Occasionally, an employer will ask you to propose a time frame, which can be tricky.
However, this process is confounded by bubbles and froth in a frame which can make the image much more textured.
It requires suspending walls, ceilings or floors so that the vibrations aren't conducted to a building's framing, which can transmit sound throughout a building.
In this way we form the time-concept as a one-dimensional frame which can be filled in by experiences in various ways.
However, the infills can significantly modify the structural behaviour of these frames, which can be detrimental to the seismic performance of buildings.
In this paper the Bending-Gradient theory is extended to in-plane periodic structures made of connected beams (space frames) which can be considered macroscopically as a plate.
In this paper, we give a recursive construction by using cycle frames which can also be applied to construct k-ARCS(n)s when k≡1(mod2).
But grandmothers of the near future are likely to display their pictures in digital photo frames, which can show a nearly infinite number of photographs, digital postcards and, in some cases, short digital movies.
Wireless picture frames, which can be remotely refreshed with new photos, have been marketed as a way to share the children's precious moments with far-flung, less-techie relatives (as if Grandma had a wireless network).
Concentrating on two-dimensional circular disk particles, we discuss numerical examples of single-, two- and many-particle problems in sliding bi-periodic frames, which can represent an infinite number of such systems because of the bi-periodicity.
