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In this paper, using the Gravity’s Rainbow theory, we introduce rainbow metric into rainbow Robertson-Walker metric, and obtain
a model which depends on the energy of probe particles. Furthermore, we research on an exact inflationary solution of the
model, and it can be consistent with the conclusions of observation. The results of our research show that some details in
inflation depend on the energy of particles which are observed by observers. 相似文献
74.
This paper deals with the problem of transient and long term stability of power systems. The issue of assessing both horizons of analysis is particularly focused. This is because the long term stability may be studied by a simplified algebraic model which also captures some dynamic characteristics. Such an approach is called quasi-dynamic model. The idea of analyzing the transient period and migrating to the quasi-dynamic model is addressed in this paper. The theoretical foundation is presented and some tests are carried out in order to validate the approach. 相似文献
75.
In this paper we study joint transmitter adaptation and power control in the uplink of Cognitive Radio (CR) networks with target values imposed on the signal-to-interference +noise-ratios (SINR) at the CR receiver. We use a framework based on block transmissions and linear precoders to formulate this as a constrained optimization problem for which we discuss the conditions that must be satisfied by the optimal solution. We also present an algorithm which adapts the transmit precoder and power values incrementally until a fixed point is reached where the specified target SINRs are achieved with minimum transmitted power. Convergence of the proposed algorithm is discussed and is illustrated with numerical examples obtained from simulations. 相似文献
76.
In this paper, we consider the Cauchy problem for the three dimensional chemotaxis-Navier–Stokes equations. By exploring the new a priori estimates, we prove the global existence of weak solutions for the 3D chemotaxis-Navier–Stokes equations. 相似文献
77.
Chuqun Li 《Optimization》2016,65(8):1569-1584
In this paper, we introduce and investigate a constrained mixed set-valued variational inequality (MSVI) in Hilbert spaces. We prove the solution set of the constrained MSVI is a singleton under strict monotonicity. We also propose four merit functions for the constrained MSVI, that is, the natural residual, gap function, regularized gap function and D-gap function. We further use these functions to obtain error bounds, i.e. upper estimates for the distance to solutions of the constrained MSVI under strong monotonicity and Lipschitz continuity. The approach exploited in this paper is based on the generalized f-projection operator due to Wu and Huang, but not the well-known proximal mapping. 相似文献
78.
Diffusion coefficients of an aqueous system containing cadmium chloride 0.100 mol · dm−3 and lactose at different concentrations at 25 °C have been measured, using a conductimetric cell and an automatic apparatus to follow diffusion. The cell relies on an open-ended capillary method and a conductimetric technique is used to follow the diffusion process by measuring the resistance of a solution inside the capillaries, at recorded times. From these results and by ab initio calculations, it was possible to obtain a better understanding of the effect of lactose on transport of cadmium chloride in aqueous solutions. 相似文献
79.
Yonglan Luo 《Supramolecular chemistry》2013,25(8):765-768
In this communication, I report the formation of novel supramolecular one-dimensional (1D) structures including microbelts and microprisms by a direct mix of aniline and H2PdCl4 aqueous solutions at room temperature. As-formed supramolecular structures were characterised by scanning electron microscopy, X-ray photoelectron spectra and X-ray diffraction techniques. Both coordination and π–π interactions are expected to be responsible for these 1D microstructures. It suggests that the molar ratio of the reactants is crucial to the formation of such 1D structures. 相似文献
80.
Kukhtin-Ramirez反应是有机化学中一类重要的极性反转反应.利用三价磷的还原性对α-羰基酮化合物进行极性反转,所生成的Kukhtin-Ramirez活性中间体在诸多转化中都展现出了其作为1,1-偶极子的化学性质.近年来关于该活性中间体的反应研究主要包括:极性X—H键插入反应、还原性加成反应、形式[2+1]环加成反应、形式[4+1]环加成反应、形式[4+2]环加成反应.这些转化为一些重要的多官能团化合成中间体及结构复杂的环状化合物提供了高效简洁的合成方法,凸显了Kukhtin-Ramirez极性反转反应在有机合成中的重要性. 相似文献