FWS!  x _    P C?    ?     Verdana   	2    w  fff      (  THE THIESSEN METHOD   X I    U R0     @!0 6'6 		|  e'e fRsfQ0   I    U R0     @!0 6'6 		|  e'e fRsfQ0  -                           <p     lC&&π 3̙    5G{_:	Z-F0+%kEŌqbE:kEy|qgj{ް|-&0n7(&ϰ'/3:֨9㢿ƵjO7ʴd#f蠬U~s%*A?m/8'cT>#U@XP'T ZWx9 p){u\   |Z)@	*    g<X            (  Land Area >>   o	&    g6h  @        (  Begin >>   @  	J   	 o             (  Determine the area ofthe drainage basin...  	 @ I   
 U R|#   JJJ Tg6e'5 asa  ' V|Ph  I    U R|#    Tg6e'5 asa  ' V|Ph "       
         
      0h @  	%    g0h  @        (  Next >> 	  h@ @ @ @ 	    wOG   @          (  First, calculate size ofthe land area. Let'ssay that the land areato the left is a total of250 sq. km.   ZX@i @  @ 	 i @ @ 	 i @ @ 	 i @ @ 	 @ @ @ @ @  w    lH]'  (  %οe\5_=q?卂ؚ/EFo)-8{pZBao%r AnAnfp  {
,`@  @   {
,`@  @   {
,`@  @   {
,`@  @   {
,`@  @   {
,`@  @   {
,`@  @   {
,`@   ?    -      
         
            0h @    	k    o             (  Plot theprecipitationgages with theamount of pptrecorded at eachgage...   8	 I    U R    UUU @!0 56@		|  e'@y^NsfU2   I    U R     @!0 56@		|  e'@y^NsfU2   I    U R     @!0 5'6 )霡|  e'@y^RsfQ2  "                      8@ 	    wJ            (  Second, locate thecoordinates of each gagein the given area and plotaccordingly... note theamount of ppt measuredfor each gage.   BI`i @  @ 	 i @ @ 	 i @T@ 	 i @ @ 	 i @@ 	 i @T@ 	 @ @  ?    -                       (    8@'  5    E  
 b]%:eѠ1R %.\
 F         VR5   ^  B>  ;  U?  7 
  w' 	!    _N`             (  4cm   k
@	!    _N`            (  5cm   #*@ 	#    _m`             (  3.5cm   ̀	!    _N`             (  2cm   u 	#    _n`             (  1.5cm   h	!    _N`             (  3cm   i@    	2     oy             (  Connect the dots...    X@ I   ! U RX4        @!0 66 		|  e'e sfRsfU0   I   " U RX4     H%k &g &2@{G)) Z' Y͙Y͙Dt l  I   # U RX4     @!0 66 		|  e'e sfRsfU0  "   $    !   "   "   #     $ 8@( 	k   % o             (  Third, draw a dottedline connecting eachgage so that trianglesare formed.    &    %  &4  & Ƞi @  ( @ 	 i @ @ 	 i @ @ 	 i @ @ 	   ' mb_rh   |  ( %/Y[njPJLio#{b=c؏`X3#?.؏@YgFl<NGlG-m{Ojr-v{жOlG-v{-@Cjr,:ڜ6<ʹ= qOo,ݹ#


i`Տgk+[o)v 
	ו@\	e$s-ľ@/jr+p_jr-AWnJ]Rؽi,oGe(QRi
4ڜ<*-m@Cl,@0voH2m@
l,B:0x$6+\eXhlOgka,6d'mCl-"6jsl,ie(@] } U	Wjp,Jڭ\
ڭ\9vWՀ ]Q@$@2ݾ@xwo@,8~vE@n]@GoP-vW N]|'jp,-ڱ\AvWw]e(V+Z;^oNK/3NZH۵8cl2r3:؏@Zm2  ' wi @  @ 	 i @ @ 	 i @@ 	 i @h@ 	 i @4@  ?    -   (   !   "   "   #        2   ( 8@1 	 @    	2   ) oy             (  Bisect each line...  ) X@ I   * U R#       @!16'6 		|ge sfRs^Q2  I   + U R#    K ' V|Phg6e'5 asa  "   ,    *   +   +   +     , 8H2 	   - wRK            (  Now draw lines throughthe midpoints of each legof each triangle so thateach line meets at a pointwithin each triangle asshown to the left.    .    -  |-  . i @  2 @ 	 i @ @ 	 i @ @ 	 i @ @ 	 @  M   / lE%      %O0u5s7Wn WWZ`A;r    0    /     0 	@i @  7 @ 	 i @ @ 	 i @ @ 	 i @ @  ?    -   1   *   +   +   +        <   1 8H; 	 @    	P   2 o9+             (  Calculate the areafor eachprecipitationgage...  2 @ I   3 U R        @!0 56@		|  e'@y^NsfU2   I   4 U R     @!0 5'6 )霡|  e'@y^RsfQ2  "   5    3   4   4   4     5 8@< 	 i @4	   6 o              (  As you can see, you have justfigured out the respectiveareas represented by eachppt gage!...now determinethe size of EACH of theseareas (you can use graphpaper for this).    7    6  "  7 Hi @  < @ 	 i @h	 i @ @ 	 i @	 i @ @ 	 i @ ̉	 i @ @  ?    -   8   3   4   4   4        A   8 8@@ 	 i @  	 @     	>   9 o}             (  Create a chart withthe data...  9  I   : U R/       @!0 6'5)錩|ge sfVs^Q2   I   ; U R/    Kʛ' V|Phg6eg5 	 asY  L   < U Ry(     Kʛ' V|Phg6eg5 	 asY "   =    :   ;   <   ;     = txA 	  > wP             (  Record your data as follows:Station        Area in        Percent             Adjusted  ppt..           Basin          of Total                 ppt. (cm)         (sq. km)         Area             (col.1 x col.3)---------------------------------------------------------------- 2cm           15sq km          6%              2 x .06 = 0.123.5cm         27sq km         11%            3.5 x .11 = 0.39 5cm           39sq km         16%              5 x .16 = 0.801.5cm         43sq km         17%            1.5 x .17 = 0.26 3cm           50sq km         20%             3 x 0.20 = 0.60 4cm           76sq km         30%             4 x 0.30 = 1.20    ?    >  *  ? q܀i @  A @  ŲU8DR ŲU8| ŦO5o	 i @ @  eV8R eV8& 
 Ō$5 }856 }8Ej  }5B.b }5[ }98r1 }93 M<5﬉	 i @ @    8dR   8
 D"8@ )l QQ < F  ܌ \> 	 i @ @  ?    -   @   :   ;   <   ;        F   @ txE  UTJ UT3T
 HHɐ HG (C K Lx Q‌ >@ 44%	 @   I   A TO8,       @> 8g8@*	y|y  c6	>s=@   I   B TO8,    @> 8g8@*	y|y  c6	>s=@  "   C    A   B   B   B     C  =IҀF ?   D  Verdana   	4   E o? D           (   250sq km        100%    F    E  X   F ZF 	$   G g+h  @         (  3.37cm    H    G  V9 " H hF @  ?    -   I   A   B   B   B        H   I  =IҀG @   	    	y   J o             (  The sum of the productsof each gage fromcolumn 1 and column 3is the average! That's it!  J X" rEFeD@ " (J9A^@ " =UOUNzUa@ " QTqqqG@ " f9YNh-@ " z^_ @ " ɏcV`@ ?    " ɣhM	   K wM;  h          (  3.37cm is the average amountof precipitation that fell in thisdrainage basin during the laststorm. $ K G 	+   L o            (  Close Window % L L@   
