2 1 0 If ɛij= 1 20 then the invariants are 0 0 2 I1= 6,12= 11 ,I3 = 6 .1O I1= 6 ,I2= 10,I3 = 6 .11O I2= 10 , I3 = 5.11O %3D I1= 6,

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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2 1 0
1 2 0 then the invariants are
0 0 2
If Eij
I1= 6,12= 11 ,I3= 6 .1O
I1= 6 „I2= 10,I3 = 6 .11O
I1= 6,
I2= 10 , I3
= 5.1II O
Transcribed Image Text:2 1 0 1 2 0 then the invariants are 0 0 2 If Eij I1= 6,12= 11 ,I3= 6 .1O I1= 6 „I2= 10,I3 = 6 .11O I1= 6, I2= 10 , I3 = 5.1II O
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