This paper proposed the basic idea of constructing method of large v order Steiner four elements large set under the blow of steiner three elements. At the same, this paper analyzed the conditions for the existence of...
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This paper establishes the boundary element integral equation describing the influence of cavity on wave-field scattering in semi-unlimited saturated soil, based on Biot's theory of saturated soil and boundary fea...
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This paper establishes the boundary element integral equation describing the influence of cavity on wave-field scattering in semi-unlimited saturated soil, based on Biot's theory of saturated soil and boundary features of cavity. By introducing the potential function and Betti's reciprocal theory, the singularity of the boundary integral equation was discussed. The effect of saturated soil features and incidence wave field on dynamic stress concentration and pore pressure concentration coefficient was analyzed. The correctness of the algorithm was validated by comparing the values acquired in this study with known literature results. The numerical result indicates that the coupling degree between fluid and solid in saturated soil as well as compression and permeability have great influences on wave-field scattering. As the coupling degrees of the fluid and solid phases in saturated soil increase, the dynamic stress concentration coefficient increases and the cavity scattering effect is strengthened. As the compression of saturated soil decreases, the dynamic stress concentration coefficient increases. As the permeability of saturated soil decreases, the dynamic stress concentration coefficient and pore pressure increase.
A dynamic spherical cavity expansion model with the diameter of initial cavity being nonzero is developed. The shear dilatancy and compressibility of the concrete-like materials in comminuted region are considered by ...
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A dynamic spherical cavity expansion model with the diameter of initial cavity being nonzero is developed. The shear dilatancy and compressibility of the concrete-like materials in comminuted region are considered by introducing a dilatant-kinematic relation. An analytical model based on the spherical cavity expansion theory is then proposed to analyze the penetration of follow-through bomb (FTB) into concrete target with pre-drilled holes, and an earth penetrating tandem warhead is finally optimized in order to achieve its best penetration performance. It is shown that the radial stress on the cavity surface is basically a function of material properties and cavity expansion velocity and is independent of the intial cavity radius. It is also shown that, for a given FTB and impact velocity, the optimized penetration of earth penetrating tandem warhead can be achieved by selecting a proper ratio of follow-through bomb (FTB) diameter to forward-shaped charge diameter.
This paper proposed the basic idea of constructing method of large v order Steiner four elements large set under the blow of steiner three *** the same,this paper analyzed the conditions for the existence of v order S...
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This paper proposed the basic idea of constructing method of large v order Steiner four elements large set under the blow of steiner three *** the same,this paper analyzed the conditions for the existence of v order Steiner four *** paper also proposed the construction method of v order Steiner four elements large set based on the initial block matrix *** paper also introduced the entire construction process of 9 order Steiner four elements systems large *** paper proved the number of 9 order Steiner four elements S(9) of 9 order Steiner four elements large set is d(9)= v-8 = 1.
The architecture of green building is a complex system engineering, it urgently need to build the green building evaluation tools as technical support for operation, and make the multi-level partners who participated ...
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In this paper, based on the similarity between chloride diffusion equation in concrete and heat conduction equation the thermal analysis module of the ANSYS finite element software was used to carry out the numerical ...
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Blast vibration analysis is one of the important foundations for studying the control technology of blast vibration damage. According to blast vibration live data that have been collected and the characteristics of sh...
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Blast vibration analysis is one of the important foundations for studying the control technology of blast vibration damage. According to blast vibration live data that have been collected and the characteristics of short-time non-stationary random signals, the wavelet packet energy spectrum analysis for blast vibration signal has made by wavelet packet analysis technology and the signals were measured under different explosion parameters (the maximal section dose, the distance of blast source to measuring point and the section number of millisecond detonator). The results show that more than 95% frequency band energy of the signals sl-s8 concentrates at 0-200 Hz and the main vibration frequency bands of the signals sl-s8 are 70.313-125, 46.875-93.75, 15.625-93.75, 0-62.5, 42.969-125, 15.625-82.031, 7.813-62.5 and 0-62.5 Hz. Energy distributions for different frequency bands of blast vibration signal are obtained and the characteristics of energy distributions for blast vibration signal measured under different explosion parameters are analyzed. From blast vibration signal energy, the decreasing law of blast seismic waves measured under different explosion parameters was studied and the wavelet packet analysis is an effective means for studying seismic effect induced by blast.
Based on the homotopy analysis method, a general analytic technique for strongly nonlinear problems, a Maple package of automated derivation (ADHO) for periodic nonlinear oscillation systems is presented. This Maple...
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Based on the homotopy analysis method, a general analytic technique for strongly nonlinear problems, a Maple package of automated derivation (ADHO) for periodic nonlinear oscillation systems is presented. This Maple package is valid for periodic oscillation systems in rather general, and can automatically deliver the accurate approximations of the frequency co and the mean of motion δof a nonlinear periodic oscillator. Based on the homotopy analysis method which is valid even for highly nonlinear problems, this Maple package can give accurate approximate expressions even for nonlinear oscillation systems with strong nonlinearity. Besides, the package is user-friendly: One just needs to input a governing equation and initial conditions, and then gets satisfied analytic approximations in few seconds. Several different types of examples are given in this paper to illustrate the validity of this Maple package. Such kind of package provides us a helpful and easy-to-use tool in science and engineering to analyze periodic of this Maple package from the is published publicly. nonlinear oscillations. And it is free address http://*** to download the electronic version ***/*** once the paper
This paper clarifies the basic idea of design and construct for non-isomorphism *** method of using standard edge matrix to structure block design is proposed,the whole process to design and construct(14,8,7,4,3) and(...
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ISBN:
(纸本)9783037855874
This paper clarifies the basic idea of design and construct for non-isomorphism *** method of using standard edge matrix to structure block design is proposed,the whole process to design and construct(14,8,7,4,3) and(18,9,8,4,3) is *** uses the side of each column of the standard edge matrix exactly,and also constitutes a complete graph by arranging the edge of complete graph to the initial matrix and re-arranging it to the standard edge *** to the set of edge in standard edge matrix,14 blocks of designing(14,8,7,4,3) and 18 blocks of designing(18,9,8,4,3) are ***,it proved the number of design non-isomorphism(14,8,7,4,3) is 5,and(14,8,7,4,3) is 1.
The Chinese HJ satellites CCD sensor is similar to Landsat-5 TM with the same spatial resolution, but have enormous advantages in space coverage and frequency of repeated observations. This paper focuses on the reflec...
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