Once forced into contact, all the surfaces showed increased adhesion with the protein layer on the probe, and the strength and extension length of adhesion was dependent on both the applied load and t...
Parallel RLC Circuit Analysis and Example Problems - Consider a parallel RLC circuit shown in the figure, where the resistor R, inductor L and capacitor C are connected in parallel and I (RMS) being the total supply current. In a parallel circuit, the vo
Pythagorean Theorem for Solving Simple RLC Circuit Problems Bambang Supriadi(B), Shinta Nuriyah Mahbubiyah Royani, Achmad Agung Tri Nanda, Eti Elisa, Elsa Munawarotul Jannah, and dan Maryani Physics Education Department, University of Jember, Jember, Indonesia {bambangsupriadi.fkip,maryani.fkip}@une...
Discussions include the effects of line parameters on relaying, transient response of current transformers and coupling capacitor voltage transformers, control circuit and relay surge protection, sub-synchronous resonance problems, stability considerations, influence of harmonics and power line noise on ...
PS Moses,MAS Masoum,HA Toliyat - 《IEEE Transactions on Energy Conversion》 被引量: 71发表: 2011年 Zero Sequence Impedance of Yg-Yg Three Phase Core Type Transformer In this paper, zero sequence equivalent circuit of Yg-Yg three phase core-type transformer is analyzed. Many problems by iro...
关键词: intermediate representation quadratic form RESONANCE RLC CIRCUIT EXCITATION STATE FLUCTUATIONS 年份: 2008 收藏 引用 批量引用 报错 分享 全部来源 求助全文 掌桥科研 相似文献Research on the Dynamic Problems of 3D Cross Coupling Quantum Harmonic Oscillator by Virtue of Intermediate Representation |x〉...
%Printed circuit board (PCB) design often begins with the development of signal integrity (SI) guidelines to ensure adequate performance of the final product. Most often the guidelines are based on traditional engineering practices through manual manipulation of circuit parameters and judicious ...
We apply the method on various RLC problems and obtain good match to SPICE, especially for short time scales. This method is meant to pave the way for the more efficient Fourier series method, but it stresses the idea of series summation and the idea of achieving more accurate solutions via...
They are based on finite difference method as a byproduct of discretizing the various differential equations resulting from doing KVL/KCL around the circuit. The key element here is 螖t which is the time discretization step. Once that is defined we observe that each of the RLC circuit elements...
They are based on finite difference method as a byproduct of discretizing the various differential equations resulting from doing KVL/KCL around the circuit. The key element here is 螖t which is the time discretization step. Once that is defined we observe that each of the RLC circuit elements...