REAL NUMBER CONTINUATION METHOD AND SYNTHESIS OF COMPLEX PLANAR LINKAGES
In order to increase the efficiency and reliability of the dynamic analysis for the complex planar linkage containing the coupling of multi-energy domains,a method based on gyrobondgraph is introduced.
The principle and technical mainpoints of the measuring are put forward. By taking example, the calculation of the measured data for plan e construction of complex geometric structure, adopting mathematic methods, are introduced, as well as the site measuring method of combining complex plane curve graphics.
This paper introduces a method of creating user interface, establishing marco code,designing and drawing cam contour curve based on AutoCAD VBA, which provides directive significance for designing and drawing complex plane curve in AutoCAD.
This paper introduces a method of creating user interface, establishing macro code , designing and drawing cam contour curve in AutoCAD based on AutoCAD VBA Providing directive significance for designing and drawing complex plane curve in AutoCAD
To solve the problem in designing a cam mechanism with its follower making a complicated planar movement, this article introduces a method that it can implement the creative design, motion simulated and analysis of complicated cam mechanism by using the powerful functions of Pro/Mechanism.
According to the continuous contact model and the method of dynamicstatics,using common subprograms of five kinds of the basic second grade Assur Group with pair clearance and some assisting subprograms,the basic procedure of analyzing the motion error of complicated planar linkage with pair clearances by the theory of typetransforming method is discussed. Thus, the field of application of Assur Groups is extended.
To solve the problem in designing a cam mechanism with its follower making a complicated planar movement, according to the equations of cam profile and expression of pressure angle of cam mechanism with its follower making a complicated planar movement, this article introduces a method by which the strong calculating functions of MATLAB are used to compute parameters, draw cam profile and simulate the motion in designing cam mechanism.
The classical Paley-Wiener theorem for functions in Ldx2 relates the growth of the Fourier transform over the complex plane to the support of the function.
Denote by D=Dr the closed disc in the complex plane C whose center is the origin and radius is r.
Under the assumption that f(z) is a transcendental meromorphic function in the complex plane and a is a non-zero constant, it is proved that if n ? k + 3, then f(k) - afn has infinitely many zeros.
Robustness is shown to depend on the location of the Gershgorin circle on the complex plane.
The flow regions corresponding to each of these streams map conformally onto the first and fourth quadrants of the complex plane so that the streamline separating the streams corresponds to the real semiaxis in both cases.