A tunаble versiоn оf the trаnsmоn qubit cаn be created by considering two transmon qubits that are symmetric (each with the same Josephson energy EJ{"version":"1.1","math":"(E_J)"} and capacitor energy EC{"version":"1.1","math":"(E_C)"}) and controlling the tuning via magnetic flux. Suppose we apply a magnetic flux Φex=3Φ0/2{"version":"1.1","math":"(Phi_{ex} = 3Phi_0/2)"} (i.e., three-half of the magnetic flux quantum). What is magnitude of the effective Josephson energy of this symmetric transmon?
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