唐长民 杨勇 刘彪 夏博雯 周洲 王昊 肖磊
(中车株洲电力机车研究所有限公司, 湖南 株洲 412000)
摘要:地板在车辆中有着承载、隔音、密封、减震等作用。作为整车的一部分,地板安装方案关系到整车的成本和品质。本文从智轨电车司机室地板的材料选择、安装方案方面出发,研究如何提高地板总成的性能和提升车辆的乘坐舒适性,最后仿真验证结果表明,地板安装方案通过优化后,司机室的噪声降低了7dB以上,整车的NVH性能明显提高。
关键词:智轨电车;地板;舒适性;减震降噪
中图分类号:
Study and Optimize of ART Floor Installation Scheme
TANG Changmin,YANG Yong,LIU Biao,XIA Bowen,ZHOU Zhou,WANG Hao,XIA Lei
(CRRC Zhuzhou Institute Co.,LTD.,Zhuzhou,Hunan 412000,China)
Abstract:The floor in the train has bearing capacity, sound insulation, sealing, shake absorption and other functions. As a part of the train, the floor installation scheme relates to the cost and quality of the train. From the selection of floor materials and installation scheme aspect, this paper studies how to improve the performance of the floor assembly and the comfort of the train. In the end, the simulation results show that after execute the optimization scheme of the floor installation, the noise of the driver's cab is reduced by more than 7dB,and the NVH performance of the train is significantly improved.
Keywords:train; floor; comfort; shake absorption; noise reduction
0 引言
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智轨电车定位为绿色环保、高端时尚、舒适便捷的胶轮多编组自导向轨道车辆,设计寿命25年。这要求地板结构具有舒适的减震、良好的隔音、较长的寿命。智轨电车的底架为钢骨架结构,地板铺装钢骨架上。智轨电车有两个驾驶室,双向行驶,驾驶室的地板下面布置有驱动电机、驱动桥、空气压缩机、散热水箱等声源设备,因此,司机室区域的地板安装方案优化是整车地板安装方案优化的重点。本文以司机室地板安装方案说明智轨电车地板安装方案的研究和优化。
1 智轨电车原地板安装方案及特点
原智轨电车地板安装方案如图1所示。地板材料为18mm厚的酚醛复合板材,地板通过粘接方式固定在钢骨架上。司机室的过线孔通过填充发泡胶的方式密封。原地板方案虽然结构简单、成本低,但是减震降噪效果较差,车体的振动直接通过地板,进一步传给乘客,影响乘坐舒适性。
Fig.1 Structure of original ART floor plan
2 智轨电车司机室噪声测试与分析
2.1 测试工况
平整路面,空调开启,50km/h匀速行驶。
2.2 测试环境
为了防止外部环境噪声对测试结果的影响,测试路线选择在少过往车辆的僻静平坦园区道路。测试环境情况如表1所示。
表 1测试环境
Tab.1 Testing environment
![](data:image/png;base64,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)
2.3 测点选择
在司机室噪声分析中,选取距离司机室室内距离地面1.2米的测点N1、N5,N1为司机室1的测点、N5为司机室2的测点,司机室1和司机室2中心对称,对应位置如图2所示。
![](data:image/png;base64,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)
图2司机室噪声测点位置
Fig.2 Location of noise measurement point in driver,s cab
2.4 测试原理
测试采用LMS Test Lab测试分析系统,能对多种信号进行动态实时的数据采集与分析处理,将传声器分别布置在各测点上拾取噪声信号,通过数据采集仪将其采集至计算机并记录下来,仪器连接示意图如3所示。
图3测试仪器连接示意图
Fig.3 Test instrument connection diagram
2.5 测试结果及分析
匀速行驶时,空调开启的噪声更大,因此仅分析空调开启匀速行驶工况下的噪声特性,得到两测点的噪声总值如表2所示。
表2 时速50km/h匀速行驶时的噪声值/dB(A)
Fig.2 Noise value of 50km/h
![](data:image/png;base64,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)
空调开启的状态下,司机室在所有工况下均高于75dB(A),不满足GB 14892-2006《城市轨道交通列车 噪声限值及测量方法》对车内噪声的限值要求。
3 地板安装方案的优化
3.1 材料选型
3.1.1 地板材料
当前,主要用于车辆地板的有以下几种板材。以带沟槽的等厚竹片为单元胶合而成的竹胶板;以聚氯乙烯及其共聚树脂为主要原料经涂敷工艺或经压延、挤出或挤压工艺生产而成的PVC板;由上下两片铝片和中间的PVC板粘接压合而成的PVC覆铝板;由纤维增强环氧复合材料表层和发泡酚醛树脂加固的玻璃纤维芯部构成的酚醛板;由上、下面复合不燃板、中间蜂窝铝用聚氨酯胶粘贴叠合而成的铝蜂窝复合板。
其中酚醛板在隔音、轻量化、环保性能、力学性能等方面有突出的优势,计权隔声量高达28dB,且价格适中、具有一定的握钉力;PVC覆铝板面密度低、刚强度高、防火性能好、价格实惠,因此,酚醛板和PVC覆铝板适合用为智轨电车的地板。
3.1.2 降噪材料
隔音垫是采用特殊工艺将多种高分子材料和无机材料、特殊助剂混合成型为一种高密度、高强度、柔韧的卷材。它的隔声量超过20dB,满足DIN5510-2防火等级,是目前在轨道车辆广泛应用的隔音材料之一。
3.1.3 减震材料
硅胶减振垫以有机硅为主体材质,具有以下特点:宽温域、高耐久,优异的抗压缩永久变形能力,极佳的防水气密性;极低的挥发性,环保无毒无味,满足欧标EN45545阻燃标准。硅胶减震垫广泛应用在高铁、城轨、地铁等轨道交通车辆地板减震领域。
3.2 地板安装结构设计
优化改进后智轨电车地板安装方案如图4所示。
![](data:image/png;base64,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)
图4地板优化方案安装结构
Fig.4 Structure of optimized ART floor plan
优化方案采用双层地板结构,下层地板用15mm厚酚醛地板,上层地板用9mm厚PVC覆铝板。在下层地板背面粘贴2mm厚的隔音垫,采用打钉固定的方式把下层地板安装到骨架上,上层地板通过带胶的硅胶减震垫粘接固定在下层地板上。
下层地板通过打钉固定于骨架上属于刚性连接,主要承担支撑和隔音的作用;上层地板与下层地板之间通过3mm厚硅胶减震垫属于弹性连接,主要承担支撑、隔音、减震的作用。优化后的地板结构总共有隔音垫、下层地板、空气/减震垫、上层地板、地板革5层减震降噪层。
3.3 管线孔密封方式
车头的设备比较集中,冷却系统、控制系统等带有的水管、线路需要穿过地板,这些过线孔成了隔音降噪的薄弱点,过线孔的密封关系到整个司机室的噪声水平。
3.3.1 过线孔密封方案
司机室电线过线孔采用专业的过线密封模块,密封模块采用多径技术,只需剥离芯层,便可使单个模块密封不同直径的电缆或硬管,若不移除中心塞,则可把模块作为备用件,为将来扩容做准备。密封模块是通过挤压受力密封,密封模块安装如图5所示。
![](data:image/png;base64,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)
图5 电线密封方案图
Fig.5 Sealing solution of electric wire
3.3.2 过管孔密封方案
水管和气管为软管,不适合采用挤压的方式密封,因此冷却水箱水管孔和座椅气管孔采用隔壁接头进行密封,隔壁接头密封方案效果图如图6所示,隔壁接头通过螺栓安装在地板上,管线从地板的上、下分别用卡箍连接到隔壁接头上。
![](data:image/png;base64,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)
图6水管、气管穿孔地板隔壁接头密封方案
Fig.6 Sealing solution of water pipe and air pipe
4 降噪效果仿真预测
4.1 优化后地板方案隔声效果
在声学仿真软件中,防止获得优化后的地板方案理论隔声量如图7所示。
![](data:image/png;base64,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)
图7 地板隔声量
Fig.7 Floor insulation value
4.2 司机室内噪声预测
采用统计能量的方法进行声学仿真分析,预测司机室内噪声。
结合司机室的几何尺寸,进行简化得到舱室及连接的声腔系统模型如下图8所示。
![](data:image/png;base64,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)
图8 声学模型示意图
Fig.8 Schematic diagram of acoustic model
在司机室外部设置噪声源,声源的噪声频谱设定参考前期空调开启、匀速行驶50km/h 工况下的外部噪声特性,对司机室地板、前侧、左侧、右侧及顶部的隔声特性进行设定,通过统计能量仿真方法计算预测司机室室内噪声。
将仿真得到的地板隔声量代入声学模型计算,获得空调开启、50km/h 匀速工况下的稳态噪声值。仿真计算得到司机室内各频段噪声值见图9。由图可知,采用优化方案后司机室噪声的最大值在75±1dB(A)。
![](data:image/png;base64,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)
图9 噪声预测结果
Fig.9 Noise prediction value
5 结论
经过对地板安装方案的减震降噪设计,仿真计算结果显示,在空调开启、车辆速度50km/h 匀速工况下司机室噪声基本控制在75dB以下,基本满足GB 14892-2006《城市轨道交通列车 噪声限值及测量方法》对车内噪声的限值要求。结果表明,优化后的地板安装结构对智轨电车司机室的噪声降低、乘坐舒适性提升具有明显的效果。
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