The canonical transformation b ua + va" casts the Hamiltonian Hla, a"] = wa'a+yja +a in the diagonal form H= Eb'b. Which system of linear equations relates u, vand E? %3D Select one: Eu =wu - nv, Ev = -wv +u.

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Chapter2: Second-order Linear Odes
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The canonical transformation b= ua + va" casts the Hamiltonian H[a, a'] wa'a+rla² + a°*] in the diagonal form
H= Eb'b. Which system of linear equations relates u, v and E ?
Select one:
1.
Eu = wu - yo,
Ev =-wv + yu.
Eu =wu - 2yv,
O 2.
Ev = -wv +2yu.
Eu =wv - yu,
O3.
Ev = -wu + yv.
Eu =wv- 2-yu,
O4.
Ev =-wu + 2yv.
O5.
Eu = -wu + 2yv,
Ev = wu - 2yu.
Transcribed Image Text:The canonical transformation b= ua + va" casts the Hamiltonian H[a, a'] wa'a+rla² + a°*] in the diagonal form H= Eb'b. Which system of linear equations relates u, v and E ? Select one: 1. Eu = wu - yo, Ev =-wv + yu. Eu =wu - 2yv, O 2. Ev = -wv +2yu. Eu =wv - yu, O3. Ev = -wu + yv. Eu =wv- 2-yu, O4. Ev =-wu + 2yv. O5. Eu = -wu + 2yv, Ev = wu - 2yu.
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