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Three sets of sample configurations have been employed, namely: direct contact of graphite punch with APS WC Co coating, packing the coating in WC Co powder, and finally, packing APS WC Co coatings in yttria-stabilized zirconia (YSZ) powder.
Further studies on different sets of sample vectors reveal a dependency of the effective second and fourth moment of the orientation distribution function on the choice of the integration points and their initial position.
Sets of sample structures of two different periodicity (box edge lengths of 23.982 and 30.042 Å) were generated in order to explore the structural and energetic aspects as a function of the simulation cell size.
These distributions were sampled using a Latin Hypercube Sampling (LHS) technique to generate sets of sample cases that were used in the physics simulation runs using the MAAP4 code.
Among simulated sets of sample assemblages, significant correlatoins between sample size and relative abundance are distributed randomly with respect to whether or not Type II errors concerning trends in relative abundance are present, and are underrepresented in cases in which Type I errors are present.
It involves selecting an important random variable, using Monte Carlo simulation to generate sets of sample outcomes of the remaining "unimportant" random variables, estimating the conditional failure probability for each set of sample outcomes and using the average conditional failure probability as the estimate of the failure probability.
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Two sets of samples of the clay soil were tested.
The repeated-sampling-approach requires two sets of samples and uses point-specific values, the 137Cs inventories of the first set of samples, as the reference 137Cs levels.
Sets of samples from each tusk were designed to encompass about 1 year of tusk growth.
Different sequences of the order evolution have been observed in the two sets of samples.
Designs defined on minimal sets of samples are called minimum support designs.
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