Sentence examples for quantum generation from inspiring English sources

(1) P = 1 − e [ − p I ϕ V (N t + e − N t − 1 N 2 ) ] Where P is the probability of infection of susceptible individuals, p is the pulmonary ventilation rate (m/h), I is the number of infectors, ϕ is the quantum generation rate (quanta/h), V is the room volume (m), N is the room ventilation rate (air changes/h), and t is the exposure time for susceptible individuals (h).

The greater the quanta generation rate the more infectious the organism.

The maximum likelihood is 0.763, when the quanta generation rate is 1.36 million, b1 is 0.014 and b2 is zero.

During the estimation of likelihood, the uncertainties of the unknown parameters were all considered in the quanta generation rate.

However, quanta generation rates are typically based on disease outbreak data, and therefore inherently account for these processes.

By using likelihood analysis, the likelihood values under a range of quanta generation rate values, a1 and a2 can be obtained (data not shown).

By using likelihood analysis, the likelihood values under a range of quanta generation rate, b1 and b2 can be obtained (data not shown).

We relied upon the concept of quanta generation to estimate the probability of acquiring an infection through the airborne route, using the Wells-Riley equation [ 61].

For this analysis, we assumed the approximate mid-point of published quanta generation rates for influenza and rhinovirus, 67 q/hr and 5 q/hr, respectively.

The likelihood of each case is estimated and the highest likelihood can be found in the no movement case with a quanta generation rate of 0.141 million.

The result shows that the maximum likelihood is still 0.414 when the quanta generation rate is 0.141 million and both of a1 and a2 are zero.