honeycomb structure 中文意思是什麼
honeycomb structure
解釋
蜂巢構造-
Peeling analysis of unperforated honeycomb structure
無孔蜂窩夾層結構脫粘剝離應力分析 -
This paper presents the experimental results of typical elements of field works such as reinforced concrete beams, fiber glass reinforced plastic honeycomb sandwich plates, flexible covers ; examines the interrelationship of the loads and deformation under the condition of large deformation ; obtains the laws governing the interaction of the medium and the structure ; solves the design and calculation problems related to shallow buried structures in soil
本文在對大量試驗資料進行整理和作了大量分析計算的基礎上，選取了野戰工事中有代表性的構件即鋼筋混凝土梁，玻璃鋼蜂窩夾層梁式板和帆布被復作為研究對象進行試驗研究。深刻地考察了大變形條件下荷載和變形之間的內在關系，進而掌握了介質與結構相互作用的規律，較好地解決了土中淺埋結構的設計計算問題。 -
Then discuss the stress concentration problem of the honeycomb structure to use the model of “ laminated composite structure with circular hole. then discuss the thermal control technique of the mfs, and built the model of heat transfer
考慮到在蜂窩結構板上開設埋孔會引起應力集中的現象，所以還進行了對復合材料板應力集中問題的理論分析，得出了「帶圓孔的復合材料層板」應力集中系數的表達式。 -
The large - scale honeycomb structure, an important component of the last stage fuel tank of launch vehicles, is composed of the honeycomb sandwich and thin aluminum alloy sheets with ellipsoid shape
大型蜂窩共底構件是液體運載火箭末級推進劑箱的一個關鍵部件，它是由蜂窩夾芯復合材料和上、下薄鋁合金蒙皮粘接固化而成的。 -
The solution format and caculation step of nonlinear dynamic equilibrium equation was derived by newmark method in this article, and dynamic caculation flow chart and relevant program of the frp honeycomb structure was given in two dimension
本文採用newmark法推導出非線性動力平衡方程的求解格式和計算步驟，給出了二維場下玻璃鋼拱形結構的動力計算流程圖和相應的程序。 -
The purpose of this thesis is to use this powerful method to identify the dynamic characteristic of the honeycomb sandwich structure
本文的主要目的就是利用dbm方法的強大辨識能力對蜂窩板夾層結構的動力學特性進行辨識。 -
On the other hand, it seems not quite easy to use the conventional methods to identify the dynamic characteristic of the honeycomb sandwich structure, which is a main structure of the modern satellite, due to its complex construction
而另一方面，作為構成現代衛星的主要結構之一的蜂窩板夾層結構，由於其復雜的構成方式使得應用傳統的辨識方法難以對其動力學特性給出清楚和完整的描述。 -
Finally, the improved method is utilized to identify data acquired by vibration test of a honeycomb sandwich structure with different magnitudes, locations or vibration directions, and the identification results are used to analyze the characteristic of the structure in order to guide the further study of satellite structure ’ s design
最後利用改進后的dbm方法對幾組在不同量級、不同振動方向、不同測點的蜂窩板夾層結構的振動數據進行辨識，並利用辨識的結果對于結構的動力學特性進行分析，從而為實現對衛星結構的設計提供依據。 -
This paper presents an investigation on a new type of rubber damper, that is, a rubber damper with honeycomb structure. the honeycomb structure will enhance the energy dissipation of a rubber damper and as a result increase the damping of the damper. the performances of honeycomb dampers are experimentally tested by a test rig. the results show that the diameter and the density of holes of the honeycomb structure are important parameters in the design of the damper. for a damper of given size, there are optimum values of both parameters with which the damper provides highest damping. additionally the honeycomb structure does not change the correlation of damping to frequency. a practical honeycomb damper is designe d and applied to inlet pipe of a screw compressor in a petroleum factory for vibration reduction. the vibration of the pipe is obviously suppressed by the damper, at least 25 %
本文採用理論分析和實驗相結合的方法，研究了蜂窩孔這種結構因素對橡膠阻尼材料阻尼性能的影響。在自行設計、製作的懸臂式阻尼測試實驗裝置上，對蜂窩式橡膠阻尼器的阻尼性能進行了大量的實驗測試，初步找出了蜂窩孔孔徑、孔數以及預壓縮量等因素與阻尼器阻尼性能的關系。本文利用實驗研究的結論，設計了一種專用的蜂窩式橡膠阻尼器，並應用於某廠螺桿壓縮機進口管道的減振，取得了明顯的減振效果。 -
To identify the dynamic characteristic of honeycomb sandwich structure via method mentioned in this thesis can be valuable in practice for further design,
利用本文的方法，實現了對鋁蜂窩夾層結構動力學特性的辨識，這對鋁蜂窩夾層結構的設計，實驗和分析具有一定的實用價值。 -
Finally, the nonlinear identification method to stochastic data in frequency domain is used to analyze and identify the nonlinear characteristic of some multifunctional electrical case with honeycomb sandwich structure
最後，將隨機數據的頻域非線性分析與辨識方法應用於某鋁蜂窩夾層結構多功能電子機箱的非線性特性研究中。 -
The honeycomb sandwich structure has been widely utilized in engineering field nowadays. however, due to the complex construction of this structure, it seems not quite easy to describe its dynamic characteristic clearly and completely via conventional methods. the purpose of this thesis is to analyze and identify the dynamic characteristic of honeycomb sandwich structure based on nonlinear methods to stochastic data in frequency domain
現今鋁蜂窩夾層結構廣泛應用於工程領域，但由於鋁蜂窩夾層結構復雜，使得應用傳統的辨識方法難以對其動力學特性給出清楚和完整的描述，本文的目的就是應用隨機數據的頻域非線性分析與辨識方法對鋁蜂窩夾層結構的動力學特性進行辨識。 -
It has broad application prospect in the following fields such as microelectronics, photoelectronic devices, large screen flat panel display, field emitter array, acoustic surface wave device, photon crystal, light waveguide array, holographic honeycomb lens and micro - optical element array, micro - structure manufacture, fabrication of large area grating and grid of high resolution, photoresist performance testing, profile measurement and metrology, etc. the paper only involves the primary research of interferometric lithography
在微電子、光電子器件、大屏幕平板顯示器、場發射器陣列、表面聲波器件、光子晶體、光波導陣列、全息透鏡和微光學元件陣列、微結構製造，高分辨、大面積光柵和網格製造，在抗蝕劑性能測試、面形測量和計量等領域，干涉光刻技術都具有廣闊的應用前景。 -
The frp honeycomb sandwich composite materials that has characteristics of light weight, high strength and easily made - up, is now extensively used in fieldwork. when the fieldwork that was made of frp honeycomb sandwich was shallow buried, the structure deformation and the relation between structure and medium under the explosive loading has been researched at present
玻璃鋼蜂窩夾芯復合材料以其輕質高強、易於成型和加工等特點，在野戰工事中正得到廣泛地應用，由該材料成型的野戰工事覆土后，並在爆炸荷載的作用下，結構變形以及結構和周圍介質的關系，目前仍在探索和研究中。 -
This paper studied the theory of honeycomb structure which inlay component in it
本文重點研究了蜂窩結構在多功能結構中的應用。 -
Now what we will do is to study the scattered electric field of the special honeycomb structure
我們的工作就是對蜂窩這一特殊結構的表面電場進行研究 -
In the emulation task, i did the work of the stress concentration problem of the honeycomb structure
模擬工作，主要分析了在多功能結構板上開設埋孔的應力集中情況。 -
By doing the emulation task, i hope to get the result of such questions : what are the influenced factors of the stress concentration on the honeycomb structure
然後對埋孔開設的應力集中情況進行了分析。研究了不同形狀、不同尺寸的孔對應力集中的影響。 -
To use the macro - mechanics theory and the composite - mechanics theory analysed the honeycomb structure, and get the equivalent parameter of the honeycomb structure
進而從宏觀力學、復合材料力學的角度，對蜂窩夾層結構進行了理論分析，得出了蜂窩結構等效參數的推導方法。 -
Honeycomb structure is one kind of special composite for structural usage, it is damageable, then the residual strength of damaged structure will sharp down, so it is very important for the study of the residual strength and the repair of damaged honeycomb structures
蜂窩夾芯結構是一種特殊的結構用復合材料，它是較容易出現損傷的構件，而含損傷的復合材料結構會大大降低其剩餘強度，所以對含損傷的蜂窩夾芯結構的剩餘強度及其修補技術的研究就顯得十分重要了。
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