Tolerancing of assembly mechanisms is a major interest in the product life cycle. One can distinguish several models with growing complexity, from 1-dimensional (1D) to 3-dimensional (3D) (including form deviations), and two main tolerancing assumptions, the worst case and the statistical hypothesis. This paper presents an approach to 3D statistical tolerancing using a new acceptance criterion....

After the atomic coordinates themselves, the most important data in a homology model are the spatial reliability estimates associated with each of the atoms (atom annotation). Recent blind homology modeling predictions have demonstrated that principally correct sequence-structure alignments are achievable to sequence identities as low as 25% [Martin, A.C., MacArthur, M.W., Thornton, J.M., 1997....

In all local low-dimensional models, scaling at critical points deviates from mean field behavior -- with one possible exception. This exceptional model ``ordinary" is an inherently non-equilibrium studied some time ago by H.-M. Broker and myself. simulations, its 2-dimensional version suggested that two exponents were mean-field, while a third showed very small deviations. Moreover, the numeri...

The purpose of this investigation was to analyze the accuracy of digitally fabricated wax trial dentures and conventionally finalized complete dentures in comparison to a surface tessellation language (STL)-dataset. A generated data set for the denture bases and the tooth sockets was used, converted into STL-format, and saved as reference. Five mandibular and 5 maxillary denture bases were mill...

Introduction. The article presents the results of testing a developed methodology for assessing effect geometric deviations on stress-strain state metal structures an overbridge at facility «Tailings Thickener 1», located Natalka Mining Processing Plant. A brief review previously performed studies recording is provided, along with confirming relevance problems solved in and study general. It wa...

We use a neural network ansatz originally designed for the variational optimization of quantum systems to study dynamical large deviations in classical ones. obtain scaled cumulant-generating function activity Fredrickson-Andersen model, prototypical kinetically constrained one and two dimensions, present first size-scaling analysis dimensions. These results provide new route large-deviation fu...

Predictions for (φ)4 theory from renormalization-group-improved perturbation theory, as formulated by Lüscher and Weisz, are compared to published data from lattice Monte-Carlo simulations of the 4-dimensional Ising model. Good agreement is found in all but one respect:— the change in the wavefunction-renormalization constant ẐR across the phase transition is significantly greater than predicte...

Orbital angular momentum entangled photons emitted by a down-conversion source are in higher dimensional entangled states. Here we report the experimental confirmation by demonstrating a violation of a generalized Clauser-Horne-Shimony-Holt-type Bell inequality in three dimensions by more than 18 standard deviations. Higher dimensional entangled states allow the realization of new types of quan...