Sentence examples for fall exponentially from inspiring English sources

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In our analysis of exponential desorption, ratios ([Cx]/[Cy]) will also fall exponentially over time irrespective of the concentrations adsorbed on surfaces or in solution.

If a is the lighter hydrocarbon (ka > kb), the ratio (a)/(b) emerging from the rock will fall exponentially over time as the ratio of their concentrations in solution ([a]/[b]) falls exponentially over time.

The DED line will fall exponentially while the data approaches the constant C. Therefore, the test for linearity (C) lies beyond n, where the respective regression curves predict the future.

Thus, within the boundary fixed by P1, there is the ability in the spilt cache configuration to tune L1 and fix the cut-off point, at which cache performance begins to fall exponentially with increase in N Users for requests of private data.

Mowry Shale consumed 163 μg C2-C4 g-1 in argon (Vial A) compared to under 30 μg g-1 in methane (Vial B). Figure 1 shows the decline in n-butane gas concentrations over time in A and B. Concentrations of n-butane in B fall exponentially consistent with sequential 50% dilutions, but% composition of C2-C4 ressentiallyntially constant over time (Table 1B).

In Figure 4a, the distribution appears to fall exponentially from the noise threshold (0.1 cm/s), whereas in Fig. 4b, the low-speed distribution is essentially flat.

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Similar(52)

The cost of sequencing entire cancer genomes is falling exponentially, and accumulating knowledge boosts the prospects for rational design.

Much like Moore's law for computers, the cost of sequencing DNA has fallen exponentially: in 2001, a million letters – base pairs – cost $100,000; today it's around 10 cents.

The cost of sequencing an individual genome is thus falling exponentially - just as the cost of hard disk space or transistors on a chip did when computing took off.

Both rates fall with time, but the higher hydrocarbon falls exponentially.

Isothermal desorption curves under gas flow are first order with concentrations falling exponentially over time [26].

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