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The smallest possible value of Q2 corresponds to the condition ΔS = 0, yielding as the fundamental equation limiting the efficiency of all heat engines.
The smallest possible value of Q2 corresponds to the condition ΔS = 0, yielding(5) This is the fundamental equation limiting the efficiency of all heat engines whose function is to convert heat into work (such as electric power generators).
Consequently, the smallest possible value of Na is optimal.
In this sense, the worse-case scenario is a stationary transmitter and receiver, for which has the smallest possible value.
Like the linear cursor path keyboards for the quotes, the cursor duration is at the smallest possible value, 0.01 seconds.
Again, is extremal with respect to this property; it is the smallest possible value for this to be true.
Similar(39)
Then, the maximum of F is achieved for largest possible values of n B and the smallest possible values of r B. Analogous to the previous argument, such scenarios could arise when increasing ν B is "cheaper" than increasing r.
Note that for C = 128, N = 30, as used in (Bushdid et al., 2014), the largest and smallest possible values this equation can produce are ∼ 1. 5 × 10 29 (for d = 0) and ∼ 4500 (for d = N), respectively.
Then, the maximum of F is achieved for smallest possible values of n B and the largest possible values of r B. In other words, the optimal strategy is maximizing the growth potential (within the allowed range) at the cost of the division radius.
(If for a j ∈ N, t j defined by (3.1) is not unique we choose the smaller possible value).
Thus, the smallest possible MATP value given by (11) is text{min} left(T_{text{SU}_{0}, text{max}}^{(Z }right) !
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com