Chemistry Reference
In-Depth Information
Fig.
10.5
b, for the first time proposed under optical lattices and laser specific modu-
lation (Putz
2013
) as following: the entangled bondonic states are prepared between
pristine (Alice) and first 5/7 Stone-Wales (Bob) topological states of graphene, both
entangled by the bondonic ground state
+
≡ |
β
00
(10.54)
of Fig.
10.2
b, and controlled by the Heisenberg-like bondonic relationship (Putz
2010
; Putz and Ori
2012
)
X
Bond
[Å]
×
E
bond
[
kcal/mol
]
=
182,019
(10.55)
then, Alice state is (completely) Bell measured by employing the optical lattice
dressing so being projected into the Bell transformed quantum state
1)
z
|
β
zx
=
1
/
2(
|
0
x
+
(
−
|
1
x
¯
),
(10.56)
∈
{
}
while retaining two classical bits
z
,
x
; the optical lattice action actually
performs the electrons-in-bondons (qubits) rotations according with Pauli matrices
0,1
σ
z
,
X
σ
x
=
=
Z
(10.57)
such that the obtained measured Bell states equivalently write as
(
I
⊗
X
x
Z
z
)
|
β
zx
=
|
β
00
;
(10.58)
Finally, Alice send to Bob the Bell measurement result by the dense coding
{|
, along the classical 2-bits information such that Bob can further apply
the correct decoding by X-Z rotation-optical lattice protocol to decrypt the teleported
state
ψ
,
|
β
zx
}
|
ψ
respecting the entangled rooted state:
1
/
2
z
,
x
∈{
0,1
}
|
X
x
Z
z
|
ψ
⊗|
β
00
=
β
zx
⊗
|
ψ
.
(10.59)
This way, the Stone-Wales propagation of 5/7 topological defects on graphene un-
der optical lattices Heisenberg-entangled control may provide the proper quantum
environment for realizing the first time teleporting scheme of a chemical bond by its
associate quasi-particle bondon, so completing the teleporting list of photons (Boschi
et al.
1998
), trapped ions (Riebe et al.
2004
; Barret et al.
2004
) and the composite
2-qubits systems (Zhang et al.
2006
).
ENTA-QUA-CHEM-2:
once the ontological existence of bondons being estab-
lished (ENTA-QUA-CHEM-1) the teleportation protocol of entangled bondons on
graphene under optical lattice and control is further extended for quantum chemi-
cal computation by quantum information: chemical working aromatics' compounds
(Putz et al.
2013
) are
in situ
synthesized with optical lattice by appropriately tuning
the (
NN...
) hopping and the applied potential while working-out the specific second
quantized molecular Hamiltonian (Whitfield et al.
2011
); for each such molecular
