技术要求
设备需求数量:动平衡机3台,测量平台1个。(附加连接轴夹具2套)
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主要功能(或用途)
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动平衡检测设备用于甲方轴流风扇动平衡度测量;
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测量平台用于甲方轴流风扇尺寸及跳动测量;
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动平衡检测设备实时数据屏显(测量值);
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检测精度满足甲方标准;
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设备安全保护功能要求满足甲方安全要求;
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)
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产品规格及精度要求
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产品规格
序号
|
物料号
|
类别
|
产品尺寸(mm)
|
产品重量(g)
|
产品工作转速范围(空调工作时)
|
孔径
|
需要检测的内容
|
1
|
1559421
|
轴流风扇
|
402*120
|
440±20
|
850±50
|
附图纸,以图纸尺寸为准
|
尺寸,平衡量
|
2
|
1405123
|
轴流风扇
|
384*136
|
460
|
750-950
|
尺寸,平衡量
|
3
|
1556766
|
轴流风扇
|
448*110
|
545
|
850±50
|
尺寸,平衡量
|
4
|
1405350
|
轴流风扇
|
502*148
|
850±20
|
850±50
|
尺寸,平衡量
|
5
|
1559520
|
轴流风扇
|
496*147
|
630±20
|
850±50
|
尺寸,平衡量
|
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产品精度要求
外径尺寸(mm)
|
剩余不平衡(g)
|
轴向跳动量(mm)
|
径向跳动量(mm)
|
≤300
|
≤0.30
|
±1.0
|
±1.5
|
>300~400
|
≤0.40
|
±1.5
|
±1.5
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>400~450
|
≤0.40
|
±1.5
|
±1.5
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>450
|
≤0.5
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±1.8
|
±1.8
|
-
设备要求
-
总体规划布局
依照甲方工厂现场布局。
-
设备功能配置要求
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动平衡设备主要功能
序号
|
内容
|
要求说明
|
备注
|
1
|
控制系统
|
电脑系统控制;产品参数可存储,便于转产;检测数据可存储和导出,便于质量检测分析
|
|
2
|
启停方式
|
按钮启动和停止,配置急停按钮
|
|
3
|
显示
|
液晶显示屏,检测值在屏幕显示,0.001mm;可设定标准值,高于标准值时,设备闪灯或蜂鸣报警,提示该件不合格;
|
|
4
|
精度要求
|
满足我方产品精度要求,具体值参照产品精度要求;仪器仪表必须有出厂合格证和相关证书
|
|
5
|
驱动方式
|
电机驱动,速度可调节,转速调节范围500-1500r/min;
|
|
6
|
连接轴夹具
|
不同规格的产品配置对应规格的连接轴夹具;夹紧拆卸方便;配合面精度要求<0.02mm
|
|
7
|
安全防护
|
配置安全防护网,安全门联锁;保证安全的情况下尽可能缩短工作节拍(可参照视频方式)
|
|
8
|
设备规格
|
根据我方产品尺寸及精度要求选择合适规格
|
|
-
测量平台功能要求
1
|
测量平台
|
平台厚度≥40mm,材质为铸铁;上表面平面度≤0.02mm;正常使用不允许出现变形,不允许生锈;长1200mm*宽800mm*高度800mm,支架稳定牢固,四角高度可微调
|
|
2
|
高度游标卡尺
|
用于测量风扇叶片高度;规格500mm,可在平台上移动(有合格证明)
|
|
3
|
百分表
|
测量风扇轴向跳动;配置可开关的磁力底座,可在平台上移动;配置支架工装(有合格证明)
|
|
4
|
旋转底座
|
配置一个旋转底座,底座要求在平台上可移动;旋转底座上配置与动平衡机主轴同一规格的安装孔,连接轴夹具可通用;夹具轴垂直度≤0.02mm
|
|
5
|
连接轴夹具
|
不同规格的产品配置对应规格的连接轴夹具;夹紧拆卸方便;配合面精度要求<0.02mm
|
|
6
|
基准块
|
L形基准块2个,可参照我方现有产品定做或购买
|
|
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设备主要部件配置
序号
|
内容
|
要求品牌
|
备注
|
1
|
显示屏
|
液晶屏
|
可用同档次品牌替换
|
2
|
接触器
|
正泰/西门子
|
3
|
电磁阀
|
SMC/亚德客
|
4
|
电机
|
国产优质品牌/进口优质品牌
|
5
|
变频器
|
三菱
|
6
|
伺服电机
|
安川/富士
|
7
|
伺服控制器
|
三菱
|
-
安装调试
-
-
交货期
定标通知书发放后45天。
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能源配置
-
电源:电压三相五线制380V50Hz,
-
气源供给:辅助设备用气:压缩空气,压力0.8MPa。
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设备供电由乙方负责(含接线,防护等),配电满足国家安全要求,具备漏电保护、接地等保护功能
-
设备安装调试
设备由乙方负责安装到位(含运输、吊装、固定、安装等)、调试正常。
-
环安标准要求
-
设备设计制造必须符合国家及行业相关标准,防止误操作所引起的生产、质量、安全事故。如由于乙方设计、制造等缺陷所造成的安全事故及财产损失,由乙方全部承担。
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要求在设备的危险位置(机械啮合处、旋转处、运动处等可能涉及人身安全的位置)安装可靠的防护装置,贴有明显的警示标识,同时要求在说明书上标识;设备电机转向应标识清楚,在裸露的传动部位须加上防护罩等保护装置。
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管道及线路布置、色彩应规范并符合国家的相关标准,应有清晰的文字标识及流向标识,禁止杂乱交叉;设备阀门应标识在正常工作状态下,是常开或常闭;设备仪表盘符合相关行业标准、国家标准,盘面应有区域颜色区别危险、正常、异常(红色代表危险区域、黄色代表异常区域、绿色代表正常区域)。
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设备电气符合国家安全标准布线规范,开关容量应与设备负载匹配,有有效的电气接地及漏电保护装置。
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噪音、废水、废气、固体废弃物的排放应符合国家标准及相关的行业标准。
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设备技术资料及随机附件要求
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设备资料要求
设备资料名称
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要求
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出货随机器一起
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设备铭牌
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明确铭牌标识设备品名、型号、品牌、出厂年月、出厂编号、制造厂、设备外观尺寸、设备自重、装机容量、动力源供给等信息
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电气控制图纸
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主控电路图3套
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说明书
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全套使用说明书3套/台。包括:设备结构图、易损件图纸;电气原理图及接线图,要求与实物一致;技术性能,使用说明书;设备部品部件(如密封件等)安装位置示意图及规格一览表;设备日常润滑维护保养要求及方法;设备操作规程及环保安全注意事项;常见故障的种类、产生原因及排除方法;提供设备出厂验收标准及检验合格证、装箱单。
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设备零件资料
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外购件明细表,非标件图纸
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依据需求
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系统和程序
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备份光盘和U盘各一套
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依据需求
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2.易损件及配件清单
设备的技术图文资料须包括但不限于下述要求,要求所附的图文资料须真实有效,信息完整;如图文资料信息缺失、不完整,甲方有权要求乙方支付违约金直至退货。
2.1附全套说明书及维修手册(乙方需提供该设备的易损件明细表,同时
提供常用工具明细表及其实物各一套)。
2.2新设备出厂检验合格证或检验报告。
2.3重要元器件使用说明书。
2.4电气原理图(包括接线图纸)。
2.5装箱单。
2.6乙方需向甲方提供本设备调试成功的程序密码,乙方不得以任何理由
拒绝。
3.随机备件、附件
3.1随机提供其他备件、附件,按出厂标准配置。
3.2随机提供玻璃弯管10根,直管若干。(根据易损程度确定数量)
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启用培训要求
设备培训分进厂前培训与进厂后培训两个阶段。培训内容包括但不限于以下项目:
培训内容
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培训要求
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培训课时
|
|
操作级:对设备的操作、基本点检、保养内容进行培训
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需安排考试,被培训人员经考试合格
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3个工作日
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依据需求提供培训
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保养级:对设备结构、专业点检、故障预防、处理进行培训
|
需安排考试,被培训人员经考试合格
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3个工作日
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维修级:对故障处理、电气、控制系统进行培训
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需安排考试,被培训人员经考试合格
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3个工作日
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乙方提供培训资料(电子档及纸质档)
|
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设备验收标准
设备验收分为到货开箱验收、安装调试启用验收、设备试用验收三个阶段,每个阶段必须有甲、乙人员现场参与验收,如乙方无人参与,则视为默认甲方现场验收结果。
1.开箱验收:到货设备必须是全新的,其质量、规格及技术特征符合合同及附件的要求的设备,甲方按照合同技术要求办理完毕开箱验收手。具体开箱验收标准如下表:
序号
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开箱检验项目
|
检验标准
|
1
|
设备出厂验收合格报告
|
按技术要求全面检验
|
2
|
设备主机
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按本技术要求及行业标准
|
3
|
重要外购件的合格证明
|
有合格检测报告或合格证以及说明书
|
4
|
设备技术资料
|
第八条第1点
|
5
|
易损件及配件明细表
|
第八条第2点
|
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安装调试评审启用:
设备必须在乙方处调试合格后才能出厂,设备进场后,乙方必须在15天内全部安装调试完毕交付甲方试用,设备安装调试完毕后,甲,乙双方根据合同技术要求规定的验收标准进行安装调试验收和使用前的性能、质量、安全评审。验收评审合格后才能投入试用。试运行满足技术要求且能投入连续生产7天,双方办理《设备安装调试启用交接单》。具体安装调试验收、评审标准如下表:
评审项目
|
评审标准
|
第一至第六项
|
第一至第六项具体内容
|
检查乙方必须到场,需要用的仪器由乙方提供,乙方负责检测,甲方负责核查。
3.设备试用期验收:
3.1设备试用期自办理《设备安装调试启用交接单》后为叁个月。试用期内设备必须均能达到合同规定的技术要求,设备质量问题引起的累计故障时间的故障率不超过0.5%,试用期累计故障率=(试用期累计故障停机时间÷试用期计划使用时间)×{bfb}。
3.2设备试用期内故障时间的确定:自设备发生故障开始计算,到修复故障的时间,同时甲、乙双方在《设备故障维修记录单》上签字确认。
3.3在试用期内,因设备质量问题导致无法达到合同技术要求的验收标准,则判定验收不合格。
3.4验收内容及标准(包括合同技术要求所有的技术参数、配置、标准要求)
验收项目
|
验收标准
|
第一至第六项
|
第一至第六项具体内容
|
检查乙方必须到场,需要用的仪器由乙方提供,乙方负责检测,甲方负责核对。
4.保修、售后服务:
标准:整套系统修18个月,易损件除外;其他保修项目可依据需求沟通协商。
4.1正常使用情况下,在质量保证期内如因设备质量原因出现任何损坏由卖方负责及时免费修复或更换损坏件。其他原因卖方也应负责及时修复或更换损坏件。
4.2设备正式验收合格后,保修期内免费保修,保修期后收取成本费。卖方在接到买方传真报修通知单后必需4小时之内提供解决方案;如确认派员时必需24小时之内到达现场。保修期满后,卖方对设备提供终身有偿技术和维修服务及以优惠价格提供备品、备件。
4.3在设备保修期能够有两个技术维修工协助设备技术服务和培训工作。
甲方:海信(山东)空调有限公司乙方:有限公司
授权代表: 授权代表:
日 期:2018- 日 期:2018-
数显系统动平衡机
应用范围:主要应用于风扇、风叶、叶轮、卡盘、制动器、锯片刀、抽油烟机,
皮带轮等各种盘状零件的平衡校正。
一、技术参数:
1、工件质量(kg) 0.02-2
2、工件直径(mm) 400
3、最小可达剩余不平衡量(g) ≤ 0.01
4、不平衡量减少率URR ≥ 95%
5、平衡转速(r/min)1200转 或者变频调速
6、系统通过键盘能方便地打印测试结果。(选配件)
7、可加装防护罩。(选配件)
8、技术参数及外型可根据客户要求修改或改型。
9、产品规格(mm长宽高 780*480*920
10、机台重量(kg)120
11、工作环境温度:0~60°C
12、工作环境湿度:5%~95%
13、电源输入:220V 50HZ
二、系统特点:
1:测量系统采用工业计算机(单片机)。
2:不平衡量直接以 “g” 或“mg”显示。
3:用数字键直接输入半径r经一次启动即可正确显示出工件不平衡量大小。
4:数字同步显示、平衡转速、不平衡量、校正角度,并能记忆显示,。
5:操作方便,显示直观。机电换能器采用高精度传感器,
6:输出量大,性能可靠、稳定性好等。
7:采用法码校验,系统自动进行数据处理校正平衡机xx度
中山精本动平衡机科技有限公司
联系人:刘亚青
【联系时请说明来自塑胶五金网】
手机:18923345072
QQ:3028154922 ![中山精本动平衡机科技有限公司](data:image/png;base64,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)
联系地址:广东中山市小榄镇绩东一永源路五街7号首层之一