Sentence examples for nodal space from inspiring English sources
New nano-based technologies offer improved detection and characterization of the nodal diseases, while new delivery devices can better target and confine treatments to tumors within the nodal space while sparing healthy tissues.
To obtain a reduced nonlinear model from nodal space, a standard modal reduction procedure based on matrix operation is developed with essential geometric stiffening nonlinearities retained in the equation of motion.
The method applies to non-uniform meshes, with arbitrary nodal spacing.
The effect of nodal spacing for eigenvalue of B is observed in Figure 1(f) when the Reynolds number and correlation parameter are constant.
The equivalence between the FDM and the lattice model is confirmed provided that the nodal spacing of FDM is equal to the segmental length of lattice model.
As in [16, 17], the position of (mathbf{y}_{j} ) can be determined by a scale factor d using the following equation: mathbf{y}_{j} =mathbf{x}_{j} +dhmathbf{n}_{mathbf{x}_{j} }, (22) where h is the nodal spacing.
In the meshfree method, it is important to note that the accuracy and stability of the method is conditional upon the correlation parameter ω, the nodal spacing h (h is the average nodal distance between any two points), and also the Reynolds number Re.
31 From these simulations, pdiff = 1 maps to Dsim = 1 (nodal spacing)/time step, or 10−4 μm/time step for a 10 nm nodal spacing.
Typical discretization techniques applied to this problem have an average nodal spacing of 0.2 mm or less, resulting in approximately 30 million grid points for an average-size human heart.
They also pointed out the evolutionary significance of this prediction in that natural selection is likely to have resulted in nodal spacing in mature nerves that permits significant deviations in internodal length without affecting conduction velocity.
This already developed analysis utilizes a constant nodal point spacing for the spatial finite difference mesh, with the governing field differential equations formulated in terms of the transverse, meridional, and circumferential displacements as the fundamental variables.
