00--V2--Eng. FM--i-ix
نویسنده
چکیده
منابع مشابه
A DESIGN FRAMEWORK FOR TELEROBOTICS USING THE Hoo APPROACH
1. Telerobotic Performance Specifications A telerobotic system (Figure 1) consists of a master robot and a slave robot. For me telerobotic system, me designer can specify me desired behavior [2,13]. For example, me designer may want a dynamic behavior in which me human operator senses scaled-down values o( me forces which me slave robot senses when maneuvering an object, To achieve mis, a contr...
متن کاملOn the recurrence fm+1=bmfm-fm-1 and applications
There's a proposition proclaimed to be new; it existed in eternity before us. The early authors are forgotten; and also the contemporary ones won't have any remembrance, though they are modern. Abstract We point out that a natural and direct way of analyzing the recurrence fm+1 = bmfm ?fm?1 is by means of continued fractions theory. Applications to exotic numeration systems and to games are giv...
متن کاملSome Applications of Strong Product
Let G and H be graphs. The strong product GH of graphs G and H is the graph with vertex set V(G)V(H) and u=(u1, v1) is adjacent with v= (u2, v2) whenever (v1 = v2 and u1 is adjacent with u2) or (u1 = u2 and v1 is adjacent with v2) or (u1 is adjacent with u2 and v1 is adjacent with v2). In this paper, we first collect the earlier results about strong product and then we present applications of ...
متن کاملMultiferroicity due to charge ordering
In this contribution to the special issue on multiferroics we focus on multiferroicity driven by different forms of charge ordering. We will present the generic mechanisms by which charge ordering can induce ferroelectricity in magnetic systems. There is a number of specific classes of materials for which this is relevant. We will discuss in some detail (i) the perovskite manganites of the type...
متن کاملA Method of Calculating Tunneling Corrections for Eckart Potential Barriers
(3) u· = hv·lkT a/ = 21rVihv·, i = 1,2 v· = (l/21rX F·lm)'h The potential has the limiting value of zero when x 00, goes through a single maximum of height VI as x increases, and has a limiting value of VI V2 as x + 00. F· is the second derivative of Vat its maximum. The lower bound Eo in the integral (1) is equal to zero when VI =::;; V2 , and to VI V2 when VI > V2 • The three parameters used ...
متن کامل