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Exact(18)
If m, q ≤ 1, this system possesses uniform blow-up profiles.
We show that this system possesses time-periodic solutions bifurcating from a steady solution.
assuming that this system possesses a bounded solution with some property of stability.
We prove that this system possesses time dependent periodic solutions, bifurcating from a steady solution.
However this system possesses low power density and its internal resistance needs to be reduced.
This system possesses a high-power generation efficiency, a high-energy density and a high load-following capability.
Similar(42)
Within this region, the system possesses a single, stable, fixed point.
This shows that the system possesses a bounded absorbing set.
However, the system possesses significant irreversible capacity of around 22%.
The knowledge on the kinetics of the system possesses both practical and theoretical values.
If the system possesses the internal resonance ω2 ≈ 2ω1, the response may be significantly reduced.
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