Sentence examples for plane and space from inspiring English sources

A combined finite element-transfer matrix method is applied to transient dynamic analysis of plane and space frame structures under harmonic and impulsive excitations.

Some numerical examples of plane and space frame structures subjected to ground accelerations are proposed, and their results and computation times are compared with those obtained by the finite element method to demonstrate the accuracy and efficiency of this method.

An orthotomic of (alpha ) with respect to the source ((u)) is defined as a locus of reflection of (u) about tangents ( overrightarrow{T}) [8]. Bruce and Giblin applied the unfolding theory to the study of the evolutes and orthotomics of plane and space curves [3, 4, 5].

He wrote his Ph.D. thesis on the subject of "Stability of Elastica in a Plane and Space", winning the University's Philosophy Faculty Prize.

Overlapping the four Aristotelian scientific concepts of formal, material, efficient and final causes with the basic design elements of point, line, plane, and space, the installation merges the distinct window galleries of the Platoon Kunsthalle.

Klein was impressed, and invited Born to submit a thesis on the subject of "Stability of Elastica in a Plane and Space" – a subject near and dear to Klein – which Klein had arranged to be the subject for the prestigious annual Philosophy Faculty Prize offered by the University.

At the same time, Mr. Bush wants the Pentagon to continue research and development on the more futuristic systems that he says will "transform" the armed services, including missile defense, precision-guided munitions, unpiloted ships and planes and space surveillance systems.

The military contractor Northrop Grumman posted a third-quarter profit yesterday, reversing a quarterly loss for the period a year earlier, as sales of its Global Hawk spy planes and space surveillance systems rose.

The presented method is applied to the design and analysis of some planer and space structures.

This chapter presents some tips and suggestions on using two- and three-dimensional geometrical constructions to solve engineering problems connected with lines, planes, and space and demonstrates the methods of drawing tangents in various circumstances.

Next the orientation of the plane is calculated in relation to the original variable space where the angles between the plane and original space reveal the closeness between the model and the original space.