<?xml version="1.0" encoding="gb2312"?><rss version="2.0"><channel><title>焊缝's rss</title><link>http://www.ndt168.com/hanfeng/</link><description><![CDATA[焊缝]]></description><language>zh-cn</language><generator>rss generator by eucms</generator><item><title>发动机气门芯检测</title><link>http://www.ndt168.com/hanfeng/183.html</link><description><![CDATA[<p>A method is required which can be used, after damage has occurred to diesel engines on ships or locomotives, for exami-nation, or preventative nondestructive testing of valves in the assembled condition, after the control mechanism has been removed.<br />This means that only the front of the valve shaft is accessible.<br />对去除控制机制以后的船或者机动车的柴油发动机出现损坏的情况，要求在装配的情况下对阀门进行一种检验或者是预防性的无损检测。<br />这就意味着只有阀门轴的前端面可以作为检测面。<br />SOLUTION: 方案<br />It is proposed that the special probe K5KS1 be used in the direct coupling mode on the front of the valve shaft:<br />特殊的探头K5KS1可用于和阀轴的前端面的直接耦合</p><p align="center"><img alt="" src="/upfile/image/201701/0911022922.jpg" /></p><p>The probe’s crystal element diameter is matched to the shaft’s diameter. The acoustically absorbent protection layer (coupling membrane) reduces coupling deviations caused by standard hard-faced probes.<br />探头的晶片直径和轴的端面相匹配，声学吸收保护层（耦合膜）可以降低由于探头硬接触面引起的偏差。<br />Indications from the weld zone are evaluated which extend above the noise level caused by coarse grain structure for-mation.<br />超出由于粗晶粒结构引起的噪声的焊缝区域显示进行评估<br />The complete weld area is covered by guiding the sound beam into the valve shafts.<br />调节进入阀轴的声束覆盖整个焊缝区域</p><p>Typical display indications:<br />典型的显示</p><p align="center"><img alt="" src="/upfile/image/201701/0911034091.jpg" /></p><p>It is recommended that the test method be used due to its easy application and its clear indications in engine production and for input checks.<br />推荐的检测应用简单并且能够形成清晰的显示</p><p>SUITABLE EQUIPMENT: 设备</p><p>Ultrasonic Flaw Detector:<br />超声设备&nbsp;USD 15X&nbsp;USM 22&nbsp;USM 25<br />Probe:&nbsp;K5KS1<br />探头</p>]]></description><pubdate><![CDATA[2017-1-9 10:59:10]]></pubdate><category><![CDATA[焊缝]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>发动机气门芯堆焊的检测</title><link>http://www.ndt168.com/hanfeng/182.html</link><description><![CDATA[<p>The cladding on the valves produced by overlay welding is to be tested for bonding flaws and inclusions.<br />对阀门堆焊的覆盖层进行粘接缺陷和夹杂物的检测<br />Solution:方案</p><p align="center"><img alt="" src="/upfile/image/201701/0910578717.jpg" /></p><p>Immersion testing mostly using only one track. <br />水浸法检测大部分时候只用一个方向就可以<br />In case of larger welding widths the probe should be shiftable to enable more than one track.<br />对于较大的焊缝宽度，探头应可以移动以至于能从多个方向检测</p><p align="center"><img alt="" src="/upfile/image/201701/0910588911.jpg" /></p><p>Remark:<br />注意<br />When testing smaller numbers of valves, e.g. large diesels, manual testing can be carried out in the direct contact mode.<br />当检测阀门数量较少时，例如大的柴油机，手动直接接触法可以使用</p><p><img alt="" src="/upfile/image/201701/0910584880.jpg" /></p><p>SUITABLE EQUIPMENT: <br />设备</p><p>Ultrasonic flaw detectors 超声设备</p><p>For immersion testing:水浸发 &nbsp;&nbsp;USD 15, USM 3 S<br />For direct contact testing:&nbsp;直接接触法&nbsp;USK 7 D, USN 50, USM 3</p><p><br />Probes 探头</p><p>For immersion testing: 水浸发&nbsp;&nbsp;H 10 M &nbsp;&nbsp;(53 041)<br />For direct contact testing:&nbsp;直接接触发&nbsp;SEB 10 KF3&nbsp;(56 867)</p>]]></description><pubdate><![CDATA[2017-1-9 10:52:36]]></pubdate><category><![CDATA[焊缝]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>薄板滚压电阻缝焊的检测</title><link>http://www.ndt168.com/hanfeng/181.html</link><description><![CDATA[<p>Metal sheets having differentthicknesses are welded together using themashresistance welding method- eg in the automotive industry - for thepurpose of weight saving. These sheets are further processed by forming (deepdrawing) them to manufacture car body parts. In order to ensure the <a></a><a>deepdrawing</a> quality, the width of the welding zone &#8222;a“&nbsp;(&sup3;&nbsp;3&nbsp;*&nbsp;t1) must be checkedfor any lack of fusion.</p><p>用滚压电阻缝焊法把不同厚度的金属板焊接在一起，例如：汽车制造业为了减轻重量，这些板材被进一步加工成汽车的车体部位，为了确保深冲压的质量，焊缝宽度区域的任何未熔合都不允许存在。</p><div><table><tbody><tr><td><p align="center"><img width="394" height="160" 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/> </p></td></tr></tbody></table></div><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><div><table><tbody><tr><td><p><img width="380" height="276" src="data:image/png;base64,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" /> </p></td></tr></tbody></table></div><p>SOLUTION:</p><p>&nbsp;</p><p>The waterflow probe H&nbsp;10&nbsp;MBF, equipped with an 8&nbsp;mm long nozzle, is guided along the weld - as shownin the figure. The sound beam covers the complete welding zone with asensitivity loss of 6&nbsp;dB&nbsp;at the twoweld edges.</p><p>如图所示,H&nbsp;10&nbsp;M BF水柱探头带有8mm的喷嘴,声束覆盖整个焊缝区域，以在两块薄板结合处边缘底波下降6DB作为灵敏度。</p><br /><p>xis-Ber / Seite 2</p><p>A too narrow weld and any lack offusion are indicated by a series of intermediate echoes within the echosequence from the total thickness of the two welded sheets.</p><p>窄焊缝中的任何未熔合通过在两块薄板结合处低波之间出现的一系列中间回波被显示出来。</p><div><table><tbody><tr><td><p><img width="303" height="243" 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" /> </p></td></tr></tbody></table></div><p>Defective weld</p><p>缺陷焊缝</p><p>The amplitude height of the flaw</p><p>indication corresponds to a</p><p>&AElig;&nbsp;1.0&nbsp;mm flat-bottom hole.</p><p>缺陷的幅度显示和&AElig;&nbsp;1.0&nbsp;mm的平底孔相当</p><p>&nbsp;</p><div><table><tbody><tr><td><p><img width="303" height="243" src="data:image/png;base64,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" /> </p></td></tr></tbody></table></div><p>&nbsp;</p><p>&nbsp;</p><p>Flaw-free weld</p><p>无缺陷的焊缝</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>SUITABLE EQUIPMENT:</p><p>设备</p><p>&nbsp;</p><ul><li><p>Ultrasonic instrument:&nbsp;超声设备USD15, USIP 20</p></li></ul><p>&nbsp;</p><ul><li><p>Probe:&nbsp;&nbsp;&nbsp;&nbsp;探头&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;H10 M BF&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(67 322)</p></li></ul><p>&nbsp;</p><ul><li><p><a></a><a>Nozzle</a>:&nbsp;&nbsp;&nbsp;喷水嘴&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;8/25&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(67 321)</p></li></ul><p>&nbsp;</p><ul><li><p>Cable:&nbsp;&nbsp;&nbsp;&nbsp;探头线&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;PKP2&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(66 709)</p><p>&nbsp;</p><p>The nozzle 8/25 was developed for thesheet combination 2 mm (t1) and 3 mm (t2).</p><p>8/25喷嘴用于板厚2 mm (t1) and 3 mm (t2)焊接的检验</p></li></ul>]]></description><pubdate><![CDATA[2017-1-9 10:51:48]]></pubdate><category><![CDATA[焊缝]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>薄板与拉手表面接点的惰性气体保护焊超声波检测</title><link>http://www.ndt168.com/hanfeng/175.html</link><description><![CDATA[<p>&nbsp;薄板与拉手表面接点的惰性气体保护焊超声波检测</p><p>应用</p><p>圆钢的一些连接点，例如：用于乘客座位移动锚定座位或者在汽车制造过程中装在车底盘下面通过MAG/MIG焊接的拖曳链接点。从安全和功能角度来考虑，要求用无损检测证明焊接接头的完好性能，GE欧洲方案解决中心一份关于穿透法超声检测的方案。</p><p align="center"><img alt="" src="/upfile/image/201612/2401591745.jpg" /><br />图1汽车锚定座位的检测示意图</p><p>方案</p><p>焊接工件的几何形状变化排除了使用脉冲回波法的可能，然而穿透法对于拉手连接金属薄板几何形状的变化可以提供一个很好的解决方案。出于此类检测的目的，发射探头通过磁性固定在工件表面发射导波，手动操作，接受探头接受反射回来穿过焊接接头的回波。</p><p align="center"><img alt="" src="/upfile/image/201612/2401596726.jpg" /><br />图2检测装置示意图</p><p>结果</p><p align="center"><img alt="" src="/upfile/image/201612/2401593528.jpg" /></p><p>上图阐述了A扫描检测的接头显示，左边图片显示的是穿透法接受探头的信号显示，右图说明没有信号被探测到，这意味着焊接接头的连接不好或者存在焊接缺陷。</p><p align="center"><img alt="" src="/upfile/image/201612/2402002541.jpg" /></p><p>上图展示的是发射探头和接受探头，带有可变换延迟尖端的直探头作为接受探头用于对MIG/MAG焊接接头的检验，探头W 45/3xB 2 KE推荐作为发射探头。</p><p>通用方案条件:</p><p>1设备：USLT USB,USM 35，USM GO+</p><p>2探头：<a></a><a></a><a>W 45 B2 KE1, K 2 MNE</a></p><p>优点：</p><p>1确保高质量等级</p><p>2减少现场故障，降低潜在的风险</p><p>3避免了破坏性试验节约了成本，提高了工艺</p><p>&nbsp;</p>]]></description><pubdate><![CDATA[2016-12-24 1:57:47]]></pubdate><category><![CDATA[焊缝]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>串联式扫查器轨道焊缝检测</title><link>http://www.ndt168.com/hanfeng/159.html</link><description><![CDATA[<p style="text-indent:2em;">采用串联式扫查器进行轨道焊缝超声检测</p><p align="center"><img alt="" src="/upfile/image/201612/0813487015.jpg" /> </p><p style="text-indent:2em;"><strong>应用：</strong>轨道焊缝超声试验：对接焊缝-铝热剂焊缝</p><p style="text-indent:2em;"><strong>特点：</strong>串联式扫查器能对垂直于轨道表面的缺陷进行检测。该扫查器是包含两个45°斜探头的支架，可在正反双向移动。一个探头作为发射器，另一个作为接收器。可通过旋钮改变两个探头的位置：当两个探头在扫查器的中心相互靠近时，则对轨道焊缝的根部进行测试。通过扩大两个探头之间的距离，则对焊缝的全高从轨道底部到顶部进行扫描。该串联式扫查器包含四块磁铁工作时将扫查器固定。为了在轨道的中心线精确定位该两个探头，该扫查器可调导边距。因此其可应用于不同尺寸的轨道。</p><p style="text-indent:2em;"><strong>设备组成：</strong> </p><p style="text-indent:2em;">1个串联式扫查器</p><p style="text-indent:2em;">2个超声波探头SWB 45-O2E</p><p style="text-indent:2em;">2根电缆MPKL 2</p><p style="text-indent:2em;">1台超声探伤仪器USN60</p><p align="center"><img width="262" height="169" 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" /><br />图2:操作中的串联式扫查器和探伤仪</p><p align="center"><img width="229" height="176" src="data:image/png;base64,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" /><br />图3: STH 1的运输箱</p><p align="center"><img width="232" height="170" src="data:image/png;base64,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" /><br />图4:串联式扫查器结构</p><p style="text-indent:2em;"><br /></p>]]></description><pubdate><![CDATA[2016-12-8 13:44:14]]></pubdate><category><![CDATA[焊缝]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>超声波检测激光焊接的安全气囊</title><link>http://www.ndt168.com/hanfeng/157.html</link><description><![CDATA[<p style="text-indent:2em;">安全气囊环形激光焊检测</p><p align="center"><img alt="" src="/upfile/image/201612/0813347429.jpg" /><br />图1 安全气囊空心管</p><p style="text-indent:2em;">应用：安全气囊是现在汽车的重要组成部分，在生产加工过程中必须对气囊的环形激光焊接进行检测，尤其是焊接熔深的确定，任何缺陷必须被检测出来。</p><p style="text-indent:2em;">方案：激光焊接的原理图如图2所示，使用水浸法H10 MP15 探头进行检测（f=10MHZ 水中聚焦长度为15mm）探头。通过直声束扫查并旋转沿整个周长进行，通过这种方式，可以生成C扫描并辅助评定，提供永久性的记录。</p><p align="center"><img alt="" src="/upfile/image/201612/0813345602.jpg" /><br />图2 测量装置</p><p style="text-indent:2em;">图3显示的是探头从0-17mm扫描后显示的0-360度的显示图，幅度是用色彩表示，红色代表较高的底波反射回波或者焊缝金属中的缺陷回波，绿色部分代表回波幅度较低或丢失回波信号的区域，这样就使得确定焊接深度，可靠的发现缺陷和缺陷定位成为可能。</p><p align="center"><img alt="" src="/upfile/image/201612/0813358605.jpg" /><br />图3 测量结果</p><p style="text-indent:2em;">设备构成:</p><p style="text-indent:2em;">1 设备：USIP 40</p><p style="text-indent:2em;">2 探头：H10MP 15</p><p style="text-indent:2em;">3 软件：KSAN</p><p style="text-indent:2em;">4 附件：水浸检测系统</p><p style="text-indent:2em;">优点：</p><p style="text-indent:2em;">1 确保高质量等级</p><p style="text-indent:2em;">2 减少现场故障，降低潜在的风险</p><p style="text-indent:2em;">3 避免了破坏性试验节约了成本并提高工艺</p>]]></description><pubdate><![CDATA[2016-12-8 13:26:41]]></pubdate><category><![CDATA[焊缝]]></category><author><![CDATA[Teampower（译）]]></author></item></channel></rss>