連桿機(jī)構(gòu)運動分析 上海申弘閥門有限公司 ABSTRACT: In this paper, it had predominantly discussed swing-type feeding mechanism for design of the model by Math CAD software, and takes it as the example typically; it also focused on contemporary international research on the swing type feeding mechanism, contributing original views on the scope of its analytical procedure. By the kinetics standpoint it had built up a position expression type of the link mechanism, in addition, explained clearly the automatic computation its data of movement analysis and the result process in graph, finally, there alization method about the link mechanism movement simulation had been introduced. KEY WORDS: link mechanism; math CAD; slipper block; movement analysis; simulation. I. INTRODUCTION Over the past few decades, engineering schools have placed a high priority on incorporating computer technology into the engineering curriculum and this has been no incidental achievement Specially, this article take swings feeds in the analysis of mechanism as an example, introduced using the Math CAD software to carry on the movement analysis and the simulation method to analyze the swing-type feeding mechanism, and explain the theories analytical method of these type of engineering problem thereby. II. MOVEMENT ANALYSIS OF LINK MECHANISM This swing-type feeding in the mechanism, the anti clock wise rate of angular motion of original moving parts is:ω1= 40rad/s ,and its structure with various components size as shown in Fig.1.In Fig.1 above the swing-type feeding in the mechanisms consist of the crank original moving parts 1 i.e. _grade pole group and the _ grade pole group. In which, component2 and component 3 is belong to the RRR type of _ grade pole group; but the component 4 and component 5 is belong to the RRP type of _ grade pole group. Using the tool platform of the MathCAD software to analyze the original moving parts and The move position relationship of _ grade pole group separay; and establishes its various hinge points the position relational expression, according to the above and solution mechanism movement analysis result III. LINK MECHANISM MOVEMENT SIMULATION The mechanism simulation is changed by the quantity off rame variable into to realize In the MathCAD soft ware environment. The frame is an internal variable in Math CAD, what it represents is the static picture frame serial number, and according to convention from zero start. Through the computation production continual serial number picture frame broadcast, it may produce the mechanism animation simulation results. IV. CONCLUSIONS Simulation by MathCAD, our new heuristic for extreme programming, is the solution to all of these obstacles about dynamic analysis in swing-type feeding mechanism. By incorporating and combining the calculations, graphs, text and images in the paper above, the MathCAD enables us knowledge capture、movement design and aid management of engineering analysis projects, and the dynamic simulate or demonstrates high integrity of accuracy while compressing computational time. Moreover, the frame animation in simulating for step loads, changing input time varying quantity, stability, and steady state transient analysis for expediting design completion, and optimizing on the dimensions or size of cost efficiency. In fact, the main contribution of our work is that we introduced a system for swing-type feeding mechanism with MathCAD software. The investigation of dynamic analysis in animation is more theoretical than ever, and our approach helps our Research Team to do just that. Although there were a few disadvantages associated with the others, in the opinion of us those disadvantages were more than offset by the numerous advantages provided by MathCAD. The MathCAD is the industry standard technical calculation tool for engineer’s world wide; it provides powerful combination of rapid solution prototyping and experimentation in analysis of mechanism. IV. CONCLUSIONS Simulation by MathCAD, our new heuristic for extreme programming, is the solution to all of these obstacles about dynamic analysis in swing-type feeding mechanism.By incorporating and combining the calculations, graphs,text and images in the paper above, the MathCAD enables us knowledge capture、movement design and aid management of engineering analysis projects, and the dynamic simulator demonstrates high integrity of accuracy while compressing computational time. Moreover, the frame animation in simulating for step loads, changing input time varying quantity, stability, and steady state transient analysis for expediting design completion, and optimizing on the dimensions or size of cost efficiency.In fact, the main contribution of our work is that we introduced a system for swing-type feeding mechanism with MathCAD software. The investigation of dynamic analysis in animation is more theoretical than ever, and our approach helps our Research Team to do just that.Although there were a few disadvantages associated with the others, in the opinion of us those disadvantages were more than offset by the numerous advantages provided by MathCAD. The MathCAD is the industry standard technical calculation tool for engineer’s world wide; it provides a powerful combination of rapid solution prototyping and experimentation in analysis of mechanism. 譯文: 基于對Mathcad的連桿機(jī)構(gòu)運動分析 摘要: 本文主要討論了擺動式送料機(jī)構(gòu)的CAD軟件數(shù)學(xué)模型設(shè)計,并作為例子,它通常也對當(dāng)代上的搖擺式送料機(jī)構(gòu)的研究重點,促進(jìn)上的獨到見解其分析程序的范圍。由動力學(xué)的角度來看,它已建立了鏈接機(jī)制的立場表達(dá)類型,此外,解釋清楚自動計算其運動分析數(shù)據(jù)和圖中的結(jié)果的過程,后,已經(jīng)有alization方法對連桿機(jī)構(gòu)運動仿真介紹。上海申弘閥門有限公司主營閥門有:減壓閥(氣體減壓閥,可調(diào)式減壓閥,波紋管減壓閥,活塞式減壓閥,蒸汽減壓閥,先導(dǎo)式減壓閥,空氣減壓閥,氮氣減壓閥,水用減壓閥,自力式減壓閥,比例減壓閥)、安全閥、保溫閥、低溫閥、球閥、截止閥、閘閥、止回閥、蝶閥、過濾器、放料閥、隔膜閥、旋塞閥、柱塞閥、平衡閥、調(diào)節(jié)閥、疏水閥、管夾閥、排污閥、排氣閥、排泥閥、氣動閥門、電動閥門、高壓閥門、中壓閥門、低壓閥門、水力控制閥、真空閥門、襯膠閥門、襯氟閥門。關(guān)鍵詞:鏈接機(jī)制;數(shù)學(xué)CAD;拖鞋塊;運動分析;模擬。 關(guān)鍵詞:鏈接機(jī)制;數(shù)學(xué)CAD;拖鞋塊;運動分析;模擬。 一導(dǎo)言 在過去的幾十年中,工程學(xué)校工程課程納入計算機(jī)技術(shù)放在一個高度優(yōu)先事項,這一直是noincidental成就。 特別,本文在分析機(jī)制作為一個例子波動飼料,使用數(shù)學(xué)CAD軟件進(jìn)行運動分析和介紹模擬方法,分析了擺動式送料機(jī)構(gòu),并解釋這些工程問題的類型,從而理論的分析方法。
二連桿機(jī)構(gòu)的運動分析 這種機(jī)制的擺動式飼養(yǎng),反時鐘原來的運動部件的角運動的明智率是:ω1=40rad/秒,并與各部件的結(jié)構(gòu)。 上述機(jī)制的擺動式飼養(yǎng)的規(guī)模包括移動部件的曲軸原1即等級桿組和_級桿組。其中,分量2和第3部分是屬于存款準(zhǔn)備金率_級類型桿組;但組件4和5組件是屬于_級桿組的定價類型。使用的Mathcad軟件分析原始的運動部件的工具平臺_級桿組分別移動位置關(guān)系,并建立各種鉸鏈點的位置關(guān)系的表達(dá),根據(jù)以上和解決方案的機(jī)構(gòu)運動分析結(jié)果 。 第三連桿機(jī)構(gòu)運動仿真 關(guān)閉拉梅變量的數(shù)量來實現(xiàn)的Mathcad軟件環(huán)境的改變機(jī)制模擬。該框架是在內(nèi)部變量數(shù)學(xué)的CAD,它代表的是靜態(tài)圖像幀的序號,并按照約定由零開始。通過不斷的計算生產(chǎn)序號相框廣播,它可能會產(chǎn)生機(jī)制的動畫模擬結(jié)果。 四結(jié)論 Mathcad中,我們新的啟發(fā),編程的仿真是左右擺動式送料機(jī)構(gòu)的動態(tài)分析所有這些障礙的解決方案。通過整合,并結(jié)合計算,圖表,文字和圖像在紙張上面,以MathCAD使我們獲取知識,運動的設(shè)計和援助管理 工程分析項目,動態(tài)模擬演示精度高的完整性,同時壓縮計算時間。此外,在階躍載荷模擬幀動畫,改變輸入隨時間變化的加快完成設(shè)計量,穩(wěn)定性和穩(wěn)態(tài)瞬態(tài)分析,優(yōu)化的尺寸或成本效益的大小。事實上,我們的工作的主要貢獻(xiàn)是,我們介紹了擺動式送料機(jī)構(gòu)與Mathcad軟件系統(tǒng)。動畫中的動態(tài)分析調(diào)查比以往任何時候都更理論,我們的方法可以幫助我們的研究團(tuán)隊能夠做到這一點。雖然有一些缺點,在我們看來,與其他相關(guān)的優(yōu)缺點,超過抵消Mathcad中提供的眾多優(yōu)勢。 Mathcad是工程師的世界各地的行業(yè)標(biāo)準(zhǔn)技術(shù)的計算工具,它提供了解決方案的快速原型設(shè)計和實驗分析機(jī)制的強(qiáng)大組合。 四結(jié)論 Mathcad中,我們新的啟發(fā),編程的仿真是左右擺動式喂養(yǎng)結(jié)合,結(jié)合上面的計算,圖形,文字和圖像的文件機(jī)構(gòu)動態(tài)分析所有這些障礙的解決方案,MathCAD使我們獲取知識,運動的設(shè)計和工程分析項目援助管理,動態(tài)仿真演示精度高的完整性,同時壓縮計算時間。此外,在階躍載荷模擬幀動畫,改變輸入隨時間變化的量,穩(wěn)定性和穩(wěn)態(tài)瞬態(tài)分析加快設(shè)計完成,并優(yōu)化成本效率事實的尺寸或大小,我們工作的主要貢獻(xiàn)是我們介紹了擺動式送料機(jī)構(gòu)與Mathcad軟件系統(tǒng)。動畫中的動態(tài)分析調(diào)查比以往任何時候都更理論,我們的方法可以幫助我們的研究團(tuán)隊做雖然有與其他相關(guān)的一些缺點,這些缺點在我們看來是由無數(shù)足以抵消Mathcad中提供的優(yōu)勢。 Mathcad是行業(yè)標(biāo)準(zhǔn)的技術(shù) 工程師的世界各地的計算工具,它提供了一個解決方案的快速原型設(shè)計和實驗分析機(jī)制的強(qiáng)強(qiáng)聯(lián)合。與本文相關(guān)的論文有:安全閥定期檢驗辦事指南 參考文獻(xiàn) [1] Benaroya H, Rehak M. “Finite element methods in probabilistic struc-tural analysis: a selective review” [J]. Applied Mechanics Review, 1988, 41: pp. pp. 201-213. [2] Katica (Stevanovic) Hedrih (Nis, Yugoslavia), “Trigger of Coupled Singularities (invited plenary lecture) Dynamical Systems-Theory and Applications”[M], Edited By J. Awrejcewicz, J. Grabski And J.Nowakowski, Lodz 2001, pp. 51-78 [3] Shimansky V.E. Detection of Chaotic Signals by Matched Filtering “Modern Problems of Mathematics and Information Science”[J],Transactions of young scientists and graduate students.Vol.3. Yaroslavl State University, Yaroslavl, 2000, pp.136-144. [4] Zhang Fajun, “The Analysis od eooor for Spling Shaping” [J]. China Three Gorges University Yichang journal (2000), pp.46-49 [5] Gao Huiming,Zeng Jianchao. “Modeling and simulation of finishing mill group of hot strip Mill ”[J] . Journal of System Simulation,2000,12(1):5, pp.51-53. [6] Rahman S, Rao B N. “A perturbation method for stochastic meshless analysis in elastostatics ”[J] . International Journal for Numerical Meth-ods in Engineering, 2001, 50: pp.1969-1991 |