --

    -

    k,

    AY'

    -

    kl k2 k2 At'

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    19/32

    AYI

    k, == -

    c

    t

    C

    - - - - k

    OAt’

    6.3 :.‘0.26 - 1.5 1.64- 1.5

    0.14

    - . - -

    -

    0.62

    r

    o‘22

    -

    - -

    -

    6.3

    1

    1.62 -

    I

    3 . 9

    1

    - --

    co

    1

    7. P O S S I B L E E R R O R S

    AND V A R I A T I O N S

    The following possible errors have to be taken into account.

    a . The maximum er ror in the graphs is estimated at 5 percent.

    b .

    The error caused by a wrong measurement of H and y is inversely proportional to

    the magnitude of H and y.

    For. instance:. a

    1

    cm error in the measurement of

    H

    causes a 2 percent error in the

    k-value if H

    =

    50 and a I percent error if H = 100. The same is true of y. This

    shows that there is no need to measure

    H

    and

    y

    with an accuracy of millimetres.

    -

    c.

    If

    a

    wrong figure is used for the radius r the order of magnitude of the error is usually

    about 20 percent for half a centimetre difference

    in

    radius, or

    20

    percent for the dif-

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    20/32

    all over the area, than bij measuring and calculating this factor with great accuracy in a

    particular hole.

    The determination of hydraulic conductivity of the soil in a certain area should always

    be combin ed with a soil survey. There often is a close correlation between the soil

    characteristics as seen in the field and the k-factor of the soil, but this correlation can

    only be established

    o n

    a regional basis. 8

    <

    , +

    c i 3

    R A N G E

    F H Y D R A U L I C

    CONDUCTIVITY

    VALUES I N

    THE ,NETHERLANDS

    I N

    m/day

    (

    HOOGHOUDT,952)

    8

    Sands: 0.1 for fine sands to 30 in coarse sands;

    V

    Clays: 0.01 o more than

    30.

    Some clay soils have better permeability than coarse sandy

    - soils;

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    21/32

    I

    T I M E

    A V A I L A B L E F OR R E L I A B L E ' M E A S U R E M E N T S ( A y

    <

    1/4y,),

    for k = 1 m / d a y a n d r = 4 c m

    I

    yb:in cm.

    I 15

    20

    25 30 40 50 60 70 80

    90

    100 120 140

    Ay =

    114

    yo:

    -

    H =

    30:

    H = 50:

    H ' = 75:

    H

    =

    100:

    H

    = 150:

    3.75

    5

    6.25 7.5

    10 12.5 15

    17.5 20 22.5 25. 30 35 .,

    ,

    time

    in seconds

    109 117

    131

    146

    83 88 90 105 I

    47

    50

    53 56 60 63 68 73 79 1

    a 60 63 66 72 78 87 .

    37 39 41 43 46 48 50 52 57 63

    Example

    of

    calculat ion:

    H

    =

    75

    y

    = 20

    ]

    c

    =

    12.

    For k

    =

    I :

    At = b y x C .

    =

    C AY

    A t *

    I

    Ay or permissible range of measurement = 1/4 x

    20

    c m = 5 cm.

    A t

    =

    Ay x C =

    5

    s

    12

    seconds =

    60

    seconds.

    For the case tha t H

    =

    75 a n d y

    =

    20 c m a n d k

    =

    Im/day, there are 60 seconds available

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    22/32

    tab le sand y so i ls i t is necessary to use

    a

    perfora ted tube. Th e auger is used

    u p to

    the pdin t where the hole becomes uns table . Th e per fora ted tube

    is

    the; lowered in to the

    ole. By moving up an d down the bai le r - which has

    a

    valve a t th e bot tom - he mixture

    rid a nd water en ters the ,bailer and the tube can be pushed dow nwards .

    1 ,

    ' I

    SCR1,PTION OF

    T H E

    PERFORA

    1 .

    1

    2 mm thick, pe r fo ra t ions abou t 4 m m a p a r t -a n d a b o u t

    O.

    a

    8

    c m

    i n

    outer d iam eter fo 'r a hole 'with a d

    i n

    diameter . The

    e;er

    of

    8 cm, and ' 1 hetre

    I '

    t h

    a riveted ring:

    t h e t u b e o u t a o f he" borehole a k ind o f dra wh oo k is useful . Cam s for hol-

    hoo k a re s ecu redqto the to p of the screen tube.

    $ .

    ( I

    , *

    . . .

    I

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    23/32

    R E F E R E N C E S ' .

    BAVEL,

    .

    H. M.

    VAN

    AND

    D.

    K I R K H A M :

    948:

    Field measurements,

    .

    of

    soil

    permeabji i ty .using auger

    BOUMANS,

    .

    H. 953: Het bepalen van de drainafstand met behulp

    van

    de Boorgiiten, methode: Land-,

    BOUWER, . ET AL . 1955: Drainage'research methods'on stony soils. Airic. Eng . , pp. 592.

    DISERENS,. 1934: Beitrag zur' Bestim mun g der D urchliissigkeit d es Bodens in natiirlicheri Bod eniage -

    ERNST,

    L.

    F.

    1 950: A

    new form&

    for

    'the c&ukition

    of

    the p,ermeabijity factor with the auger hqle

    1 .

    . .

    holes. Proc. Soil. Sc. Soc. Am.. pp. 90-96.

    bouwk. Tijdschrift, 82-104. 4

    . .

    .

    ..

    rung. Schweiz. Landw. Monatstr. 12.; I . /

    method . T .N.O. ,Groninge n 1950. Translated from the Dutch by H . Bouwer, Coriiell Univ.'Ithacn.

    , ,

    N.Y. 1955.

    . .

    , .

    ERNST,L.

    F.

    a n d

    J:

    J . WESTERHOF.

    1956:

    Le developpenlent de la.recherclie hydrologique et,son appli-

    '

    H ~ H Ò U D T ,. ,B. 1936: Bepaling van den doorladtfactor vn'n de n 'gron d'm et behulp vin"po,mpproeven,

    HCJOCHOUDT,

    .

    B. 1940: Bijdrage tot de kenn,k van enige ns uurkundcge grootheden v ;in,dekrond. No.

    7.

    , ,

    H-HOUDT, S . B. 1952: Tile drhinage and subirrigation.;Soil Sci:. 'pp: 3 5 4 8 .

    JOHNSON, .

    P.,

    R . ' K .

    FREVERT.

    n d

    D.

    D. EVANS.

    1952:

    Sinlplitied procedure for the measurement .

    nd

    KIRKHAM;D.

    1945:

    Proposed methods

    for

    field .nieasurenien ts of.perniea bility

    of

    soil

    below the water-.

    cation au drainage aux Pays-Bas. Assoc. Intern. Hydr.., , . Publ. 41. Symposia Dirrcy (DiJon . 1956).

    . . .

    _

    , +

    (z.g.

    boorgatenmethode). Verslag Landbouwk. Onderzoek

    42.

    pp.

    449-541.

    Verslag Landbouwk. Onderzoek 46.

    , ,

    '

    .

    . . .

    , I .

    I .

    .

    '

    . I .

    I 1 . , .

    I

    ; .

    I

    computation of soil permeab,ility below the wati:r-table. Ägris. Eng., pp: 283-286.

    ,,

    '

    ..

    . 1 ..

    ,

    .

    1 .

    table. Proc. Soil. Sc. Soc. Am., pp.

    .58-68.

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    24/32

    L I S T O F A V A I L A B L E P U B L I C A T I O N S , S E P T E M B E R 1979. I i <

    P U B L I C A T I O N S

    ( 1 I )

    (13)

    (14)

    (15)

    .

    (16)

    P. J. Dieleman,

    ed,Reclamation

    of

    salt affected

    soils in

    Iruq.

    1977, 175 pp . 3rd edition.

    DG 16.-. ' '

    L. J . Pons, and.1.

    S.

    Zonneveld. Soil ripeningand sqilclassification. 1975. 128 pp. D G 12.-.

    G.

    A. W. van de

    Goor

    and G. Zijlstra. Irrigation requirements or double cropping of lowland

    rice

    in

    Malaya. 68 pp . 1977, 2nd editio n. D G 7.-.

    D. B. W. .M. van Dusseldorp. Planning of service.centres in rural areas of development

    countries. 1971. 159 pp. DG 13.-.

    Drainage principles and applications. Vols. I/lV , 1455 pp. DG 90.-.

    Vol. I : Intro duc tory subjects, 2nd edition 1979,241 pages, D G 20.-. .

    Vol. 111

    :

    Surveys an d investigation, 1974, 364 pages, D G 30.-.

    ' . '

    Vol: IV.: Design and management

    of

    dra inag e systems: 19 74,4 76 pages, D G 40.-:.

    Vol. I : M ateria s prelim inar es, 1977, 257 pages, DG 20.-.

    Vol. I1

    :

    Qeo rias del drenaje agricola y de la esco rrentia; 1977, 402 pages, D G . 30.-:

    Vol. IV : Diseño y manejo de los sistemas de drenaje, )97 8, 547 pages, D G 40.-.

    (17) Lizndevaluation fo r ruralpurposes. 1973. 116 pp. D G l-I.-.

    (19) M.

    G.

    Bos and

    J .

    Nugteren.

    On

    rrigation efficiencies.

    1978. 140 pp. revised e dition . D G 14.-.

    (20) M.

    G:

    Bos, ed. Discharge measurement structures, 464 pp. 1978, 2nd editio n. D G 40.-.

    (21) N. 'A. de Ridder an d A. Erez. Optimum use of water resou&: 1977. 250 pp . DG'25.-.

    .

    (22) FAO. A fra me wo rkf or land evaluation. 1977. 87 pp. D G 8.-.

    (23) K. J. Beek.

    Land evaluation f o r agricultural development.

    1978. 336 pp. D G 30.-.

    (24) J. Ma rtinez Beltran.

    Drainage and reclamation of salt-affected

    soils .'1978. 321 pp. D G 30..

    (25) ,J: Wesseljng.

    Ed. Proc.. Int. Drainage Workshop

    May 1978 W ageningen, 730 pp..DG 60.-.

    F.ieldbook for 1,and and wa ter m anagem ent experts, 1 972,'672 pp: DG 68.1.

    '

    ~, , I

    ' -

    , I

    ol. 11: Theories o f field drain age and watershed runoff, 2 nd e ditio n 1979, 374 pages, DG 30.-.

    (16/S)

    Principios

    y

    aplicaciones del drenaje,

    Vols. I/lV, 1600 pp. D G 90.-.

    ,

    Vo l.'IIl: Estudios e investigaciones, 1978, 395 pages, D G 30.'.

    . I ,

    ,

    . .

    ' '

    '

    . *

    ..

    I

    . _ , . .

    B U L L E T I N S

    (1)

    W.

    F.

    J .

    van Beers.

    The u w e r hole method.

    1979.5th edition. 23

    pp.

    D G

    8.-.

    .

    (1 1)

    G. P. K rusem an, and". Ä. de Ridder. Analysis and evalwition ofpumping test data. 1979.

    GRAPH 1

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    25/32

    I

    C

    1111 III

    .u

    '

    H =m

    r=4cm

    S > 0.5

    H

    E

    AUGER HOLE METHOD;

    tute for Land Reclamation and Improvement, Wageningen, The Netherlands.

    1958.

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    26/32

    GRAPH 2

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    27/32

    r = 4 c m

    s = o

    Bulletin

    No

    1

    T

    I

    E

    AUGER HOLE

    METHOD;

    International Inst tute for Land Reclamation and Improvement, Wageningen, The Netherlands, 1958.

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    28/32

    , .

    ' .

    ,

    " , . ,

    .

    .

    .

    .

    . .. .

    .

    .

    ..

    ..

    ..

    .

    * .

    .

    ,

    .

    . .

    . . - .

    . I

    . .

     

    GRAPH

    3

    I

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    29/32

    .I

    i

    HOLE

    METHOD;

    for ia nd Reclamation and Improvement, Wageningen, The Netherlands,

    I958

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    30/32

    GRAPH 4

    r = 5 c

    :m

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    31/32

    I s = o

    Bulletin

    No

    1 THE A U GER HOLE METHOD;

    International

    I

    stitute for Land Reclamation and Improvement, Wageningen, The Netherlands. 1958.

    P

  • 8/21/2019 The Auger Hole Method - W. Van Beers 1983

    32/32