瑞士BIERI徑向柱塞泵BRK501 / 502型是非常堅(jiān)固的徑向單元,即使在惡劣條件下也具有高容積效率,寬速度范圍和高可靠性。
工作壓力: | 高達(dá)500巴 |
空氣流量: | 0.24至8.14 cm 3 / rev |
調(diào)速范圍: | 高2000分-1 |
特點(diǎn) | 好處 |
堅(jiān)固的徑向柱塞泵,閥控: | 的功率密度,廣泛的范圍,不同的介質(zhì) |
低活塞游隙: | 在很寬的速度范圍內(nèi)具有非常好的容積效率 |
存儲(chǔ)設(shè)計(jì)用于大連續(xù)壓力(500 bar): | 壽命長(zhǎng) |
大限度地減少活塞的死體積,并結(jié)合吸入閥的優(yōu)化設(shè)計(jì): | 自排氣 |
模塊化泵系統(tǒng): | 可根據(jù)客戶要求提供標(biāo)準(zhǔn)泵和特殊設(shè)計(jì) |
瑞士Bieri BRK501 / 502型柱塞泵行業(yè)與應(yīng)用
- 石油和天然氣 - 井架/鉆孔系統(tǒng)控制WHCP
- 夾緊技術(shù)和夾具結(jié)構(gòu)
- 壓力機(jī) - 夾具和夾具
- 壓力機(jī) - 小型壓力機(jī)
- 液壓工具
- 消防和救援設(shè)備
- 測(cè)試和測(cè)試系統(tǒng)
- 能源和發(fā)電
- 建筑與回收
- 起重和運(yùn)輸系統(tǒng)
- 造船
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*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)
瑞士Bieri BRK501 / 502型柱塞泵技術(shù)數(shù)據(jù)
液壓油 | 礦物油符合DIN 51524(其他媒體要求) |
溫度范圍中等 | -20至80°C |
環(huán)境溫度范圍 | -30至50°C |
粘度范圍 | 5至220 mm 2 / s |
大工作壓力 | 500 bar連續(xù)壓力(S1),請(qǐng)參閱產(chǎn)品信息 |
工作壓力吸入側(cè) | -0.2巴負(fù)壓高達(dá)0.5巴的超壓 |
油純度(推薦) | 在NAS 1638 6級(jí)或ISO / DIN 4406 17/15/12之后 |
重量 | 查看產(chǎn)品信息 |
驅(qū)動(dòng)軸上的軸向力 | 無(wú)法錄制 |
驅(qū)動(dòng)軸上的徑向力 | 根據(jù)要求 |
大速度 | 2000分-1 |
旋轉(zhuǎn)方向 | 任何 |
吸力 | 大500毫米 |
物料 | 壓力法蘭:熱壓鋁 傳動(dòng)軸:鋼 蓋:鋁 |
瑞士Bieri代表高品質(zhì)和可靠的液壓產(chǎn)品。我們所有的活動(dòng)和流程都面向客戶及其需求。我們的客戶應(yīng)該對(duì)我們,我們的產(chǎn)品和服務(wù)充滿熱情。為實(shí)現(xiàn)這一目標(biāo),我們非常重視員工的培訓(xùn),發(fā)展和推廣。瑞士Bieri的產(chǎn)品和服務(wù)旨在幫助客戶在市場(chǎng)和行業(yè)中取得成功。通過(guò)這種方式,我們確保了公司的長(zhǎng)期發(fā)展和經(jīng)濟(jì)成功,并為子孫后代確保了就業(yè)機(jī)會(huì)。我們?yōu)閱T工提供現(xiàn)代,愉快和安全的工作環(huán)境,以促進(jìn)激勵(lì)和創(chuàng)新。