Sentence examples for constraints of the surface from inspiring English sources

However the heat supply ability of the traditional Kang is limited due to constraints of the surface temperatures and heat transfer coefficients.

The optimisation of a printed circuit board assembly line is mainly influenced by the constraints of the surface mount device (SMD) placement machine and the characteristics of the production environment.

So, even though it may take a little getting used to for typing, I actually have to commend Microsoft for designing such a great keyboard given the size constraints of the Surface Go.

Instead of imposing local stress constraints on the surface of the component, as it is often done in shape optimization methods that update the design by deforming the mesh, we employ the stress p-norm over the body to approximate the maximum stress a technique we borrow from recent developments in topology optimization.

Understanding the baseline constraints on the surfaces of membrane proteins is also crucial for predicting interaction interfaces of known or putative membrane protein protein interactions (Miller et al. 2005; Xia et al. 2006; Babu et al. 2012).

Such a genome size restriction could, for instance, stem from a tight constraint on the surface to volume ratio of free-living prokaryotes, due to their need to directly extract energy and food from their surrounding environment.

The decomposition aims at minimizing machining time within the constraints of the specified surface roughness and tolerance, and machine tool safety.

Because the mechanism for photocontrol of function occurring here depends on the compatibility of the insert sequence with the constraints of the cPYP surface loop, but not on the sequence of the insert directly, a wide variety of protein protein interactions could in principle be photocontrolled in this manner.

Therefore, the coordinates will be projected back to the constraint of the ellipsoid surface, and the velocities will be updated by removing the component on newly normal directions ({tilde{mathbf{n}}}_{t + Delta t}) updated via Eqs.

A variational problem is solved in a 3D computational domain by minimizing the contribution of bending elastic energy and the adhesion energy under the constraints of total surface area and volume, described via a phase function.

The complex function is composed of the functions of the heat loss rate and surface temperature gradient of the slab subjected to the constraints of shell thickness, surface temperature and liquid core length of the slab.