雙組份打膠機(jī)設(shè)計(jì)三種辦法：
There are three ways to design a two-component gluing machine
(一)雙組份打膠機(jī)機(jī)械體系規(guī)劃辦法
（1） Planning method for mechanical system of two-component gluing machine
機(jī)械體系規(guī)劃足研究組成體系的各部分及其內(nèi)在聯(lián)系，從全體體系動(dòng)身，建基本規(guī)劃準(zhǔn)則，辯證解決設(shè)汁問(wèn)題的一種規(guī)劃分法。體系規(guī)劃辦法的主要思維是在規(guī)劃過(guò)程中強(qiáng)調(diào)體系內(nèi)部和外部環(huán)境的聯(lián)系，強(qiáng)調(diào)全體體系和分體系的聯(lián)系，并以之貫穿干整個(gè)規(guī)劃過(guò)程。在分解與綜合中要考慮各分體系聯(lián)絡(luò)聯(lián)系的強(qiáng)弱及其與全體體系相關(guān)的完整性。
Mechanical system planning is a kind of planning method which studies the components of the system and their internal relations, starts from the whole system, establishes the basic planning criteria, and dialectically solves the design problem. The main thinking of the system planning method is to emphasize the relationship between the internal and external environment of the system, the relationship between the whole system and the sub-system, and run through the whole planning process. In the process of decomposition and synthesis, the strength of each subsystem's connection and the integrity related to the whole system should be considered.

(二)雙組份打膠機(jī)優(yōu)化規(guī)劃辦法
（2） Optimization planning method of two component glue applicator
優(yōu)化規(guī)劃辦法是應(yīng)用數(shù)學(xué)優(yōu)化原理解決實(shí)際問(wèn)題的規(guī)劃辦法。針對(duì)規(guī)劃使命，以結(jié)構(gòu)合理，工作性能佳，成本低等為規(guī)劃要求，在多種方案、多組參數(shù)、多種規(guī)劃變量巾確認(rèn)主要規(guī)劃變量的取值，使之滿足優(yōu)規(guī)劃要求。在機(jī)械規(guī)劃中，優(yōu)化規(guī)劃體現(xiàn)為傳規(guī)劃方案的確認(rèn)和佳規(guī)劃參數(shù)的確認(rèn)。
The method of optimal planning is to solve practical problems by applying the principle of mathematical optimization. In view of the planning mission, taking the most reasonable structure, the best performance and the lowest cost as the planning requirements, the values of the main planning variables are confirmed in a variety of schemes, groups of parameters, and various planning variables, so as to meet the optimal planning requirements. In the mechanical planning, the optimal planning is embodied in the confirmation of the best planning scheme and the best planning parameters.
進(jìn)行雙組份打膠機(jī)優(yōu)化規(guī)劃時(shí)，首要需要對(duì)具體的工程問(wèn)題進(jìn)行比較深化的了解，挑選優(yōu)化核算辦法，構(gòu)造合適的數(shù)學(xué)模型，尋覓優(yōu)規(guī)劃成果，找出佳規(guī)劃參數(shù)。如減速器規(guī)劃中，能夠?qū)①Y料省和結(jié)構(gòu)緊湊作為規(guī)劃方針。這樣，在傳動(dòng)裝置規(guī)劃核算中.應(yīng)該注意合理挑選熱處理工，參數(shù)挑選時(shí)盡量使各部分的強(qiáng)度量合理。運(yùn)用優(yōu)化規(guī)劃辦法，能夠加快規(guī)劃過(guò)程、縮短規(guī)劃周期，達(dá)到事半功倍的意圖。
In the optimization planning of two-component gluing machine, it is necessary to have a deeper understanding of the specific engineering problems, select the optimal accounting method, construct the appropriate mathematical model, search for the optimal planning results and find out the optimal planning parameters. For example, in the reducer planning, the most economical data and the most compact structure can be taken as the planning guideline. In this way, in the planning and calculation of transmission device, attention should be paid to the reasonable selection of heat treatment workers, and the strength of each part should be reasonable when selecting parameters. Using the optimization planning method can speed up the planning process, shorten the planning cycle, and achieve the purpose of twice the result with half the effort.
(三)雙組份打膠機(jī)牢靠性規(guī)劃
（3） Reliability planning of two component gluing machine
牢靠性是指體系在規(guī)則時(shí)刻內(nèi)，在給定條件下完結(jié)規(guī)則功能的能力。產(chǎn)品的牢靠性需有一個(gè)定量的表述，但牢靠性的定量表述具有隨機(jī)件，對(duì)任何產(chǎn)品來(lái)講，在其牢靠工作與失效之間，都具有時(shí)刻上的不確認(rèn)性;因而，關(guān)于不同類型的牢靠性問(wèn)題，就需要不同的表述方式，常見(jiàn)的有牢靠度、無(wú)故障率、失效率、平均無(wú)故障時(shí)刻等。合理規(guī)劃分配各部分的牢靠性指標(biāo)，能夠大限度地發(fā)揮各部分的規(guī)劃優(yōu)勢(shì)，保證產(chǎn)品在工作品質(zhì)、技術(shù)標(biāo)準(zhǔn)和安全運(yùn)用等文面達(dá)到高高質(zhì)。
Reliability refers to the ability of the system to complete the rule function under the given conditions within the rule time. The reliability of a product needs a quantitative expression, but the quantitative expression of reliability has random parts. For any product, there is uncertainty at any time between its reliable work and failure. Therefore, different types of reliability problems need different expressions, such as reliability, failure free rate, failure rate, average time between failures, etc. Reasonable planning and distribution of the reliable indicators of each part can maximize the planning advantages of each part, and ensure that the products reach high quality in terms of work quality, technical standards and safe use.