1) energy collection of integral window
积分窗口能量收集
2) integral absorbed dose
积分吸收剂量<能>
3) window energy ratio
窗口能量比
1.
In this paper, we first eliminate random factor based on the standard deviation of random factor, then detect the P phase with window energy ratio factors.
本文提出先对质点位移序列基于随机干扰的标准差消除部分随机干扰的影响,然后通过窗口能量比因子识别P波到时的方法。
4) harvest energy
收集能量
5) energy harvesting
能量收集
1.
The Energy Harvesting And Management Of The Wireless Sensor Networks;
无线网络传感器能量收集管理技术
2.
The statu of energy supply and management of WSN node was discussed,and the principle,technique and method of energy harvesting were analyzed.
分析研究了无线传感器网络节点的能量收集原理、技术与方法,认为无线传感器网络节点能量管理应从节能与供能两方面去解决。
6) energy integral
能量积分
1.
Local energy integral of Birkhoffian systems;
Birkhoff系统的局部能量积分
2.
Relativistic generalized energy integral and whittaker equations;
相对论性的广义能量积分与广义Whittaker方程
3.
For the elliptic partial differential equations of variable coefficient,we obtain the product theorem of asymptotic expansions of energy integral as follows:B(w,v_h)=∑ni=1h~(2i)_e∫_ΩF_i(D~(2i-2)_x(v_(xx)φ))v_hdxdy+∑nj=1k~(2j)_e∫_ΩG_j(D~(2j-2)_y(u_(yy)φ))u_hdxdy+∑ni+j=2h~(2i)_ek~(2j)_e∫_Ω[F_(ij)(D~(2i-2)_xD~(2j)_y(u_(xx)φ))+G_(ij)(D~(2i)_xD~(2j-2)_y(u_(yy)φ))]v_hdxdy+R_(n,h).
针对变系数椭圆型方程矩形元,证明了能量积分的渐近展开具有如下的乘积定理:∫Ω∫Ωk2jh2iFi(D2i-2Gj(D2j-2B(w,uh)=∑ny(uyyφ))vhdxdy+ex(uxxφ))vhdxdy+∑nei=1j=1∫Ω∑nh2i[Fij(D2i-2eek2jxD2j-2y(uyyφ))]vhdxdy+Rn,h。
补充资料：广义能量积分
见拉格朗日方程。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条