Take ratio of (I) + (I) + sind ₂ / tan 03) - 2 CODE T₂ (singz /tand₂ + cos₂ -14 tands /tand, + cos₂ from Geometry tane₁ = AG GB tan 0₂ = tamos = 20 12-y tan 0₂ / tang] = 1 + CE BE Put all in 3 5 CF 20 T2 20 (12-y) three above q * 3 4 (Divide by co₂ B₂) 20 12-y Cables" ड्ड 12 12 y-y values of tomos solving these ea"s y = 8.45 60 80 11 3 4 282 value put of y in above en "s I solve for T₁, T₂ tensile force in the to get

Elements Of Electromagnetics
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ratio
A I & I
2 (- cosa₂ + sinfos / tan 03)
T₂ (singz /tand₂ + cos₂
-14
tantane
(tands / tand, + cos₂
from
tane₁ =
tamos =
tan 0₂ =
- 1 +
Geometry
AG
GB
20
12-95
3
Pert all
in
CE
BE
DY
CF
20
(12-y)
20
T2
11
above 2₁"
20
12-y
12
ان بیا
=
4
(Divide by co₂
9-4
(9-4)
12
_
three values of tands
3
solving these "s
|_y= 8.45
60
80
=
3
24
282
put
value
ofy in
above ea"s I solve you T₁ T₂
to get tensile force in the
Cables
Transcribed Image Text:ratio A I & I 2 (- cosa₂ + sinfos / tan 03) T₂ (singz /tand₂ + cos₂ -14 tantane (tands / tand, + cos₂ from tane₁ = tamos = tan 0₂ = - 1 + Geometry AG GB 20 12-95 3 Pert all in CE BE DY CF 20 (12-y) 20 T2 11 above 2₁" 20 12-y 12 ان بیا = 4 (Divide by co₂ 9-4 (9-4) 12 _ three values of tands 3 solving these "s |_y= 8.45 60 80 = 3 24 282 put value ofy in above ea"s I solve you T₁ T₂ to get tensile force in the Cables
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