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The battery with 100% of SOC experiences thermal runaway phenomenon by means of the second internal short circuit.
The local uniqueness of the optimal control is established by means of the second order Gâteaux derivative of cost functional.
The local uniqueness of optimal control is established by means of the second order Gâteaux derivative of the cost functional.
In this manner the formed chain is practically realizable and its contrast ratio can be optimized by means of the second module it comprises of.
Finally, we give a Voronovskaya-type asymptotic formula for G n, q ( f ; x ) by means of the second and fourth central moments.
Finally, we give a Voronovskaya type asymptotic formula for G n, q n α, β ( f ; x ) by means of the second and the fourth central moments.
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Afterwards, the dynamics equations are expanded about the mean values of the uncertain input variables by means of the second-order Taylor series.
The model is derived by means of the "second-order" homogenization theory, which makes use of suitably designed variational principles utilizing the idea of a "linear comparison composite".
A set of deterministic recursive equations is obtained as the alternative expressions of the fuzzy variational principle by means of the second-order perturbation technique.
Flow behavior of gas and particles is simulated by means of the second-order moments method (SOM) in a tapered bubbling fluidized bed.
The proposed model is generated by means of the "second-order" homogenization method, which makes use of suitably designed variational principles utilizing the idea of a "linear comparison composite".
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com