We estimated the ratios of the individual source amplitudes to the minimum source amplitude for each event (Fig. 4b).
Suppliers of components and modules can be selected with considerations of minimum sourcing cost, and maximum performance and quality of product variants.
The double wall exposure and double wall viewing technique is proposed to be used when the minimum source to film distance is higher than 1.4 times the outside diameter.
Particularly, we studied a centralized controller that coordinates the routing process and transmissions of links such that the network lifetime is maximized [29] and the quality of-service (QoS) constraints on the minimum source rates are satisfied.
Here, cost is the average outage time of links on a path, and this information is flooded throughout a DTN and is used by the Dijkstra algorithm to compute the minimum source-destination cost.
In this method, we calculate source amplitudes as peak-to-peak displacement amplitudes in individual long-period seismic records after each event has been corrected for medium attenuation and geometric spreading and then estimate the ratios of individual source amplitudes to the minimum source amplitude.
The minimum source-detector distance was 3 cm, and the spatial resolution of this study was limited due to the sparse source-detector geometry.
This resulted in seventy-five by seventy-five source-detector pairs with a minimum source-detector distance of 1.5 cm, corresponding to the slab thickness, i.e. the phantom height.
In the source location problem, the goal is to compute a minimum cost source set in a graph so that the connectivity between the source set and each vertex is at least the demand of the vertex.
The red circles in Fig. 3 show that the maximum apparent source duration is ∼140 s, observed in an azimuth of about 200°, whereas the minimum apparent source duration is ∼20 s, observed in an azimuth of about 33°.
