22
photons of particle Τ
α
at the global symmetrical array of earth surface by initiating
the gauge field of A x
P
D
and then the local Albanian will subsequently be started
to activate at the global U(1) phase symmetry to deliver net electricity energy [30,
47]. Thus, the model is being considered as a complex vector field of Φ(x) of earth
surface where electric charge q will couple with the EM field of A
μ
(x) and thus the
equation can be expressed by ɧ:
(2.15)
where
D
x
x iqA x
x
P
P
P
)
)
)
w
D
x
x iqA x
x
P
P
P
)
)
)
w
(2.16)
And
V
m
) )
) )
) )
O
2
2
2
(2.17)
Here >0 m
2
 < 0; therefore Φ = 0 is a local optimum vector quantity, while the
minimum form of degenerated scalar circle is clarified as )
v
i
2
e
T ,
v
m
2
2
O
T
,any real
(2.18)
Subsequently, the vector field Φ of the global earth surface will form a nonzero
functional value 〈Φ〉 ≠ 0, which will simultaneously determine the U(1) symmetrical net solar energy generation. Therefore, the global U(1) net symmetrical electrical energy of Φ(x) will be delivered as expected value of 〈Φ〉 by confirming the
x-dependent state of the symmetrical Φ(x) array of earth surface and can be
expressed by the following equation:
)
)
)
)
4
x
x
x
x
i x
!
1
2
0
r
r
e
real
real
,
,
(2.19)
Thus, the net calculation of the electricity energy generation from the net earth
surface solar energy is being determined considering the vector Φ(x) = 0, and it is
first-order function of 〈Φ〉 ≠ 0, considering the peak level of solar energy emission
on the earth surface of Φ〈x〉 ≠ 0 [1, 12, 39]. Thus, the net electricity energy generation is done from the global solar energy calculation ϕ r (x) and Θ(x), and its vector
on the earth surface field  ϕ r has been confirmed by conducting the following
equation:
2 Solar Energy