Sentence examples for expressing the distance from inspiring English sources

This paper traces a way of generalization of the classical truss theory: in addition to the kinematic constraint expressing the distance between two nodes connected by a bar element, other similar constraints involving three and four nodes are introduced.

Taking the Poisson model as the baseline, the IGpe (Daley and Vere-Jones, 2003; Imoto, 2004, 2007) for a large number of earthquakes is given by (2 where the integral is performed within the whole space of θ defined, R. The above equation represents the fact that IGpe is equivalent to the Kullback-Leibler quantity of information expressing the distance between two probability distributions.

Enterocyte migration was determined by measuring the distance from the bottom of the crypt to the foremost labeled enterocyte and expressing the distance as a percentage of the total villus height.

Religious language, like silence, thus expresses the distance and inadequacy of the human being in relation to the divine mystery.

Lastly, the third term expresses the distance among the terminals and their serving BS/femtocell.

For this purpose, we need a function d which expresses the distance \(d(h_{i}, h_{j}) = d_{ij}\) between two arbitrary elements of \(B\).

This measurement expresses the distance from the soft palate to the posterior wall of the pharynx and has a close relationship with the dimensions of the soft palate.

Unknown stiffnesses are identified by a technique of model updating from dynamic and static tests, based on the minimization of the response residuals (frequencies/mode shapes and static deformed shapes), which express the distance of the mechanical behavior between the model and the real structure.

Equation 3 formulates the capacity constraint, which ensures that the capacity of a selected shelter can meet the demands of residents, while Eq. 4 expresses the distance constraint, affirming that the distance between communities to a selected shelter is less than the maximum evacuation distance.

Users' path gains are modeled through the simplified path loss model ( {G}_i={K}_i/{d}_i^a ), where d i stands for the distance between user i and the serving base station, a expresses the distance loss exponent (e.g., a = 4), and K i is a log-normal distributed random variable with mean 0 and variance σ 2  = 8 db, representing shadow effect.

"Lift-to-drag ratio," expresses the distance flown for each meter of descent.