22 



■ BCULAR VARIATIONS OP THE ELEMENTS OF 



Computation of E, E', E", and E'". 

 + |o,3||x, a | ^-f77?1=4- 0.8287048 

 — foT^l " =— 0.4087579 



Sum =E+-h"=+ 0.4199469 

 Therefore E=+ [9.6231944J6". 



—[13=+ H".3147682— g 

 +EH!EZKEd]=-l- 12.8366855 



Sum =+ 24.1514537—^ 



log.j[oT8l-=-raTs|}= [ 8.5847028] 

 Therefore W= ^24".1514537— g\ X 

 [ 8 .5847028]5". 



— [13=+ 17".5528645^/ 



+ E3EEKEH]= 

 «Sum = 



!og- lEH] -Kmn = 



Therefore E"= 



\- .00127166 

 |- 17.55413616—^ 



[9 .6375865] 

 17".55413616— g\ x 

 ' [9 .6375865]6". 



EH]E3-3-[m]=+ 9.360164 

 — [7^1=— 0.408758 

 Sum =E'"^-b"=-\- 8.951406 

 Therefore E m =+ [0.9518913]5". 



Computation of F, F', F", and F'". 

 p?mfT^1-H[TTi1=4- 0.004346915 



—EDO =— 0.008812816 



Sum =F-±-b'"=— 0.004465901 

 Therefore J 7 =— [7.6499091J6'". 



|o,i||2,s| -h|7^1=+ 0.09954018 

 — Pns] =— 0.00881282 



Sum =J"-^S W =+ 0.09072736 

 Therefore ,F '=+ [8.9577383]5'". 



_ [TTi]=+13".072173Q0— .? 



+ r^ir^i -^r^=+ 0.94162873 



Sum =+14 .01 380173— g 



lo g- IEHKEin = [0.8407439] 

 Therefore F"= ^14".01380173— #J X 

 [0 .8407439]5". 



— rrrri=+ir.3i47682— g 



+EH] EDO -5-E3 =+26 .0247460 



Sum =+37 .3395142— # 



log. \ \EZ\^\hB \ = E 9 .4809266] 

 Therefore F'"= j37".3395142— g\ x 

 [9 .4809266]6'". 



Computation of E u E 2 , E s , and E& 

 +E3EH]-HiIlM+ 0.03215367 

 — EH1 =— 0.02544290 



Sum =_Ei-4-& 3 =+ 0.00671077 

 Therefore i^= [7.8267723]6 3 . 



— [?3=+18".5962129— g 

 +E3EHKEZN+ 25 -1383344 

 Sum =+43 .7345473— g 



log. {E3-5-EZli= [8.2017618] 

 Therefore E 2 = 1 43 .7345473— g\ X 

 [8 .2017618]& 3 . 



— [T77]=+0 .6479569— # 

 +E3EZKEZN+ -000047219 

 Sum " =+0 .648004119— # 



Jog- [ E3-5-EH] | = [0 .7610455] 

 Therefore _£,= |0".648004119— g\ X 

 [0 .7610455]& 3 . 



[7^1[T^]-4-|7^1=+11.655051 

 —[777] " =_ 0.025443 



Sum =J3 4 -^ 3 =+11.629608 

 Therefore E i= = [1.0655652]6 3 . 



Computation of F x , F 2 , F 3 , and F±. 

 (^[J2]-=-[37JJ=+ 0.004099602 



— [T7T| =— 0.005180905 



Sum =F 1 -±-h i =— 0.001081303 

 Therefore F 1 =— [7.0339474]6 4 . 



EHEI]-HIdl=+ 1-8779726 

 — EZI =— 0.0051809 



Sum =F r i-b l =+ 1.8727917 

 Therefore _F 2 =+[0.2724895]6 4 . 



— [f2]=+2". 7662522— g 

 +E3C!Z1^-EZ1=+ .004410838 

 Sum '" =+2 .770663038— # 



!og- fEU-HHilH [1 -7737962] 

 Therefore F s = j2".770663038— g\ X 

 [1 .7737962]5 4 . 



— E3=+18 .5962129—.? 

 + riTTHTr71 -H7T71=+31 .76876997 

 Sum =+50 .364982867— # 



log. l[?7T|-=-[77T|i= [9.11284867] 

 Therefore F t = |50".3649829— g\ X 

 [ 9 .1128486]S 4 . 



