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In view of continuous microwave processing of green coconut water (GCW), dielectric properties and electric conductivity were determined by open-ended coaxial probe technique at temperatures between 0 and 90 °C and frequencies between 500 and 3000 MHz.
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Note that T is continuous in view of continuity of f, (I_{k}), and g.
Note that (mathcal{A}) is continuous in view of continuity of f, (I_{k}), and (overline{I}_{k}).
Proof It is obvious that G is continuous in view of continuity of f, I k and I k ∗.
The operator (T: C[0,1]to C[0,1]) is continuous in view of continuity of (G t,s)) and (g t,u(t))).
Proof It is easy to see that the operator A λ : P → P is continuous in view of continuity of G and f.
The operator (S_{lambda}:mathscr{P}rightarrow mathscr{P}) is continuous in view of continuity of (G t,s)), (a(t)) and (f(x t))).
For u ∈ P, 0 ≤ t ≤ 1, by Lemma 2.4, Thus we have T (P) ⊂ P. The operator T : P → P is continuous in view of continuity of G t, s), f t, u), and g t, u).
This is confirmed by a von Neumann stability analysis of a simplified case and is also shown to be reasonable in view of the continuous problem which contains stable and unstable modes.
In view of the continuous and nonnegative of (G t,s)), (fin C [0,+infty)times[0,[0nfty),+inftyfty))), and (a(t)in L^{1}[0,infty)) is nonnegative, it is easy to see that (Tu(t geq0) for (tin[0,+infty)).
According to the outlined statements, the intensity of noise and shading emissions of a wind power plant is dependent from the variable parameters, number of wind turbines, type (respectively loudness), and height, which steadily change in view of the continuous progression of the wind power technology.
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