Control and management of the files, information and quality records is an important part in the work of technical management, and the necessary method or means is to manage the control point of the project.
It is explained that the joint of a bicircular arc determined by three points P0,P1,P2may be represented by control points and its path is a circular arc with radius andits center is on the perpendicular bisector of, where θ1, and θ2 are the bottomangles of the △P0P1P2).
Athletes completed Competitive Cognitive Trait Anxiety (CCTA) Inventory (CCTAI), Sport Competition Anxiety Test (SCAT), and CCTA causal attribution inventory (CAS) with four causal dimensions (locus of control, stability, controllability, and predictability).
The articl is based on the dimension method of AutoCAD2000. The dimension methods which are direct using the controlling point formed by drawing and answering the dimension command with the double list are merited when AutoCAD2000 is developed by Visual LISP.
The method for computer simulation is: firstly, pre-eviuating the model's controlling point, then, using logistic equation to simulate the growth process of tree height and DBH, net present value(NPV) and internal receiving rate(IRR) used as the evaluation indexes for evaluating superior model.
This paper proposes to develop a model of controlling point′s management for collecting data of production and quality from the workshop,carrying out statistics and processing of the collected data and in-process quality analysis and tracing the cause leading the quality problem of a product.
The applicability of this approach to the supersonic Euler equations is confirmed by computing the density at a control point.
As three control points are fixed and the fourth control point varies, the planar cubic C-curve may take on a loop, a cusp, or zero to two inflection points, depending on the position of the moving point.
We conclude that, no matter what the C-curve type is or which control point varies, the characterization diagrams can be obtained by cutting a common 3D characterization space with a corresponding plane.
A control point is let vary while the rest is held fixed.
It's shown that the locus of the moving control point that yields points of zero torsion is the osculating plane of the corresponding discriminant curve at its point of the same parameter value.
A method to construct knot vectors, control points and corresponding parameters were proposed.
In this work, studies are made of the stability of various vector characteristics of a contour to a small change in the weights of control points, to the addition of new control points, etc.
According to HACCP (Hazard Analysis and Critical Control Points), it is important to meet such requirement by keeping fish and shellfish under a certain low temperature and clean conditions after catching.
In this step, a reference image is required and some ground control points (GCPs) are selected.
This paper presents a new method by constrained optimization based on changing the control points of the curves.