Sentence examples for depending on the lifetime from inspiring English sources

Depending on the lifetime value of the customer and the margin of the product, the specific value of an engagement with a real person can be very significant.

Depending on the lifetime of fluorescence molecules under investigation, the passive repetition rate multiplier can increase the duty cycle of multiphoton or pump-probe microscopy up to fourfold.

Alternatively, since the constitutively active allele is present throughout growth whereas in wt the activation of PacC occurs only during the pH step, the response in the latter might then (depending on the lifetime of each transcript) be integrated over a relatively short time.

Notice that the losses in percentage do not depend on the lifetime of charge carriers.

We demonstrate that the ratio between symmetric and anti-symmetric scattering processes sensitively depends on the lifetime of the electronic states, explaining the experimentally observed variation of the complex 2D-mode line shape.

Based on these earlier studies we propose that H-Ras signal-output depends on the lifetime of Gal-1-driven H-Ras.GTP nanoclusters.

You will rarely have to buy more than 2 or 3 in a birds lifetime (depending on the lifespan of the bird).

Afterwards, depending on the remaining lifetime of a patient, the patient moves to the next treatment option or dies.

In PSHA mapping, the results are presented empirically in terms of a specific time span depending on the recognized lifetime of the infrastructure of interest.

Follow-up was standardised for the whole collective (monthly recall in first postoperative year, six times a year in the second year, four times in the third year up to the end of the fifth year, after that once a year) and was monitored with a minimum follow-up time of 3 years, depending on the patients total lifetime.

In this case, the ratio of the two intensities I520 and I550 can be related to the temperature through the following equation: 4where Kb is the Boltzmann constant, Δ E is the energy gap between the two excited levels, and A is a constant depending on the two levels lifetimes.