2020年初,奧德響應(yīng)客戶需求,開發(fā)出大型汽車結(jié)構(gòu)件一體化壓鑄智能溫控系統(tǒng),助力新能源汽車企輕量化發(fā)展,迄今為止,已有數(shù)套服務(wù)于知名新能源汽車企業(yè),下面與大家分享大型汽車結(jié)構(gòu)件一體化壓鑄智能溫控系統(tǒng)原理及解決方案。
隨著零排放、輕量化成為全球汽車工業(yè)的發(fā)展趨勢,也是節(jié)能減排的重要途徑,同時中國新能源汽車市場迅猛發(fā)展,大型汽車壓鑄結(jié)構(gòu)件對模溫平衡的需求清晰顯見。汽車輕量化主要分為材質(zhì)輕量化和結(jié)構(gòu)輕量化,考慮成本、生產(chǎn)難度等因素,鋁合金和結(jié)構(gòu)件壓鑄是首選材料和最優(yōu)工藝。當(dāng)汽車結(jié)構(gòu)件改用大型輕合金薄壁鑄件時,一方面可有效實現(xiàn)輕量化;另一方面,由于結(jié)構(gòu)高度集成、一體成形,從而減少了成型和連接環(huán)節(jié),精簡了工藝,降低了成本。
![](/uploads/allimg/210923/1-210923150KR39.jpg)
結(jié)構(gòu)件在車身中的應(yīng)用
大型汽車結(jié)構(gòu)件一體化壓鑄過程中的溫度控制是關(guān)鍵環(huán)節(jié),溫度控制包括模具、壓室與沖頭、分流錐與澆口套等溫度平衡控制,模溫控制系統(tǒng)是通過模溫機(jī)單元連續(xù)工作控制動定模、模肉和模架的溫度,利用常壓冷卻裝置連續(xù)工作控制壓室、沖頭分流錐和澆口套溫度,采用高壓模冷機(jī)斷續(xù)工作控制模芯、模塊溫度,通過細(xì)芯點冷機(jī)斷續(xù)工作控制型芯銷、小鑲塊溫度。
其中,模溫機(jī)是用來調(diào)節(jié)模具溫度的平衡,可以升溫也可以降溫。模溫機(jī)利用高熱傳性的導(dǎo)熱媒體,以便在很短的時間內(nèi)將模具內(nèi)溫度提高或者將多余的熱送走。在設(shè)定好熱平衡溫度后,能自動控制其溫度在極小誤差之內(nèi),且能維持定值。利用模溫機(jī)調(diào)節(jié)模具的平衡溫度,可以預(yù)熱模具的生產(chǎn)溫度,優(yōu)化循環(huán)時間,更好地促進(jìn)產(chǎn)品定型,減少開機(jī)時絕大部分的次品率。
![](/uploads/allimg/210923/1-2109231509304A.jpg)
汽車結(jié)構(gòu)件趨勢將化零為整:一體化、組合式
大型汽車壓鑄結(jié)構(gòu)件對模具溫度平衡提出更高的要求,模具溫度控制成為剛性需求,奧德基于近二十年與汽車/通訊、壓鑄市場的密切聯(lián)系,根據(jù)大型汽車壓鑄結(jié)構(gòu)件一體化成型的溫控需求,研發(fā)設(shè)計出系統(tǒng)性的解決方案,并推出專門匹配“大型汽車壓鑄結(jié)構(gòu)件一體化壓鑄”的一系列產(chǎn)品(200℃水溫機(jī)、320℃油溫機(jī)、冷熱溫控站、多通道模冷機(jī),多通道點冷機(jī))。
我們認(rèn)為超大型汽車壓鑄結(jié)構(gòu)件流程長且薄壁,所以要求模具溫度具備在長流程過程中,根據(jù)不同的流態(tài)精準(zhǔn)控制不同模區(qū)的溫度,因此對模溫控制的幅寬有著已知和未知的需求,因此,奧德在此基礎(chǔ)上,汲取以往設(shè)計應(yīng)用經(jīng)驗,設(shè)計20℃~320℃的大寬度溫區(qū),給模具溫度平衡提供穩(wěn)定且可控的溫源輸出,同時大幅度的溫度輸出不僅僅可以對模具進(jìn)行溫度平衡控制,還可以延伸至對壓室、沖頭、分流錐、澆口套等進(jìn)行溫度控制,因此留給了現(xiàn)場壓鑄產(chǎn)品工藝師足夠的操作余地。
智能集成控制模溫中央集成控制管理的控制方式是大型及超大型壓鑄機(jī)生產(chǎn)管理的必然趨勢,現(xiàn)在市場中應(yīng)用5000T/6000T/7200T/8000/9000T所需要的模溫控溫設(shè)備數(shù)量是巨大的,所需要控溫的溫度輸出點更是實際機(jī)臺量的幾倍。單臺控制會增加極大的工藝調(diào)試工作量,不利于快速生產(chǎn),因此需對所有控溫設(shè)備進(jìn)行集中控制,控制系統(tǒng)包括單臺的溫度、流量、壓力等設(shè)定監(jiān)控以及數(shù)據(jù)收集,實現(xiàn)數(shù)字化管理,同時控制系統(tǒng)可根據(jù)不同鑄件配置要求,方便增減油、水、點等溫控設(shè)備,以及生產(chǎn)中快速優(yōu)化各模溫區(qū)的溫/流/壓數(shù)據(jù)的調(diào)整。
![](/uploads/allimg/210923/1-210923151041c7.jpg)
大型汽車結(jié)構(gòu)件一體化壓鑄成型模溫控制系統(tǒng)
![](/uploads/allimg/210923/1-210923151150634.jpg)
![](data:image/png;base64,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)
壓鑄工藝 ? 模溫控制解決方案模型
![](/uploads/allimg/210923/1-210923152211324.jpg)