A twin slot antenna on a layered substrate coupled to a microstrip feed line

A method is described for calculating the input impedance as seen by the detector for a twin slot antenna structure. This technique is then used to analyze several twin slot antenna configurations, leading to improved performance.     

The construction of some bit and byte error control codes usingpartial Steiner systems

A design-theoretic approach to binary linear codes that are single-error correcting (SEC) and double-error-detecting (DED) with the capability of detecting any error within a single byte of even width w (BED) is developed. A construction of SEC-BED-DED codes from ordinary binary linear codes utilizing partial Steiner systems is given. The construction produces some codes with higher rates than those known previously. The codes constructed may inherit special properties from the Steiner systems from which are derived. In particular, some rotational odd-weight-column codes are obtained     

Mikrobestimmung von Kupfer

Ohne Zusammenfassung     

增加折叠电流保护的电路

对许多需要数安培供电电流的应用而言，三端输出可调线性稳压器有易用．低成本和完全片上过载保护等特点，如美国国家半导体公司的LM317。增加数个元器件可以使三端稳压器具备一种高速度的短路限流能力，从而提高可靠性。限流器可将最大输出电流限制在一个安全的恒定水平IMAX上，避免稳压器的损坏。当出现一个故障状况时，传输晶体管上的功耗近似于VIN×IMAX。要让设计的稳压器能承受过载，就需要谨慎地选择元器件的额定值（经常是留了过大的余地），除非可以在故障发生时降低或折叠（foldback）输出电流。     

Optimal Control of Non-stationary Differential Linear Repetitive Processes

Differential repetitive processes are a distinct class of continuous-discrete 2D linear systems of both systems theoretic and applications interest. The feature which makes them distinct from other classes of such systems is the fact that information propagation in one of the two independent directions only occurs over a finite interval. Applications areas include iterative learning control and iterative solution algorithms for classes of dynamic nonlinear optimal control problems based on the maximum principle, and the modelling of numerous industrial processes such as metal rolling, and long-wall cutting etc. The new results in is paper solve a general optimal problem in the presence of non-stationary dynamics.     

Stress in elastic plates reinforced by fibres lying in concentric circles

We Consider fibre-reinforced elastic plates with the reinforcement continuously distributed in concentric circles ; such a material is locally transversely isotropic, with the circumferential direction as the preferred direction. For an annulus bounded by concentric circles, the exact solution of the traction boundary value problem is obtained. When the extension modulus in the fibre direction is large compared to other extension and shear moduli, the material is strongly anisotropic. For this case a simpler approximate solution is obtained by treating the material as inextensible in the fibre direction. It is shown that the exact solution reduces to the inextensible solution in the appropriate limit. The inextensible theory predicts the occurrence of stress concentration layers in which the direct stress is infinite ; for materials with small but finite extensibility these layers correspond to thin regions of high stress and high stress gradient. A boundary layer theory is developed for these regions. For a typical carbon fibre-resin composite, the combined boundary layer and inextensible solutions give an excellent approximation to the exact solution. The theory is applied to the problem of an isotropic plate, under uniform stress at infinity, containing a circular hole which is strengthened by the addition of an annulus of fibre-reinforced material.     

Additive Differential Pulse Voltammetry for the Study of Slow Charge Transfer Processes at Spherical Electrodes

The application of additive differential pulse voltammetry to the study of the kinetics of a charge transfer process is studied. A simple analytical solution is presented, valid for spherical electrodes of any size and for electrode processes of any reversibility. From this solution, valuable diagnostic criteria for the elucidation of the electrochemical reversibility are established based on the variation of the ADPV signal with the duration of the potential pulses, the electrode radius and the pulse height. Working curves for the determination of the kinetic parameters are also given. The value of the ADPV technique is experimentally demonstrated by studying the kinetics of the reduction of 3‐nitrophenolate^? and europium³⁺ at mercury hemispherical microelectrodes.