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Equation (22) signifies the gas nodal balance at i. Equation (23) defines natural gas production constraints, where (P_{P,i}^{gas}), (underline{P}_{P,i}^{gas}), (overline{P}_{P,i}^{gas}) represent gas production at generator i, the lower generation limit and the upper generation limit, respectively.
( {P}_{hj}^{min } ), ( {P}_{hj}^{max } ): lower and upper generation limits for j th hydro unit.
A lower ΔCp and a broader transition range observed for the upper generation S05 polymers may be related to a decrease in chain mobility inside the molecules.
Ρ sim : power output of i th thermal generator during subinterval m. ( {P}_{si}^{min } ), ( {P}_{si}^{max } ): lower and upper generation limits for i th thermal unit.
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showed that limiting Tg values are reached in the upper generations of each polymer series, similarly to polymer networks prepared from primary chains with a low molecular weight.
She is of the stiff-upper-lip generation – which, of course, is part of the root of the problem with this whole issue".
The marginal fuel consumption for power (beta _{g}^{el}) and heat (beta _{g}^{th}) production, the power generation upper (p_{g}^{mathrm {max}}) and lower (p_{g}^{mathrm {min}}) limits, the heat generation upper limit (q_{g}^{mathrm {max}}) and the power-to-heat ratio (alpha _{g}) are technical parameters of the units.
The aim of this study is to present and discuss the property of a stochastic reinforcement learning based model of upper limb posture generation that exhibits both properties.
Therefore, to avoid the potential for confusion, we have revised Figure 1 to include only the upper airway (third generation bronchi), where we do not see Clara cells, and have transferred the discussion of multipotency in the lower airways (containing Clara cells) to a new supplementary figure.
It participates in the neocortex positioning and upper-layer neurons generation via identifying the SVZ progenitor cells [ 39, 40].
For this reason, the data were summarized according to the upper-order parameters generation length, doubling time, and intrinsic rate of natural increase (rm) using the fundamental equation of population dynamics: This equation is called the Euler equation, ([ 31]: p. 23) and is also frequently referred to as the Lotka equation, after Lotka [ 35], who applied it to human demography.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com