<?xml version="1.0" encoding="gb2312"?><rss version="2.0"><channel><title>案例's rss</title><link>http://www.ndt168.com/al/</link><description><![CDATA[案例]]></description><language>zh-cn</language><generator>rss generator by eucms</generator><item><title>铸件凸轮轴的厚度测量</title><link>http://www.ndt168.com/duanzhujian/187.html</link><description><![CDATA[<p>BRANCH:涉及领域&nbsp;Foundries, Machine construction<br />铸造，机械制造<br /><br />TASK:任务&nbsp;Wall thickness measurement on cast<br />camshafts <br />铸件凸轮轴的厚度测量<br />A nondestructive method is required to detect the typical defect in casting, viz. “core mismatch”.<br />无损检测用于发现铸件中典型的缺陷，即“芯模错位”<br />In consequence of this mismatch, reduced wall thicknesses occur leading to a failure of the camshaft in operation because of its lean geometry and due to the extreme dynamic load.<br />由于芯模错位的存在，导致壁厚减薄的区域在凸轮轴运行过程中因芯模几何形状的倾斜和极端的动载荷将导致凸轮失效<br />SOLUTION: 方案 <br />The recommended solution is to measure the wall thickness on the bearing points.<br />推荐的方法是测量轴点上的壁厚<br />The simple, annular geometry of these points allows to carry out the test on the shaft as cast. Further processing actions on any defective parts are thus excluded.<br />这些点简单，环形的几何形状允许在铸造的过程中对轴进行检测，从而使进一步的加工处理部件没有缺陷<br />This method makes it possible to recognize the core mismatch&nbsp; by a reduced wall thickness and excessive wall thickness opposite (180°).<br />这种方法通过测量壁厚的减薄和对面壁厚的增加使识别芯模错位成为可能<br />The waterflow (squirter/bubbler) technique is applied according to the arrangement shown in the sketch.<br />根据示意图上显示的布局水柱法可以被应用<br />This ensures a constant coupling in the area of the bearings around the entire circumference during camshaft rotation.<br />这样确保了在凸轮轴旋转的过程中能够对整个轴的圆周面有一个稳定的耦合</p><p align="center"><img alt="" src="/upfile/image/201701/0911187296.jpg" /> </p><p>Typical linear scans 典型的线性扫查<br />(wall thickness [mm] around the circumference [360o])<br />周向壁厚扫查<br />Circumferentially<br />developed view:<br />周向视图</p><p align="center"><img alt="" src="/upfile/image/201701/0911180289.jpg" /> </p><p>SUITABLE EQUIPMENT: <br />设备<br />Ultrasonic flaw detectors:&nbsp;设备&nbsp;USD 15X&nbsp;or&nbsp;USPC 2100<br />Probe:探头&nbsp;&nbsp;&nbsp;&nbsp;H 2 KF<br />Accessories:附件&nbsp;&nbsp;&nbsp;&nbsp;Multiplexer&nbsp; MUX D<br />Software :软件&nbsp;&nbsp;&nbsp;UltraMAP</p>]]></description><pubdate><![CDATA[2017-1-9 11:16:14]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>凸轮轴的运行表面硬度测试</title><link>http://www.ndt168.com/duanzhujian/186.html</link><description><![CDATA[<p>BRANCH:涉及领域&nbsp;Foundries, hardening shops,&nbsp;combustion engine construction<br />铸造，硬化加工，燃机建造</p><p>TASK:任务&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Hardness testing on the running surfaces of&nbsp;&nbsp;&nbsp;camshafts<br />在凸轮轴的运行表面上进行硬度测试</p><p>In order to attain adequate service lives, that means high capacity of resistance to wear, camshaft running faces are hardened, for example in the laser beam remelting process.<br />为了获得足够的服务期限，意味着凸轮轴的表面要有高的耐磨性能，可以通过表面硬化来实现，比如激光重熔工艺<br />It must be ensured in this process that the martensitic micro-structure is developed uniformly over the camshaft contour by exact thermal processes and time sequences.<br />通过加热工艺和时间顺序确保凸轮轴表面能形成均匀的马氏体结构<br />This process is checked by means of hardness testing. This calls for a method that keeps the necessary time expenditure within certain limits even with statistically required multiple measurements.<br />通过硬度实验对这项工艺进行核查， 这项工艺在一定的期限内需要花费必要的时间甚至需要进行多种硬度测试</p><p>SOLUTION: 方案<br />We recommend the hardness test according to the UCI method.<br />推荐应用UCI方法进行硬度测试<br />Using the test load of 0.3 kgf (3 N) and 1 kgf (10 N) respectively, an approximative nondestructive surface hardness determination is achieved (experience shows that the indentation depths of Vickers diamonds are at around 4 to 7 μm).<br />通过分别施加0.3 kgf (3 N) 和1 kgf (10 N)载荷来获得近似的且表面没有损坏的硬度值（经验得出维氏金刚石的压痕深度大约在4-7 μm之间）<br />The measuring process is considerably simplified by the special test support MIC 225 for hardness testing on camshafts.<br />通过应用MIC225进行凸轮轴硬度实验大大简化了检测过程。</p><p>This is achieved by mounting the camshaft in vee-blocks and an air bearing slide carriage with probe support guiding the measuring device parallel to the shaft axis. The torsion of the shaft during the measuring process is prevented by a magnetic locking.<br />通过将凸轮轴安装在V形块中和带有探头支架的空气轴承滑座上实现的，该装置平行于凸轮轴线，在测量过程中轴的扭矩是通过磁锁进行给固定的。</p><p>This ensures an exact positioning of the probe on the camshaft base circle or camshaft tip.<br />确保了探头在凸轮轴的弧面和尖端接触的精确的定位。</p><p align="center"><img alt="" src="/upfile/image/201701/0911164141.jpg" /></p><p>SUITABLE EQUIPMENT: <br />设备</p><p>Hardness tester:&nbsp;&nbsp;MIC 10, MIC 10 DL<br />硬度计</p><p>Probes:&nbsp;&nbsp;&nbsp;&nbsp;MIC 2003-A&nbsp; (motor probe)<br />MIC 201-A&nbsp;&nbsp;&nbsp; (hand-held probe)<br />探头</p><p>Accessories:&nbsp;&nbsp;&nbsp;MIC 225&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; (camshaft test support)<br />附件</p>]]></description><pubdate><![CDATA[2017-1-9 11:13:31]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>盘式制动衬片的粘接和裂纹缺陷的检测</title><link>http://www.ndt168.com/teshuyingyong/185.html</link><description><![CDATA[<p>Detection of cracks and bonding defects <br />in disk brake linings.<br />盘式制动衬片的粘接和裂纹缺陷的检测</p><p>In our Application Reports 06/97 and 07/97, we reported on ultrasonic testing of brake linings and of bonded joints in brake bodies.<br />在应用报告06/97 和07/97中，我们讲述了在制动体中粘接接头和制动衬片的超声检测<br />The present case deals with testing of brake bodies, consisting of a steel base plate, a welded-on grid mat as bonding agent and the sinter-fused braking substance (friction lining),<br />下图展示一个焊接上的网格垫作为粘接剂，钢基体和烧结熔融的制动物质组成的制动体检测。</p><p align="center"><img alt="" src="/upfile/image/201701/0911133758.jpg" /></p><p>SOLUTION:方案&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <br />The present brake lining structure with its extremely high sound absorption and scattering calls for the through-transmission technique using a test frequency of 100 kHz. We recommend the use of the probes type B 0,1 NN for this application case. This probe type enables a dry and point-to-point coupling. <br />由于制动衬片结构具有很高的声吸收和散射，因此需要频率为100khz的穿透法技术，推荐使用B0型1 NN 探头，这种探头类型能够实现干式和点对点耦合。<br />In order to ensure uniform coupling conditions, it is necessary to have a device enabling to reach a pressure force of ~100 N.</p><p>为了确保耦合的均匀，需要一个能够达到100N压力的设备</p><p>In the case of cracks and bonding defects, a low through-transmission amplitude is obtained due to the reduced acoustic transmittance. On the other hand, a high sound amplitude indicates a flaw-free area.<br />有裂纹和粘接缺陷的存在情况下，由于降低了声能的穿透性能，穿透技术得到的波幅会很低，另一方面，在没有缺陷的区域穿透技术得到的声波波幅会很高。</p><p>The following figure is an example of the distribution of the through-transmission amplitude (in % screen height) over the lining surface, obtained by point scanning. <br />下图是通过点扫，在衬面上获得穿透法波幅高度（示波屏高度百分比）分布的举例</p><p align="center"><img alt="" src="/upfile/image/201701/0911139992.jpg" /></p><p>SUITABLE EQUIPMENT: <br />设备</p><p>Ultrasonic flaw detectors:&nbsp;USM 22L&nbsp;&nbsp;USD 10NF<br />超声仪器<br />Probe:&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;B 0,1 NN&nbsp; (transmitter and receiver)<br />探头</p>]]></description><pubdate><![CDATA[2017-1-9 11:10:55]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>铝材连接接头的压力缺陷检测</title><link>http://www.ndt168.com/teshuyingyong/184.html</link><description><![CDATA[<p>Safety parts within the automotive industry, such as the treated transmission element of the steering mechanism, are subject to the most severe conditions and controls within the production process.<br />汽车工业中的安全部件，例如转向装置中经处理的传动元件，在生产过程中经受最剧烈的条件和严格的控制<br />To meet these conditions, the nondestructive ultrasonic inspection for the detection of flaws due to the die-forming has been envisaged among other methods.<br />为了满足这些条件，因模具成型在众多无损检测方法中超声波无损检测已经在考虑当中<br />Typical flaws include overfoldings and cracks which are only seldom visually recognizable on the surface.<br />像典型的折叠和裂纹缺陷在表面上目视检测很难检测到。<br />SOLUTION:方案<br />The recommended immersion test arrangement is outlined in the figure:<br />下图推荐的水浸法检测示意图</p><p align="center"><img alt="" src="/upfile/image/201701/0911103249.jpg" /></p><p>Because of the defined flaw area, scanning in a fixed probe position is sufficient for the flaw detection using the H5K probe's large sound beam which is additionally expanded by being reflected from the curved backwall.<br />对于限定区域的缺陷检测，H5K探具有较大的声束宽度，被曲面反射后有更进一步的声束扩散，所以用H5K探头在一个固定的位置足够对缺陷进行检测。<br />The component analysis is carried out by evaluating the flaw indications between the interface echo at sound entry and the indications from the geometry, such as edges – openings – holes.<br />通过对界面回波和几何回形状回波之间的回波信号评估来分析产品部件，例如工件边缘回波，开孔之类的回波是来自几何形状回波。<br />Typical CRT screen displays<br />CRT屏幕显示</p><p align="center"><img alt="" src="/upfile/image/201701/0911109153.jpg" /></p><p>SUITABLE EQUIPMENT: <br />适用的设备</p><p>Ultrasonic flaw detector:设备&nbsp;USD 15X<br />USD 15X double-rack (for dual-trace testing due to component geometry)</p><p>Probe:探头&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;H 5 K</p>]]></description><pubdate><![CDATA[2017-1-9 11:07:53]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><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[案例]]></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[案例]]></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" src="data:image/png;base64,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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[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>相控阵检测法兰腐蚀</title><link>http://www.ndt168.com/teshuyingyong/178.html</link><description><![CDATA[<p>相控阵检测法兰腐蚀</p><p>应用</p><p>石化炼油厂和分流中心的管道系统包含成千上万个腐蚀环境下的螺栓连接，这些设施的持续安全运行需要定期检查，以确保完整无损，当前检验草案主要依赖于物理拆卸对接头进行目视检查或使用高端笨重复杂的数据采集系统的费用。</p><p align="center"><img alt="" src="/upfile/image/201612/2402053138.jpg" /><br />图1典型的管线系统</p><p>方案</p><p>GE欧洲解决方案中心提出了使用相空阵phasor XS的解决方案，通过使用标准的或者定制的相控阵探头，此解决方案提供了一个便携式、重量轻人工相控阵操作系统，可以轻松地适应任何检验草案，根据客户的要求，检测演员可以从螺栓面或者锥形面任一面进行检测，显示的扇形图来自于腐蚀扩展的评估和在基于风险分析检验计划中使用。这有助于用最小的成本对未来检测提供一种规划方案。</p><p align="center"><img alt="" src="/upfile/image/201612/2402054393.jpg" /><br />图2螺栓和垫片法兰的检测</p><p align="center"><img alt="" src="/upfile/image/201612/2402057060.jpg" /></p><p>此示例从螺栓的表面展示了螺栓和法兰垫片配置检查。探头位于螺栓孔之间且声束穿透密封面和管子的内径。左边的图像展示了预想的扇形扫描结果和并呈现了腐蚀面从内径开始向密封垫圈延伸。第三张图片上的圆圈显示了检测到的表面腐蚀。一旦密封垫圈接触到密封面则被认为已经损坏，需要更换。</p><p>一般解决方案条件:</p><p>1 PHASOR-XS</p><p>2相控阵探头（5MHZ间隔1mm的16个晶片探头）</p><p>3斜楔块35度-75度</p><p>4节律软件平台</p><p>5标准的/定制的斜楔块</p><p><a></a><a>优点：</a> </p><p>1便携设备</p><p>2单人操作</p><p>3数据报告和存档便捷</p><p>4确保高质量的检测等级</p><p>5改善工艺节约成本。</p><p>&nbsp;</p><p>&nbsp;</p>]]></description><pubdate><![CDATA[2016-12-24 2:04:27]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>螺栓的裂纹和腐蚀检测</title><link>http://www.ndt168.com/teshuyingyong/177.html</link><description><![CDATA[<p>螺栓的裂纹和腐蚀检测</p><p>应用</p><p>螺栓是大型建造物的重要组成部分，例如桥梁，海上平台甚至建筑物，为了确保这种大型结构的完整性，须在不移除螺栓的情况下定期检查螺栓的螺纹有无任何损坏，该检测探测腐蚀和裂纹，并且帮助决定是否继续使用或更换螺栓。</p><p align="center"><img alt="" src="/upfile/image/201612/2402034179.jpg" /><br />图1螺栓损坏</p><p><a></a><a>方案</a> </p><p>用相空阵直探头的扇形扫描方式（例如+ 35度-35度）对螺栓缺陷区域进行检测，推荐使用操作频率4MHZ的探头可以得到最佳的分辨率，为了确保稳定和均匀的耦合，也为了得打较好的检测结果，探头的直径应该和螺栓的直径相匹配，这样可以提高检测的可靠性和准确性。</p><p align="center"><img alt="" src="/upfile/image/201612/2402037080.jpg" /><br />图2 B.SPA16&amp; MB.SPA16</p><p><br /></p><p align="center"><img alt="" src="/upfile/image/201612/2402038015.jpg" /><br />图3 S-扫描</p><p>探针在螺栓上旋转360°以致扇形扫描完全覆盖螺纹。 左侧图显示采用扇形扫查可以探测单个螺纹， 带有缺陷区域的反射信号会显著增加（红色区域）</p><p align="center"><img alt="" src="/upfile/image/201612/2402033377.jpg" /><br />图4非磨损性保护膜</p><p>为了确保稳定和均匀的耦合，带非磨损性保护膜的探头允许在粗糙表面上使用并能增加探头的使用寿命，并且保护膜应与设计的圆形探头相匹配。</p><p>一般解决方案条件:</p><p>1接触式相控阵直探头B4SPA16或M4SPA16</p><p>2设备：PHASORXS</p><p>3其他商业用途的相控阵设备也可以使用</p><p><a></a><a>优点：</a> </p><p>1确保高质量的检测等级和检测几率</p><p>2减少现场故障和潜在的风险</p><p>3改善工艺节约成本</p><p><br /></p><p><br /></p>]]></description><pubdate><![CDATA[2016-12-24 2:01:57]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>表面波涡轮叶片表面腐蚀检测</title><link>http://www.ndt168.com/teshuyingyong/176.html</link><description><![CDATA[<p>涡轮叶片表面裂纹和腐蚀性损伤的检测</p><p>应用</p><p>在涡轮机维护期间，其他技术和超声波检测技术用来检测由叶片边缘和叶片表面腐蚀引起的损坏。因此，GE欧洲解决方案中心开发了一个用户优化的检查系统，可靠地发现可能存在的缺陷。</p><p align="center"><img width="318" height="204" src="/upfile/image/201612/2402017141.jpg" /><br />图1检测设备</p><p>方案</p><p align="center"><img width="554" height="175" 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" /><br />图2声透射位置</p><p>测试的先决条件是能够接触到涡轮叶片。 通过产生表面波来进行检测。通过把探头耦合到叶片根部区域并沿叶片末端方向扫查能够达到最好的效果。进行扫查沿着压力面或吸力面（I）还是沿着叶片边缘（前-后边缘II和III）进行取决于将被探测的缺陷方向。</p><p>设备要求:USD 15X, USM 36 &amp; Probe: MWB 90-4</p><p align="center"><img width="553" height="185" src="data:image/png;base64,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" /><br />典型的显示指示</p><p>通过扫查II和III,对叶片末端没有缺陷的边缘显示和槽深度为0.5的参考缺陷进行比较。</p><p>超声波表面波检测的特殊特征</p><p>1对从表面（边缘）开始的裂纹和其他损伤部位检测，可以获得较高的灵敏度。</p><p>2处于以上的检测目的，所以表面（边缘）在声波的传播方向上不应该有阻挡反射回波显示的任何残留耦合剂或者其他的残留物。</p><p>3经现场检验证明将探头耦合在固定的位置进行检测，不需要沿着纵轴移动探头，只需要绕着垂直轴旋转探头就可以对缺陷进行定位</p><p>4在探头耦合面的切割一个导向槽（纵向槽），可以使对叶片边缘的检测更容易。</p><p>优点：</p><p>1确保高质量的检测等级</p><p>2免除破坏性试验改善工艺节约成本</p>]]></description><pubdate><![CDATA[2016-12-24 2:00:44]]></pubdate><category><![CDATA[案例]]></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[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>汽车减震空心轴水浸探伤</title><link>http://www.ndt168.com/guanjian/174.html</link><description><![CDATA[<p>汽车减震空心轴水浸探伤</p><p>应用</p><p>在汽车的自动生产加工过程中，用于减震器的塑料球窝结构的中空轴容易产生裂纹，裂纹经常发生在活塞杆的组装过程中，如果经受机械负载，这些裂纹导致球座轴的开裂或裂开，并且因此导致减震器单元的故障，欧洲解决方案中心开发了一种超声波测试方法，能够检测杯轴中的早期裂纹并对有问题的工件进行分类。</p><p align="center"><img alt="" src="/upfile/image/201612/2401566599.jpg" /><br />图1球窝接头轴</p><p>方案</p><p>这些裂纹总是发生在轴的端部，由于它们在制造期间活塞杆的组装过程中引起的，此类技术主要是针对这个区域早期的小裂纹缺陷研发的，如下图所示，用斜探头，水浸法检测技术对轴的周向进行检测。</p><p align="center"><img alt="" src="/upfile/image/201612/2401567419.jpg" /><br />图2为了周向的全部覆盖，轴需要旋转360度</p><p><br /></p><p align="center"><img alt="" src="/upfile/image/201612/2401576576.jpg" /><br />图3裂纹显示</p><p><br /></p><p align="center"><img alt="" src="/upfile/image/201612/2401576263.jpg" /><br />图4无缺陷显示</p><p><br /></p><p align="center"><img alt="" src="/upfile/image/201612/2401571842.jpg" /><br />图5探头H5M</p><p>这些A扫描显示典型回波指示。图3显示了来自轴端的裂纹的检测。 在图4中，除了界面回波（水和材料之间的回波）之外，没有缺陷回波显示，这意味着材料内没有裂纹。</p><p>一般解决方案条件:</p><p>1设备：USM36,USM GO+,USIP 40</p><p>2超声检测探头H5M</p><p>优点：</p><p>1确保高质量的检测等级</p><p>2减少现场故障和潜在的风险</p><p>3免除破坏性和试验和提高工艺节约成本</p><p>&nbsp;</p>]]></description><pubdate><![CDATA[2016-12-24 1:54:12]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>锅炉管氧化皮厚度测量</title><link>http://www.ndt168.com/guanjian/173.html</link><description><![CDATA[<p>锅炉管氧化皮厚度测量</p><p>应用</p><p>锅炉管用于发电厂。硬的氧化物涂层将逐渐积聚在发电锅炉管的内部。 氧化层越厚，锅炉效率越低，额外的热量积聚将缩短锅炉的使用寿命。</p><p align="center"><img alt="" src="/upfile/image/201612/2401533549.jpg" /><br />图1锅炉管的检测</p><p>方案</p><p>测试的目的是对钢管壁厚和位于管内径上的氧化皮层进行单独的厚度测量。来自管到氧化物的界面回波比来自氧化物到空气界面的回波小得多，因此，困难是将这两个回波彼此分离并在两个回波之间进行测量。</p><p>测试的目的是对钢管壁和位于管内径上的氧化皮层进行单独的厚度测量。来自管-氧化物的界面回波比来自氧化物-空气界面的回波小得多，因此，困难是将这两个回波彼此分离并在两个回波之间进行测量。</p><p align="center"><img alt="" src="/upfile/image/201612/2401535171.jpg" /><br />图2探头</p><p align="center"><img alt="" src="/upfile/image/201612/2401530361.jpg" /><br />图3 A扫描</p><p align="center"><img alt="" src="/upfile/image/201612/2401537549.jpg" /><br />图4</p><p>图3中的示例示出了钢-氧化物界面回波的振幅约为1/3的氧化物-空气界面回波。 使用高阻尼“α”型横波直探头是获得薄氧化层测量的关键。</p><p>横波的声速是纵波声度的1/2，这使得时间分辨率加倍，并且使得系统能够测量比常规纵波探头探测更薄的涂层。</p><p>一般解决方案条件:</p><p>1设备：USN-60L或者USN-60</p><p>2门选择电路（用于任一单元）</p><p>3横波DFR探头</p><p>4BNC-MD或Lemo-MD电缆</p><p>优点：</p><p>1在较厚锅炉管壁厚上测量较薄的氧化层、锈化层涂层</p><p>2使用"比较模式"视图观测标准值与实际测量值的对比</p><p>3高的显示分辨率和范围为信号提供了清晰的评定并解决了测量问题</p><p>&nbsp;</p>]]></description><pubdate><![CDATA[2016-12-24 1:51:09]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>薄壁钢管的厚度测量</title><link>http://www.ndt168.com/guanjian/172.html</link><description><![CDATA[<p>应用</p><p>在许多制造工艺中，使用非常薄的钢管。为了确保这些薄壁管的稳定性，必须确定它们的厚度。 这可以使用高于40MHz的超声波频率来完成。 然而，在该频率范围内，声波衰减影响精度和再现性。</p><p align="center"><img alt="" src="/upfile/image/201612/2401509708.jpg" /><br />图1钢管s=0.3mm</p><p>方案</p><p>称为共振厚度测量（RTM）的方法用于对非常薄的部件执行精密厚度测量。 壁厚通常以TOFD方法为基础;其中壁厚度对应于声波声程的一半。 这也称为脉冲回波法。 然而，该方法仅应用壁厚大于波长时的情况。</p><p align="center"><img alt="" src="/upfile/image/201612/2401507199.jpg" /><br />图2探头CLF4(15MHZ)</p><p>结果</p><p>使用15MHZ的探头在RTM方法中能够使薄壁管的厚度精度控制在0.3mm以内， 这样在钢中能产生0.4mm的波长。 在这种情况下，在时域中不能产生回波序列。仅观察到共振信号，参见图3。</p><p align="center"><img alt="" src="/upfile/image/201612/2401500411.jpg" /><br />图3厚度s=0.409mm</p><p>使用RTM方法计算频谱，并从峰值频率确定壁厚。 这可以使用USLT2000仪器结合插入程序USLT-RTM来完成，这个附加软件扩展了USLT 2000的功能范围;开辟新的应用领域。这个RTM方法产生很高的测量精度在±2&micro; m范围内。</p><p>一般解决方案条件:</p><p>1设备：USLT USB，软件USLT(插入式-RTM)</p><p>2探头：CLF 4(15MHZ)</p><p>优点：</p><p>1确保高质量的检测等级</p><p>2精确的厚度测量</p><p>3免除破坏性和试验和提高工艺节约成本。</p>]]></description><pubdate><![CDATA[2016-12-24 1:48:16]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>复合材料粘结检测</title><link>http://www.ndt168.com/fuhecailiao/171.html</link><description><![CDATA[<p>复合材料粘结检测</p><p>应用</p><p>在粘合技术领域中，粘合方法作为焊接，铆接，鞍形接合和锡焊的替代物变得越来越重要，这不仅对航空航天和汽车行业很重要，对其他制造公司也很重要，因此，对于检测粘合层而言，无损检测必须用超声波检测作为补充检查对粘接层的检验。</p><p align="center"><img alt="" src="/upfile/image/201612/2401461642.jpg" /><br />图1粘接的检测示例</p><p>方案</p><p>穿透法可以作为一种有效的检测技术去发现所有的粘合缺陷，诸如粘接未融合，粘接空洞，粘接质量等典型的缺陷。</p><p>在粘接较好的地方声波有较高的声波信号，在粘接不好的地方，声波信号会消失，然而不能确定缺陷的位置和类型。</p><p>脉冲回波法仅仅需要从一个面就可以对工件进行检测，所以这种方法更符合实际要求。</p><p>板和粘接层有一个较好的结合，那么反射回波会出现一个高阻尼的衰减状态，反而易之。如果粘接层结合不好，很多底波将会有一个较高的波幅，然而另一边的粘接缺陷或者粘接不好不能被检测到。</p><p>穿透法和脉冲回波法</p><p align="center"><img alt="" src="/upfile/image/201612/2401463180.jpg" /><br />图3穿透法</p><p><br /></p><p align="center"><img alt="" src="/upfile/image/201612/2401476305.jpg" /><br />图4脉冲回波法</p><p>一般解决方案条件:</p><p>1设备：USMgo/USN-36/USIP 40</p><p>2超声检测探头:穿透法G10MN,脉冲回波法G5MN</p><p>3水浸法技术;H5M,H10M</p><p><a></a><a>优点：</a> </p><p>1确保高质量的检测等级</p><p>2减少现场故障和潜在的风险</p><p>3免除破坏性试验改善工艺节约成本</p><p>&nbsp;</p>]]></description><pubdate><![CDATA[2016-12-24 1:44:37]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>重型设备的齿轮齿检测</title><link>http://www.ndt168.com/teshuyingyong/170.html</link><description><![CDATA[<p style="text-indent:2em;">重型设备的齿轮齿检测</p><p align="center"><img src="/upfile/image/201612/0814395969.jpg" /><br />图1：齿轮齿检测</p><p style="text-indent:2em;"><strong>应用：</strong>齿轮是重型设备日常操作和运转中的重要构件。在拉铲挖土机、卡车，挖土机及如矿石破碎机和输送系统的加工设备中有不同的齿轮。经常检查其工况以检测裂缝或者其他造成意外停机的缺陷是非常重要的。</p><p style="text-indent:2em;"><strong>解决方案：</strong>通过从斜面或者齿轮齿根部增长的裂缝通过采用接触相控阵列探头扇形扫描进行检测。推荐采用4MHz工作频率以获得缺陷的高分辨率图像。为获得高检测覆盖范围，将探头耦合每个齿的顶部及斜面。低断面指尖探头可以接近该斜面，且耐磨连接面在与金属齿进行接触时防止探头磨损，且不需要延迟块</p><p align="center"><img width="307" height="221" 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5J800Vm+W3pRQB9b14h4ntjZ+I76HqBKSPoef617hXmvxL0lo7+DUlA2Sjy2P8AtDpn8P5VLA5WNY9Y057Oc/OqjY3f6/h/KuRuoJrO6EM25biPADj+MDoQfX+Y962hI8EgZGIKkEEHvWhOlp4htfInAjuBwrAfqP8ACkMk0PxlHN5UGrSNBdRjbFeJ39mHf8a7i31uWKJWvIhLEelxb/Mp9yOorxjUtJu9NZkuoneEn5Jo+fzo0zXNT0hwdPvGCn+HOR+I/wDrUwPebbVbO6H7m5iY+m7n8qs+apGQwx9a8bX4hltp1PS7Sc9NwG0mlfx5paj5dHYZ/hMxwaYXPWLjV7K14muYlPpuyfyrB1vxJJ5DGCUWdt0a5k+9/wABH9a84uPH8zApp9hb2xP8YXca5++v7vUZQ17NJJIeRuOfwAoEa/iPxOdQj/s/TVeKzyWdmPzSn1Jo8MaL9ouhd3CYtYPu7+NzDvTtK8Lvc7bi9BhgUbsNwzfX0FbltFJ4g1S30PSRthc4dwOijqfoP1pXHY7r4d6ab+8n16VT5QBgswe4/if8en516FVewsodNsYbS2TZDCgRB7Cp84piCuf8R+MrDw+jIzia7xxCp+77se1ZfjnxmNJjaw0+QC8YZkkH/LFf/ijXjN7fSXUjF2Jyckk5JPqT3Nb0KEqzstiJzUFqdbq/xH1bUpPJglMSsdoSH5Qc+/U1hyPeSCeW5ukhWJ/LcjLnd+HNYmSDnPNa9jeyyROZNRETgfd8oF2H+8etd0sNGmrxV/X+mYqo5blO7+0W8iB52cOoZGBPI+lQrdzofllcfjViYpeu32eO6nnPJeRs8fQVJYOJISimJJFPAVQHYfU1veMYaxI1b3IY9Uu4/uzt9Cc1t6Z481bTSPLncqP4c8fkeKx7+xMIWRRI27ly3O305qjS9jRqq9g55Re57DofxUt7krFqEeGPG9Bg/l/ga7uy1C21GATWkyyoe69R9R2r5rgtmltpZ0lQNDglCcEj1Faeh+J73RblJIZnUDjGe39foa4quDtd09bG0av8x9FUVzHhXxpa+IYVjcrFd4+7nh/p7+1dNXCbC0UlVr7UrPTIfNvbmKBPV2xn6DvQBapCQoJJwB1JrhNV+J1vGTHpNs07f89ZflT8B1P6Vx2pa9q2tk/bbtzGf+WSfKg/AdfxoA9E13x7pmlK8dtILu6H8EfKg+7dK8/ufGeseIpJImuvsyL96GP5OP5ms+O0HHHSku9OkbZcW4Jmh5Cj+Je4pqVmDQ4W8SElsyN6msXxBpsphNxCrCIHLoD8o98V6DpWgx39vFcRHdFIu5Sev4+4PFdFb+FIJI3jljDo6lWB9DVOTe4JWPnXGaNjE12l94HltdcvbYzQrBbSAGV5ABg8j9KbcWOhWKqou2nkI+Yonyg/U1NgOVhjeNGk2EqBycU1rhjwvFdJNqmnWkLxW1t54ddpefjGfQD+tcu0gydowO1AEodiOcUVVLHPeii4H15Wbr2kx6zpE9pIoJYZQ+jDoa0qKQHz/qFnNaXMlvcI0cqHDKexqgSVPUg17P4u8HRa/Ebi22xX6DAY8CQeh/xryLUbCewu3truFoZ0+8jDn6/SpYya31l1QRXS+dHjBz1/+v8AjUU2jaLqR3xP9nk68fLis9gc0gb1zQBZl8H3Wc295HInpIu7/Gq//CGX5Y5kgAHT5e3vxThM8f3WZT2IOKGvZySDM/PbcadwHReDNi5vL7avdVwv86tx/wBiaJzbx+dN/e+8fzP9KyHkZ87mJ+pzVeSRUX0A96AL2oavPfhlkISIc7F6fj61698MvCv9i6P9vu49t9eqGIPWOPqF+p6n/wCtXK/DjwC+oSw61rERW0U77eBhzKezEf3fT1+nX2EDFMQtZ2u6mNH0a5vSAWiT5FPdjwB+daNcN8Tr7Zp9nZAf66QyN9F6fqaAPKNWupJpmaVi0kjGSRvVjWUauajn7XIffH6VHa2U96+2CMt6ntXt4ZRp0U2clS8pFapIfKEy+ermPPzBODV4aFduG2qW2nGQpxn61UubSe1IE8bLnoe1aqpCfupkcrWrRsC6tpbGWOOK4itXXH7uH7p9S2eayDILSbdZzFwVwSUxwe2KvwalF9ntfNuJ4pLbK7Y1yHHuOlRXYs5LaS5trWQBn27jJwh/3a56a5HZp2ZpLXYpxmacyoJcZXcwZsb8dqhHSrVvDbS27NI0nmqw+Vccj1Ap8lh+58yCOdh1BYDBH8639pFO2xFm0QJcuhTAXCdsfe+tJcRqjgp/q3G5Pp6fhUR61ND+9jMBxknKH0b0/Gqfu6i8iWwv5bC4WSFmDAg8HH+TXr2kfEuxXRVk1NpGuV4Xy0yZff0B9a8Wye+QavWExO6JuQfmX2Yf4iuHG0E17SJtRnrys9C1X4k6pf5j02JbOI8bj80n59BXMSC4vZzNdTSTSHq8jbjUtjGk8QZOfUelaKWuB92vLudNihFac9Kux2nHSrkcAAqddg//AFUhleG06HHFWktwuOB+VI90irgn6YqtLqIGaALVl4kbwncXVs9t9oiuP9ItxuwEY8Mp9s4NZereNdY1XchuPs8J/wCWcHy/meprK1i8aZUb/nm2Rn07iqzA9cVS2EzG1V3juPklBLrk4P8Anmsh5WDEFia2dXiOUcc4ODWR5BY9M5piIGZmPU4qSC1aVvar9npcty4SJGZm6ADJNeoeDfhgzql1raNHFnKwdGb6+g/WgDziHQJpYldbeVge4UkUV9NQW8VtAkMEaxxIMKijAAopAS0UUUAFZOv+HLLxDaeVdpiRR+7mUfMh/qPataigDxPXvAmr6OWkWA3dsP8AlpACxA916iuWlZYWIlJQjghxj+dfStRS28M67Zoo5B6OoNKw7nzQ13br1mT8xSI0l0221gnnY9oomb+Qr6R/snT/APnxtc/9cV/wq0kaxqFRVVR2UYosFzwjRvht4k1lg01sunQEZ8y6+9+CDn88V3fh34S6VpNwLnUpW1OdSCiyIFjU/wC7zn8a76imIRVCgAcAUtFFABXl3xNud/iC0hB4jg5HuSa9Qrxvx9OJ/F10ckeWFT64FJgjkdWiKSbh0YA1t6C6izaOHaJBggsOCMc/rmq8sC3tpgcuvPH6is6z1CbSJSmN8R5x7V3wvXockd0ZO0J3fU25b5zOEmMZHVRHnHvmprtVuNKZBtlkjGWDggke1UF1yyD+ckCiUjHJxUd14ihW2KWsI8xxhmxgVmqFRyVojc423MQJFBfFJlLRK+GA4OKv/wBlRJBOslzAgJDRSmT7w9CKynYsxZjkk5Jq3Y3ccBCNZxzOx4YjLfh2r06sZWvFnNFq+ojL9gkSW3nErY5IQgYP161phyIoTHCJHCfLJFtAQHsCxNLdG4vNN2MJIQr4JmKoCPSqNkJIJns2idJnYHehAIH1PaudvnjzPdGi912Kl7AtvcbEYsCM5PY+me9LbXRgjdMZDegGfzrQlVbqL7NDKznO4vIGb9egFY7dxXRBqpG0jOS5XoWriAyWy3ildrna4B5DeuPeoIJDHKjDIww6fWmA8YB4PapbdDJKi92Yf40qq5aUkxw1krHX6BtCS7mGdxGPStKSdF74xXL2V55G/HBZicjvVh78leteCdxsm+CDjrVeXUSCeaxpLotxmommLDGaQGpJfk9Dx71Ue6Yk85qrye9aeleHtT1lgLG0kdehkI2oPxPFNIRmTSblIc8VaUNIQFBbjjAru7X4TmSzcXuobJ2HAiTKr9SetdPpXgnS9NRd0f2h17yDj8v8apaCPJ4/CuqavDstLR5GYjGBwPcnoK6rRfg/Gm2TV7rJ7xQf1Y/0FenIixqFRQqjoAMAU6gDN0vw/puixhdPtIoj3fGWP1J5rSoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAErwnxFcfafEN9LnfmZsHPGM9K9yuJPKt5H/uoW/SvAbpzJcyNgJuYnb6c0mNCW87QSj+6T82KnvLCK9RnhAJ77fX1H+FUiBtznilt717UjZkpkHHp606dSVOXNEUkpKzMq4tXt3w44PRh0NQ11pmtr/cHxuxub5cg+5H9RWZd6GyndFwrH5ecqfx/xr2qGMhU0ejOSdGUTEqa1na1uopl+8jZpZrOeA4ljYe+OKhxXS0pKzMk7HQxxpcW0m2C4mglbePNYKqn2PWqGqciJl2I8Q2gR7ice7GoLDMkwja8NvGBnJY/kK0Jry2SJoUu5Ch4Yqu5m/E9Pwrh5HTqd/vN7qUSKO8heNvMuCAUAAkBbae/HQ1nXbwyS5gXC4AJxjJ9cdqjcKXPlhiueM9aekDEgHjPQdzXRGnGn71zNyctCJVLHAFXbdFjjM3cjbH2znq1KtqsS5uOnaPufr7e1EknmMT2rgxWJU/cjsdFKnbVkYc7iPSplYkVLpuk3uqTCKwtZbhz2RcgfU9BXe6L8KLmYLJrF0sCnkww/M34t0H4ZrgNrnAIpkYKoZmPAAGSfwrq9G+HmsapteaMWUB/imHzH6L1/PFeo6R4Z0rQ1AsbONH7yN8zn8TWrRYLnK6P8PNH0va8yG8nH8U33c+y9PzzXUoixoERQqjgADAFOopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDN8RTC38P30rOUAhb5h1GeK8KYj0JPqa9s8ZOU8J6gVKgmPHP1FeJucHBPFTIaI2YE4VevQVE/qTgf409toIc5PsDUW/qccDoT6UkMaHKHdHkEdTmrMOrTWqFWO9l9D1zVRuM7256ECmEkcqMY5ye4piNhtRtZdu5FUtxkfKT/Skkt7aTk455GVB4/CsQqBwQTkcE8c0hZiwOWLLx+FaQrVIfCyXCMt0aTWMOfvIfwNNFlF03J/3yTVEXMqv5isxJzn0pBNKqld7GNjzWv1ut/MT7KHY0mt4IlBZmz2AwoNV2uUiYxxqqepAyT+NUWdyArMWQdMnOKAOAG5W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/><br />图2：MB4FPA16</p><p align="center"><img width="306" height="195" 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" /><br />图3：扇形扫描显示齿轮齿根部的缺陷</p><p style="text-indent:2em;">如图3，当从齿斜面检测，你能发现一个缺陷起源于齿轮齿根部。当你上下移动探头，检测到缺陷在扇形扫描的角位置移动。</p><p align="center"><img width="301" height="190" 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" /><br />图4：扇形扫描显示斜面上的缺陷</p><p style="text-indent:2em;">如图4，当从齿轮齿顶部检测时，能够发现一个处于齿轮齿斜面上的缺陷。由于这个缺陷位于声束击打到齿轮的边沿位置，所以它被显示在大的折射角度。在0°位置大的反射信号，是来自于齿轮底面反射。</p><p style="text-indent:2em;"><strong>解决方案基本信息：</strong></p><p style="text-indent:2em;">直射波接触式相控阵探头MB4FPA16</p><p style="text-indent:2em;">超声波相控阵探伤仪：Phsor XS</p><p style="text-indent:2em;"><strong>特点：</strong></p><p style="text-indent:2em;">高质量检测及探测的能力</p><p style="text-indent:2em;">不需要延迟块的直接接触防磨损探头</p>]]></description><pubdate><![CDATA[2016-12-8 14:37:37]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>烧结金属分类</title><link>http://www.ndt168.com/teshuyingyong/169.html</link><description><![CDATA[<p style="text-indent:2em;"><strong>应用：</strong>在过去几年中，粉末冶金属部件在工业中变得越来越流行，粉末金属具有铸造，锻造机加工等不具备的优势，粉末金属部件更具成本效益，具有较少的原料废料，需要较少的能量生产，并且具有可容易地为每个客户定制的冶金特性。</p><p align="center"><img alt="" src="/upfile/image/201612/0814368723.jpg" /></p><p style="text-indent:2em;">制造粉末金属部件的关键因素之一是烧结，不正确烧结的部件将不具有适当的材料特性，导致可能的部件故障，在过去，工件需要经过破坏性试验以验证正确的烧结，但是只能在在每个批次的小样本上进行。涡流检测通常用于检测每一个没有损坏的构件并且非常及时。</p><p style="text-indent:2em;"><strong>方案：</strong>使用Phasec工业2200和一个50型号平表面探头就可以区分适当的和不适当的粉末金属材料，由于绿色部分的晶粒结构是不同于烧结部分的，材料的电阻率也发生了变化，当用涡流检测时，由于工件电阻率的变化，会导致输出的信号变化，从而进行分类。</p><p style="text-indent:2em;"><strong>检测技术：</strong>仪器首先要经过校准才能区分好的和不好的工件，利用自动或半自动检测根据相位角的变化区别烧结和非烧结的材料，在空气中零点被设置并在屏幕的左边显示，当探头放置于合理的烧结部分，信号会以较低的幅度移动到屏幕的右下角，当探头放置在不合理的烧结部分，信号会移动到较高屏幕较高部位的右上角。</p><p align="center"><img alt="" src="/upfile/image/201612/0814362465.jpg" /><br /><img alt="" src="/upfile/image/201612/0814368638.jpg" /></p><p style="text-indent:2em;"><strong>一般解决方案条件：</strong></p><p style="text-indent:2em;">1、涡流设备</p><p style="text-indent:2em;">Phasec 2200i(PRN:072-100-072)</p><p style="text-indent:2em;">定位器2s(PRN:39I004)</p><p style="text-indent:2em;">Phasec2s(PRN:40I001</p><p style="text-indent:2em;">2、50＂表面探头(PRN:632-763-002)</p><p style="text-indent:2em;"><strong>优点：</strong></p><p style="text-indent:2em;">1、不完全烧结或仍绿色成分的检测</p><p style="text-indent:2em;">2、防止错误生产的工件被进一步加工或安装</p><p style="text-indent:2em;">3、储存和检索数据对检测样品进行比较</p><p style="text-indent:2em;">4、对工间进行实时检测</p>]]></description><pubdate><![CDATA[2016-12-8 14:32:52]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>蜂窝芯碳纤维复合材料粘接检测</title><link>http://www.ndt168.com/fuhecailiao/168.html</link><description><![CDATA[<p style="text-indent:2em;"><strong>应用：</strong>必须检测大型飞机部件，包括诺梅克斯蜂窝芯及及碳纤维增强塑料外壳，以检测粘接缺陷及外壳中的分层。为此采用喷射器探头。GE提供带有水源接头及为此配置的可拆卸喷嘴的探头。当移除喷嘴后，该探头同样可用于常规的浸泡试验。</p><p align="center"><img alt="" src="/upfile/image/201612/0814316425.jpg" /><br />图1：带有碳纤维复合材料（CFRP）外壳的蜂窝结构</p><p style="text-indent:2em;"><strong>解决方案：</strong>推荐图中的采用水流或者喷射器技术的试验装置进行大面积部件测试。采用喷射器探头根据脉冲回波方法进行试验。</p><p style="text-indent:2em;">为了将试验所需工作量及时间降到最少，可以采用宽波束探头。其确保进行裂缝宽度大于25mm的超声C型扫描。尽管个别裂缝沿裂缝宽度增加方向显示为大体栅格化的，检测灵敏度并未明显降低。</p><p align="center"><img alt="" src="/upfile/image/201612/0814317167.jpg" /><br />图2：试验情况</p><p style="text-indent:2em;"><strong>结果：</strong>为了将试验所需工作量及时间降到最少，可以采用宽波束探头。其确保进行裂缝宽度大于25mm的超声C型扫描。<br />&gt;25mm.尽管个别裂缝沿裂缝宽度增加方向显示为大体栅格化的，检测灵敏度并未明显降低。缺陷回波及后壁回波探测见图4和图5的A型扫描。</p><p align="center"><img alt="" src="/upfile/image/201612/0814317323.jpg" /><br />图3：C型图</p><p align="center"><img alt="" src="/upfile/image/201612/0814318923.jpg" /><br />图4：A型扫描，缺陷回波探测</p><p align="center"><img alt="" src="/upfile/image/201612/0814310053.jpg" /><br />图5：A型扫描，后壁回波探测</p><p style="text-indent:2em;"><strong>解决方案基本信息</strong></p><p style="text-indent:2em;">探伤仪：USIP 40</p><p style="text-indent:2em;">探头：Z5G、6x30、E1</p><p style="text-indent:2em;">附件：喷射器探头35 /5.0 x 32</p>]]></description><pubdate><![CDATA[2016-12-8 14:26:09]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>飞机复合材料镗孔检测</title><link>http://www.ndt168.com/fuhecailiao/167.html</link><description><![CDATA[<p style="text-indent:2em;">应用：复合材料在运输领域中广泛应用从汽车到飞机，特殊情况为了减轻重量，铝材将用复合材料代替。</p><p style="text-indent:2em;">GE欧洲解决方案中心开发特殊超声相控阵探头，用于复合材料钻孔孔壁的检测。</p><p align="center"><img alt="" src="/upfile/image/201612/0814247358.jpg" /><br />图1许多飞机的部件需要检测</p><p style="text-indent:2em;">方案：右图DYA5PA32是一个5MHZ带有32个晶片的探头，超声束通过一个平面型的和圆形的换能器沿着轴向传播（像雏菊的花瓣）。</p><p style="text-indent:2em;">把相控阵探头放在工件的顶部并置于孔的中心位置，不用旋转探头就可以实现对工件的全面覆盖检测，超声波声束能够进行360度扫描。</p><p align="center"><img alt="" src="/upfile/image/201612/0814257600.jpg" /><br />图2带有延迟块的DYA5PA32探头</p><p align="center"><img alt="" src="/upfile/image/201612/0814259332.jpg" /><br />图3周向晶片连续发射超声波声束</p><p style="text-indent:2em;">这种探头可以检测由于钻孔在复合材料中引起的脱层或者平面状缺陷，为了提供一个独立的解决方法，通常探头的直径不是固定的，在延迟线的作用下，对镗孔直径在3-14mm范围内仅仅需要一个探头。</p><p align="center"><img alt="" src="/upfile/image/201612/0814258984.jpg" /><br />图4B扫描结果显示</p><p style="text-indent:2em;">该图展示了一个DYA5PA32探头对钻孔内壁的平面型缺陷的检测结果，缺陷由10-28晶片发现，如在B扫描图中所示，底面回波信号被缺陷信号断开。</p><p style="text-indent:2em;">一般解决方案条件:</p><p style="text-indent:2em;">1、32个晶片的5MHZ探头（频率，晶片数量，连接形式，电缆长度）</p><p style="text-indent:2em;">2、高分辨率的电子扫描代替手动扫描。</p><p style="text-indent:2em;">优点：</p><p style="text-indent:2em;">1、用延迟线可以轻松地适应一系列孔径的尺寸</p><p style="text-indent:2em;">2、平面型钻孔蹦落缺陷的检测</p><p style="text-indent:2em;">3、电子扫描代替手工扫描</p><p style="text-indent:2em;">4、可以和不同种类的相控阵仪器连接使用</p>]]></description><pubdate><![CDATA[2016-12-8 14:20:58]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>铁路轨道的超声波检测</title><link>http://www.ndt168.com/duanzhujian/166.html</link><description><![CDATA[<p style="text-indent:2em;">铁路轨道的超声波检测</p><p align="center"><img src="/upfile/image/201612/0814191229.jpg" /><br />图1 SPG2车载的超声波轨道检测</p><p style="text-indent:2em;">应用：为了确保轨道的安全传输，必须进行经常性的检测，轨道车以高速度检测铁轨线，车载的超声波轨道检测SPG2用于检测站内区域。</p><p style="text-indent:2em;">方案：为了检测轨道端头和腹板的裂纹，车载超声波检测需要配备3个双晶探头，探头角度设置70度-负70度排列在一个块内，0度探头放在另一个块内（见图2）。</p><p style="text-indent:2em;">两个探头块悬挂在万向架中，能够很容易地吻合轨道的曲面，见图3，它可以通过两根博登线来提升。滚筒的设计要求即能在轨道上行驶也能在地上行驶。</p><p style="text-indent:2em;">SPG 2也可以装载多种的超声设备，例如USM 36、USN60等。</p><p style="text-indent:2em;">通常来说所有的探头都是同时工作，但是如果出现缺陷回波，可以通过控制箱（图4）上的开关逐个控制探头，对缺陷进行定位。</p><p align="center"><img width="355" height="206" src="data:image/png;base64,R0lGODdhYwHOAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAYwHOAIcAAAAFBQUEBAQQEBADAwMCAgIGBgYJCQkUFBQODg4NDQ0XFxcHBwcYGBgKCgoBAQEeHh4fHx8MDAwLCwsWFhYICAgPDw8bGxsaGhoSEhIREREZGRkcHBwVFRU5OTk4ODgtLS00NDQ/Pz86OjozMzMiIiIuLi4+Pj4gICAjIyMpKSkhISElJSUsLCwkJCQ9PT03Nzc2NjYvLy81NTUyMjIxMTEnJycoKCg8PDwwMDAqKiorKysmJiZWVlZZWVleXl5aWlpYWFhFRUVPT09RUVFXV1dISEhKSkpBQUFTU1NcXFxHR0dOTk5JSUlbW1tQUFBCQkJERERVVVVdXV1AQEBGRkZUVFRfX19NTU1MTExLS0tDQ0NSUlJvb29zc3NpaWltbW1ubm54eHh/f39ycnJ5eXl0dHRwcHBmZmZqamplZWVsbGxkZGR8fHxjY2Nra2t2dnZ7e3thYWFoaGh1dXVnZ2diYmJ3d3d9fX1gYGB+fn56enpxcXGRkZGCgoKHh4eLi4uQkJCWlpaenp6fn5+YmJiSkpKMjIyFhYWXl5eJiYmBgYGNjY2UlJScnJydnZ2Pj4+IiIiZmZmOjo6Dg4OampqVlZWEhISAgICGhoabm5uTk5OKioqurq6tra2wsLCvr6+5ubmoqKi3t7e/v7+goKC8vLympqalpaWjo6OxsbG9vb2ysrKnp6e2traqqqqzs7Orq6u0tLS4uLisrKykpKSpqam6urq7u7uioqKhoaG+vr61tbXGxsbS0tLQ0NDHx8fOzs7T09PX19fa2trd3d3f39/W1tbIyMjBwcHKysrZ2dnb29vc3NzU1NTJycne3t7CwsLMzMzV1dXNzc3Dw8PFxcXExMTY2NjR0dHLy8vAwMDPz8/+/v79/f38/Pzt7e3h4eHw8PDg4ODi4uLp6env7+/09PT39/f6+vr7+/v29vby8vLu7u7j4+Pk5OTr6+vx8fH5+fns7Ozl5eX19fXm5ub4+Pjn5+fq6urz8/Po6Oj///8BAgMBAgMBAgMI/wD5CRxIsKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bNmzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jTql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTK17MuLHjx5AjS55MeWC3yxgxH7zczVu3n5w1V34ZeqW3b+B6dVrNurXr17BXe3rt63PPzt7CfYrNu7fv38CDCx9OvLjx48M9eQIVSlzKzt9+9fHzB1AgQYNEfRpFClgwYcOIFf8zNi6csWLEjvkKhixZqE+iCBUydOgPoi6lvt32xt+Ul1MABijggAQWaOCBCCao4IIMNujggxBGeCAqqSQyzHOnKaPIIn8w0ogjp6hiSi+/LENOOeacg0466nyTzjrstFOOO8z4gswqrLTyiCCQROLHF5KocxturoDxyZFIJqnkkkw26eSTUEYp5ZRUVmnllVg6qcorhfiCoTca+hHJJNi1wsoqyPjSzDvwxLOOPN9c9o08MM5DTzPCKEMKLKIMwqMilAApJE+ceTNKGKwkquiijDbq6KOQRirppJRWaumlmGaqKaSqxFKJl891E+aYlmR3ZprN0NNmPXB6Nmed9hT/48wzpMjS55+XCDrkZbMguumvwAYr7LDEFhupKrRIAupzGi5CqqloqqlqPPXco46rdLIzT6yz1norJIrkGmRQvRpr7rnopqsupskui5KoGz4ryqnSrmottrDKSqutfoIr7qA/lbvuwAQXbLCm7a4Er7OTlDpvtKnae203r2rL7b7fhqsrUAIf7PHHIBOcsEoLy0tvxNTeS3G22+rrbb8aj8uxryHXbPPNm47MbLwNQ4vqtNVOXHHL3fKL68YB04zz0kw3rajO7zZrMsRAqzz0xS8fLXPSTnftdc1Qn1Ryzw//LDG+FrtstL9I+9Tx13DHnW7YJo3t8MlVC80y1mvH/wyw20rLLfjgwNJdkt0+15uy3vkWnfG/5AZO+OSUT2o4SYiXrXjQaBONMcyQz1z56KQ/evlImeN99sqNf6713z29XfrslZ8uUupUr3612o+3HbvktAcvt+0h4W724p3z3fvWgAvv/ODEg2T85lbvzTvovvMk+/PcNx39R9OjzDnraTuOPfO/d6++0997FH7eyV//euTr149z+x29r7v15s8vuv0ABBn+OKI/5JHPc1ljG/q0B7wAOnBuylKY1MimOgPurn8KhB0DH8jBgQ1wIwUc3wVdl0H6dfCE5/qgRkJYvdYl0G8mRKEMh6XCjLCQceUjIQz/N8Me/qqGmZng3f9yZ0H+6TB0XPOhEjMFxIvcMH4Y3GESl0hFSjXRIk88oPLOp8GdbK+KYGTUFSuSxRG+EInNC6MaGzVGipTRiGfMnhcbuMYqtnEib3Rh39CYvjr68Y4SyWMO47jAOfrxjxEkmRATJ74WDnKPctTJFw+5REBGRJAIhGQhJUlHSvbQkhDB5Bb9N0VP2jGRO2PYEI8nQjhqsoucNGUYQfkQUcqvhDyUZSVRGTWerZJ6OMzk8mCZk0nqEoW0dIgto8jHDR5zl+4S2yI118hgjhKXpXzmDJPZkGUeMZLF7KQ2HchNhniTkMTEiTHHSU5eStOXjISfFm8pxTSyU4blXMg5Xxn/w3ueMJ8K2ecw++lPDgI0IQLlIkEL2s5o1m2aFWylHgeaS4Y2VILwpKY8zcjPiloUgAdFSEJJac+PBjCkm4EoESX6SIpm06T1Q6lBRorNksI0pu58aEYj6khhKtSjN+2eTAtC03r2Mag4dejhVMrKnl7TqM5E6vqGSpCiNtOQUp1qTpe605U6lZ5XjWVW1UdVyzAVmFD85ibDOVaybhVzZ61mWtG50LbSrqwCsSo41SlOu1IOr/zQ61r56tfnAVaw6bzJOgs7ucPGdaOudKlNGUs6x3a1qdYE614V21fKDu+tqHvs/ib605d69q+gvZ1oi0hakh71tKOzrCrjOdqW/5Z2srAlnGynhtm5dtS0uRXcbino1cwyc7M2WWxwvTbcX8p1nscdLGeXW7vUFm+1LPWpa6NKXehZV3rY/Wp0E5vcznZ3ac2lLWttu12snle43wXfqMgUz3nE4xzQEIY5oKtW8tKkG8o9mCpU0agB18IQtRDegFXRij6kYnDIii8B+aMMTITBC2IYQyYmkYhS2IIVt4gGMqQhCzL0oBLHmIYwfkENZEQDF7B4RS4kAYlMjKEMZjiDDwzhX5hchj+y+IEghkzkIhv5yEhOspKNnIhEFNnJTlYEEDzwA0s0eclYzrKWt6zkQ/zgA0GwcpOdzOUym/nJ8/mDUm/3jdywgv8QukjFKWxBi0/IYhS42EUyqmGNPoCgAmh4xjOQAQxrXCMau8DFLGTxCVrY4hS10EUpBLEKb+yHP8KQBCg2zelOe/rToA61qEH9CVDQIhF+IMSRAhGCAIigE6UetaxnTetah/oThRiBAEgA604UIg2P6MSmY23rYhdbFbOxB4a6oY5zmOPZ0BYHtJ/djnb4ghFdYEU7ps1taptD2tBeh212ghtv3APc3U63utfNbnVX+9nPUIMQFIEPczRDEmsoxbvbze9++/vf0x4HIdKQiGoP4wwgEAM2oL1tgDvc39uOh37ehRvOBDY0oeHPN8yBj3rwxzMYD3m5x03uj3smJvn/oEY7+AOLARBgCPA4jT7eoY+PC+XH3qiHO+LBH2qUoAAmkMZl5pGMiSvM5kcH+WdEnlfP8Kc0llm6bULuE6pjTuS4yUchiCAIc3iDGkU4ASbOgfWbY90YafAAG8jRjXwwwgi0UAfWO0Py/Fm85Ep/ul5G7g10iOM03uiFro1AjJwLwxTMoEo6jDGKYFyGGigwwBFqbu58PB3wJ/9KZ9hhilIMQ+94KTd/8FGLNqjiWtkIAgrcYI+n3z0qFefPNJCQAjd4HB6aIAMqNB6nzHulM9pIAgo2AfK8dEMe54iTOrbxgQMoIR3eOIcyNEGKNjvd91CJfTfYsYtB9GJOvVCB/wGQ8PF0sMPov/fGNZaAAEAUny2lEXk9dsGIX1BMGkxIwBvk7vSyS0Xkp3EZ6cANTaAASuAZ9yANl1ANFmd1VdEZ4NAJk0ANr6cWFTdynCENRrAAcLBf9ZAMkUAKDThuovF/U0dyl1EP2/AHu9AZxhAEA+AE5eB6l6d0VCF6H1d3aEExJhcP1oAKv8Af1+ABAvAE9JB3bSF62bACDAAF+GBuwlAJT4iDN2hyp9FmSWiFvxAELJAGhQcOnmAGqXAOVpiFH1cOhgAHqcAf0OADDRAJ0GdyOugUV+hs94B0a6EO01AL3HAaptACBtAE2dAZ98AqhYJ9aYGD6VAtnfELKv9QACOADlCICsRQdyWYFN6gDuEwCJgQDXjYFZhBd0rHGfawCCUQB3fIDJQgB6lwD1LXgIiYiFjnDfsACEWQCdDnDnPgAm0wihh4iUNxGqEwAg6wCNYHFocIeOVwDOvAH88QBQ8gBWSoDvMADecQGD8mD++ADTOYDsAAAQQgAvxxD8agDPKgcSN3FI34BS9QCqD3eziID5YwBbpgecRABzCACOeYg9iIg96QDsNQBx5ACZ0RDmlABK1whzgXi0HRGeogDLhwhAyZFRQjDuRAedfwAgUgBM5wGsYAC8wAHe/oF/7IH+kwDrCAD51BDQbAAEKwct2ADsawX0iRca53g3P/xxnkIAhhYAvNOAxzEAF28A41eIFzuHe++GMU82PMQAUsQAns4A3t0Apz0AhJyXQ6YZQjmX1W6BkvEofbEAMC0AT2p4eJYAoTc3GU0Rn6YAqOEHPp8AsyQAAzcC3/uA7fYH3lhn434ZDFoA0xN5FLsZAfpw+kwAmzcI7aYAQK4AN92JVH+Rj+mA7HsAQMUAXXIg6dwAjRYH2Yx5c2cRnYIAZMEAvvB3vJ2A2+0AMVIAc8Bw+vMAakkImeuZWSsZcftw7XcAei8I/aQAISwAZdyR/kBmAfUAFjcJoNeYJqWVUp2AuWgAvNqAxNEABKIA6FopRUOBqit5DZeA0pcABB/3AZ7CALhNB6lhZ1JMicJOMNzRAIXRAKtrkr3WAP1xCSOfkLUnAAPVAM3gAOsZAGqYAOUuecUFcZORka8xAIa/AKntEMNLAAmdCM2TmK54AM4kZ37fkN6xAP+xiZWTl6hmAFp2ByczIMsuCf3VANIlABPcAMp3Fukgiio3FJ5hYP0NcNzjABDNAEUdmWnTANntkZ5FAHunCHglk8H1ebZucN5VAILUABl3AtbfYN0HAHNYAJ7tAN8OAIV9AKBLqkSVqjoeSZcYIPXiAFotAi2BAFKtAFS8ps3GADN2CaY+o+mCemN+cN80AINQAAD9AD0+ALT+gNyYADD3ACDMin0P/QjJBJpjZkhSkoDNciD8DQAAZABZ2RDvkgDOCQCg8QADkwCteCId8gDruACp93pzMRGp8aAw8AqDogBz5QCGRHDHgQBXcADaPoenRHo5DaTb+qlnSnDtAwBx/gjt8wDmMwBZYgB4BqAB9AqsAoEhmCBQ0QCIAHGp7RDqfgAQ8Qrg9QAAUQjSr5DfiADM3AqsHKZvTQCV7ZCwpgABCwAoD6AAwwAriAhWITeE8AAdrKrjFxGeIQCzhAruI6riWgCPsFeBrari2hlB9XDFXgAjBAAPdaABVABaTQYyvkDeW5Cb4wn30JsqxABeUarvdqAWuAD/wnhxDrEqLIH+ewDYz/oASAmrIPcABLYA0Ud30k26qcUQ+3sAQ6K64F0AB/IHc4CKwxWzzJqA7ZgALieq87SwTv4qtBO7B0Zw6wkAUYO64J+wAO8Ab6gHMV+LQKUyjr4AoSUK4AkLOxOgFZu3H74KhOG7Ef9w6FkAdF8AEXgAEWMLZQgAz8qLYDe4ZkoLMEkAAQAAEkcAUUFw6agAfboJw3AXjIdw7lcAuMAAhmIAVSoAU6kAE7sAl6ibhcyx/EYAIasAFQIAVAQAaM0AewcI1i0w2uEAMMgAdxkrd6K6mdcQ74gA/HkAp4oAieKLCqizr8kQ+K0AaKoAz7UA764JlZSw1psAW6sLUykaBz/9e8q5txv4q5zqsOzIAMlse84tu+lqFxeeq+8qtMw8mv83u/RLV0/CEPw3ANhYpx+Iu/NrkMYfACJQpy3hvAEHsZ6OAOKTYNhsACD8AG01DByzAPcaLA8nsZ8dAKeTAFSiACA/AAO6AEJmwG1WC/Gty8cnIKNqCzgAqoBGAE1pDAK1yjuGGQATC24ZoBflBz1XrD7Yob8kAIJRC344qwIlBpGSzEqotz06AEAjC2CqAHHve7Toy4FVcPm8ABKQsABiAElXa4WRyzvyoqTyAAKYsCibCP7FvGk3EOjNABcUsASTCIcDy/3WANVRCrCzAJ6QC8eYzD9cAJI6wFyvDGg/+8ltawBBngfoq8yLcpD4LgBkIXyZIMGZ2xDJRqw5k8Gg4Lv5/8xDnIe6OsxTl4oKe8yqzcyq78yrAcy7I8y7Rcy7Z8y7icy1rsfxeXtooBwOrpgCtMmGQskoL8F2ccdcN5zGrrj21GgiYnmfBrkzTYxDfcGesAD/MAD9wsDgBzD+AQlczcF9CRDto8D+jcDm6cDvPQDqBZFD92DuGQDe/wu/JAD84wDmQYxEzRDdNgCQAN0KlwDBSDD64gCKcgDGTXDemwD8LQqPxMzvyxDwEN0I5guBtHCokwCNoQD3ICDsKwDPvsyzjRGe5ACoXwBozgn99ADJrQBoJADX83zg3/uQ1XcAU/cAVMUAN44A3v8AdI8ANWkAezcA/fEA65UAZ98AuuaBi4wQw4fdM9QANS0A3mQAgj8AM+QAS1QIbtQAt7kAnAMNI0TTL3kAh0sAzvsAeIcA7iAAqkOg6sQA2YXHV5mg688ARWKQpIAK/hcAdO4A7zwAuu4A3F4AnDUNZxgYN5OQ1JQAbeEAwyIAjq0A6W4AHTcA7XQAjd0A6xYLgk3ZfNkAZi0A7r8AdAIA3B0AsKqQqiENFJQTGeuQ99gAfxEA+N0AXWtwprUA298AhOFw2NoNhwgXPPrA+eMAX5gA6uYAQt4g3MIAe0MA6RwBlX6skD6wlZ4Aj8oQpD/yAJy7AL7hB9dgbbNWly97ALbTAL3gAMfGALgAcPjOAFvlALKqkPt2ALxG2BJDikeigGudANf80ITlcPoNAE9lAJxtB31NAHebnfYqMINqAJ3U0De/ANrvAI0xANoRAOdT0kgDcMmJAIbQYMZwDf/AEPk+AF6fAMg3AMOMIOEF4WOWlpl1EOkHAHbTbgIGfgRrCsnHAMyoAK82De/yXhFO4NoGDh38AOvLAHuUAPaWmCV2gLajDe3oAMJ36F8AAJZhB9pAAHj4DBM04W8jDP2eALzrCl0MwNR3AMp0EOd0Dg/GHgTeAN8uALdwAIT3hzkcADjtAZqlADF/7MFzgV5f+mD5oQBn/X3mfwCrjR5XTgsDxY5mNRDpPABJpeBJuAgvdgClmwD54RDnAwCRpXD51wBL5q6WIDCSYQ6N7wCR+ACaV8k1TuDb/QBgF+GdLQBZLwcdCAB3pwgdj9FvUQDLIgC7AwCvZHgvaACJfwce7QBnHwdJbdA6s+FACWBIbAIqjwBKhglKHdz5k4CG5Aed1AD3uQBx6nDrTQBJ9Q6+lJzrzc3lQwD08XD4/gAVH5DdmAA4Lgq0TRdmJwBvW2B3ZQDKzOrfBgCGJAoD82C3NACvEADYDgBfMgGfXwCT2A7t6ADUCgCuKwD6fQA+O98KHCCmMQCtLACbWA8nY9DH6YIAi/yx/hcAlOUApj0AP6LRnw0Ah3YIXt8AhGMAiQgAWQ8Inabm6qEAaC4AziBoreQA6oIAt5qZfi0ApP0AbNkA6TEQ+wQAhimnOrwAVokA2SSJxGgbaqTJGxt+rTPBnaSekmar7LOYKaV4G8vJZTN+9GrsuAH/iCP/iEX/iGf/iIn/iKv/iM3/iO//iQH/mSP/mUX/lSERAAOw==" /><br />图2探头安装形式</p><p align="center"><img width="279" height="248" src="data:image/png;base64,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" /><br />图3 SPG2两个探头的支架</p><p align="center"><img width="361" height="266" src="data:image/png;base64,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" /><br />SPG 2的控制箱</p><p style="text-indent:2em;"><strong>检测的配备工具：</strong> </p><p style="text-indent:2em;">1、轨道检测车SPG2 [35344]</p><p style="text-indent:2em;">2、斜探头SESZW-NW[59749]</p><p style="text-indent:2em;">3、直探头SESZS65 W [59750]</p><p style="text-indent:2em;">4、设备：例如USM36s [37462]</p>]]></description><pubdate><![CDATA[2016-12-8 14:17:23]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>履带链淬火裂纹的超声检验</title><link>http://www.ndt168.com/duanzhujian/165.html</link><description><![CDATA[<p style="text-indent:2em;">履带链淬火裂纹的超声检验</p><p align="center"><img alt="" src="/upfile/image/201612/0814160604.jpg" /><br />图1履带链</p><p style="text-indent:2em;">应用：对履带链的硬化处理可能导致淬火裂纹的发生，裂纹出现在表面很容易用涡流或者目视检测出来，然而这些方法不能检测表面下的裂纹，超声波方法适合检测这类裂纹。</p><p style="text-indent:2em;">方案：超声波设备配备斜探头可用于这样的缺陷检测，这种方法简单，易读，效率高，为探测这样缺陷开发的斜探头尺寸小，便于操纵，频率为10MHZ的探头有较好的分辨率，声束入射点尽量靠近探头的后侧，选用45度的探头有助于发现0.5mm以下的缺陷。</p><p align="center"><img alt="" src="/upfile/image/201612/0814161640.jpg" /><br />图2MSEB双晶探头</p><p align="center"><img alt="" src="/upfile/image/201612/0814164648.jpg" /><br />图3超小型斜探头</p><p style="text-indent:2em;">SMWB45-10是频率为10MHZ的超小型探头具有较好的分辨率，声束入射点尽量靠近探头的后侧，选用45度横波斜探头，该探尺寸非常小，宽7mm长16mm。</p><p align="center"><img alt="" src="/upfile/image/201612/0814166219.jpg" /><br />图4测量示意图</p><p style="text-indent:2em;"><strong>一般解决方案条件：</strong></p><p style="text-indent:2em;">1、超声设备：USM36，USMGO+</p><p style="text-indent:2em;">2、探头：SMWB45-10</p><p style="text-indent:2em;"><strong>设备序列号：</strong></p><p style="text-indent:2em;">USM36&nbsp;&nbsp;&nbsp;&nbsp; 0037462</p><p style="text-indent:2em;">USMGO+&nbsp;&nbsp;&nbsp; 0113214</p><p style="text-indent:2em;">SMWB45-&nbsp;&nbsp; &nbsp;100068157</p><p style="text-indent:2em;"><strong>优点：</strong></p><p style="text-indent:2em;">1、提高质量等级</p><p style="text-indent:2em;">2、减少现场故障</p><p style="text-indent:2em;">3、降低潜在的风险</p>]]></description><pubdate><![CDATA[2016-12-8 14:13:43]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>灰口铸铁的汽缸套筒剩余厚度的测量</title><link>http://www.ndt168.com/duanzhujian/164.html</link><description><![CDATA[<p style="text-indent:2em;">灰口铸铁的汽缸套筒剩余厚度的测量</p><p style="text-indent:2em;">应用：在铁路车辆检验和柴油驱动器检修工作的框架内，要求用无损检测在汽缸套筒的外表面测定其剩余的厚度， 前提是不许要对汽缸套筒进行拆开。用无损检测的测量结果来确定冷却剂造成的腐蚀损害程度， 从而协助决定是否要保留或更换。</p><p align="center"><img alt="" src="/upfile/image/201612/0814124885.jpg" /></p><p style="text-indent:2em;">方案：在表面腐的零部件件上测定其壁厚优先使用TR探头。在石墨层状结构中GG30材料允许使用标称频率5MHZ探头。这能够获得明显上升的底波，提高测量结果的可靠性和准确性。了确保探头耦合稳定和一致，探头接触面一定和汽缸套筒的内表面相匹配。TR探头声束方向与套筒轴线平行。为了监测脉冲信号形成和评定， 应使用配备脉冲显示的超声波探伤仪。</p><p align="center" style="text-indent:2em;"><img alt="" src="/upfile/image/201612/0814133508.jpg" /><img alt="" src="/upfile/image/201612/0814134160.jpg" /></p><p style="text-indent:2em;"><strong>一般解决方案条件：</strong></p><p style="text-indent:2em;">1、设备：测厚仪DM5E或DMSGO+</p><p style="text-indent:2em;">2、探头：DA501或DA512</p><p style="text-indent:2em;"><strong>优点：</strong></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</p><p style="text-indent:2em;">4、提高工艺节约成本</p>]]></description><pubdate><![CDATA[2016-12-8 14:10:09]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>车轮刹车系统轴上探测裂纹</title><link>http://www.ndt168.com/duanzhujian/163.html</link><description><![CDATA[<p style="text-indent:2em;">火车车轮刹车系统轴上的探测裂纹</p><p align="center"><img alt="" src="/upfile/image/201612/0814078561.jpg" /><br />图1轴端面</p><p style="text-indent:2em;"><strong>应用：</strong>在轴处于安装的状态下进行裂纹探测，对于超声检测来说，只能接触到 轴的两个端面。</p><p style="text-indent:2em;"><strong>方案：</strong>首先使用斜探头检测，然而发现车轮，刹车盘，起动器的过盈连接处声束可以穿过，所谓的端角反射不起作用。 最后使用直探头扫查模式（图2所示）在过盈连接处发现临界区域的所有裂纹是可行和可靠的。通过旋转扫查器覆盖整个周长的检测探头扫查器如图3所示。通过使用ULtraMAP软件进行马达控制，数据采集，B扫形成。</p><p align="center"><img 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" /><br />图2检测装置示意图</p><p align="center"><img width="267" height="250" src="data:image/png;base64,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" /> </p><p align="center">图3旋转装置</p><p align="center"><img width="419" height="208" src="data:image/png;base64,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" /><br />图4环向B扫描</p><p style="text-indent:2em;"><strong>一般解决方案条件：</strong></p><p style="text-indent:2em;">1、设备：USN60</p><p style="text-indent:2em;">2、探头：特殊用途支架的直探头</p><p style="text-indent:2em;">3、软件: Ultra MAP</p><p style="text-indent:2em;">4、配件：旋转系统</p><p style="text-indent:2em;"><a></a><a></a><a><strong>优点：</strong></a> </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</p><p style="text-indent:2em;">4、提高工艺节约成本</p>]]></description><pubdate><![CDATA[2016-12-8 14:04:39]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>涡轮叶片测厚</title><link>http://www.ndt168.com/guanjian/162.html</link><description><![CDATA[<p style="text-indent:2em;">涡轮叶片测厚</p><p align="center"><img alt="" src="/upfile/image/201612/0814023369.jpg" /><br />图1飞机发动机上的中空涡轮叶片</p><p style="text-indent:2em;"><strong>应用：</strong>要求精确的测量是为了发现在中空涡轮叶片中可能存在核心不匹配的问题或在检测的过程中测量其剩余壁厚。鉴于此类应用的目的，GE便携式解决方案中心建议使用K-Pen探头和刀形延迟尖端混合使用，如图4.</p><p style="text-indent:2em;"><strong>方案：</strong>实际应用的延迟笔式探头K-Pen,仅有2.3mm直径的接触面，能够用于测量半径仅为3mm的凸曲面或者半径为15mm的凹面，在零点交叉模式下通过回波位置的读数可以完成对厚度的精确测量。</p><p align="center"><img alt="" src="/upfile/image/201612/0814027696.jpg" /><br />图2测量装置</p><p style="text-indent:2em;">在脉冲零点交叉模式下A扫描显示在1次和2次底波之间的厚度测量，实际的厚度测量值0.76＂显示在Ａ扫描仪器上（中空涡轮叶片的厚度测量用仪器CL5和探头K-Pen）。</p><p align="center"><img alt="" src="/upfile/image/201612/0814028056.jpg" /><br />图3A扫描的厚度测量</p><p style="text-indent:2em;">特殊探头K-Pen带有可变换的延迟块可以对厚度范围0.02-4.4mm的厚度测量，还包括一个直径为3mm的PVDF换能器。</p><p align="center"><img alt="" src="/upfile/image/201612/0814025668.jpg" /><br />图4延迟笔式探头K-Pen</p><p style="text-indent:2em;"><strong>设备构成：</strong></p><p style="text-indent:2em;">1、设备：USLTUSB,USM36，USMGO+，CL5</p><p style="text-indent:2em;">2、探头：K-Pen，MiniDFR</p><p style="text-indent:2em;"><strong>优点：</strong></p><p style="text-indent:2em;">1、确保高质量检测等级</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且提高了工艺</p>]]></description><pubdate><![CDATA[2016-12-8 13:58:41]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>轮副轴纵向孔的横向裂纹检测</title><link>http://www.ndt168.com/guanjian/161.html</link><description><![CDATA[<p style="text-indent:2em;">轮副轴纵向孔的横向裂纹检测</p><p align="center"><img alt="" src="/upfile/image/201612/0813573973.jpg" /><br />图1斜探头的中空轴检测</p><p style="text-indent:2em;">应用：必须对空车轴进行无损检测以发现横向裂纹，事关新的和旧的同时在使用的问题。</p><p style="text-indent:2em;">方案：特殊设计的斜探头可以对纵向中空轴进行检测，设计的双晶探头可以对向前和向后扫查，常用的横波斜探头是45度和70度，频率为2MHZ和4MHZ,探头的直径合乎孔径的大小。探头通过螺纹表面和导向棒相连接，这种带有长度比例计算的导向棒可以对两个方向同时扫描以便每一个情况下的扫查点能被探测到，两个扫查方向可以通过一个开关进行调节。</p><p align="center"><img width="554" height="194" 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" /><br />图2带有选择开关的导向棒和A扫描图</p><p style="text-indent:2em;">A扫描展示了一个左图的2mm的锯齿槽的回波显示，检测之前，应该移除所有支承轴承、&nbsp;轮毂和刹车片等附件，因为具有声透射性能的配件产生的信号无法和裂纹产生的信号区别开来。</p><p align="center"><img width="554" height="232" 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" /><br />图3检验示意图</p><p style="text-indent:2em;"><strong>设备构成：</strong> </p><p style="text-indent:2em;">1设备:USM36/USN60</p><p style="text-indent:2em;">2探头：HW45/ 45B4G / dia. 49.3</p><p style="text-indent:2em;"><a></a><a><strong>优点：</strong></a> </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</p><p style="text-indent:2em;">4提高工艺节约成本</p>]]></description><pubdate><![CDATA[2016-12-8 13:54:32]]></pubdate><category><![CDATA[案例]]></category><author><![CDATA[Teampower（译）]]></author></item><item><title>超声波对管材不同方向缺陷的检测</title><link>http://www.ndt168.com/guanjian/160.html</link><description><![CDATA[<p style="text-indent:2em;">簇状探头检测管材不同方向的缺陷</p><p align="center"><img alt="" src="/upfile/image/201612/0813539761.jpg" /><br />图1管材检测的探头支架</p><p style="text-indent:2em;">应用：在管材中缺陷的角度是不同，所以用标准探头很难进行检测。GE欧洲解决方案中心通过对簇状探头的应用，对以上问题提供了解决方案，簇状探头拥有多个探头能用于检测不同种类的缺陷。</p><p style="text-indent:2em;">方案：簇状探头常用于发现不同方向的缺陷，此处应用的簇状探头包含5个倾斜放置的探头，这也是为什么能在钢管的壁厚中产生45度横波的原因，带有支架装置的5个超声波探头用于检测纵向和横向缺陷，壁厚测量管以及分层。使用信躁比好的超声探测仪（例如USN60或USM36），多路转接器MUXD和簇状探头，那么所有的缺陷都可以被发现。</p><p style="text-indent:2em;">簇状探头探头支架内用水填满并使用HM类型的水浸探头检测，例如H10M。探头支架用于检测管子的直径在50mm-300mm之间。</p><p align="center"><img alt="" src="/upfile/image/201612/0813533188.jpg" /><br />图2探头支架中的探头布置</p><p align="center"><img alt="" src="/upfile/image/201612/0813531255.jpg" /><br />图3在上面的Ascan中可以看到纵向缺陷的回波。下面的A扫描图解横向裂纹的示例。</p><p style="text-indent:2em;"><strong>设备组成：</strong></p><p style="text-indent:2em;">1、设备：USN60</p><p style="text-indent:2em;">2、簇状探头支架</p><p style="text-indent:2em;">3、水浸探头</p><p style="text-indent:2em;"><strong>优点：</strong></p><p style="text-indent:2em;">1、一次检测可发现多个方向的缺陷</p><p style="text-indent:2em;">2、节约时间节省成本</p><p style="text-indent:2em;">3、保证高质量检测等级</p><p style="text-indent:2em;">4、减少现场故障和潜在的风险</p>]]></description><pubdate><![CDATA[2016-12-8 13:49:55]]></pubdate><category><![CDATA[案例]]></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,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCACwAOUDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDqFvbv/n6n/wC/hqZbu6/5+Zv+/hquiVMq0iSYXV1/z8Tf99mpVurn/n4m/wC+zUKrUyrQBILm4/57y/8AfZp63Fx/z3l/77NMVakVKBjhNP8A89pf++zSief/AJ7Sf99GgJTglACefN/z2k/76NL503/PaT/vo0uyjZQA3zpv+e0n/fRpfOm/57Sf99GlK0baAE8+b/ntJ/30aTz5v+e0n/fRp22k2+1O4DfPn/57Sf8AfRpPPn/57Sf99mnFKQpRcCM3E4/5bS/99mmm4n/57y/99mpClMKdaAIzc3H/AD3m/wC+zTDdXH/PxN/32akKVGyUAMa6ucf8fM3/AH2ajN3dD/l5m/7+GnsvNRMtMQx727/5+p/+/hqJr28H/L3cf9/DT3WomWgBjX95/wA/dx/39P8AjUTahe/8/lx/39b/ABpzLULLTARtRvv+f25/7+t/jUT6nf8A/P7df9/m/wAaHWoXWkAPqeoZ/wCP+6H/AG2b/GioWXmimB0yCpkWkVanVazAEWpVShVqZVoGIF6VKqU5UqRVoGRhKcEqULShaAIttG2pdtG2gCLbRtqTFNYhetADMU1iFqtqOp2+mwGW4kVB/Cp6t+FeVan43v3sRafaBM4LbpAMA5JIB9cdPwrOdVR06mtOjKex2+v+NrTSo2SArJN03dVB9vX+VcLbeJru71g3EszDcMZJ5H+fauQvL1mYyTOWY9yaorq08cm6IgL6EZrCUJ1Vc6v3dHR7nssHiO9ixuk3j/aGa0oPFSHieH6lD/Q15XZeNVCKt5A2QMF4znP4Vs2viDT7wgR3KKx/hf5T+tZ3r09ybUpnpkGsWNx92YKfR/lNWsBlypBHqK85EoUZzx6imTa4+mIWilZCBkkNgD/6/tWlPEtuzRnPDpK6Z6KyVBIUQ4Z0B9Cea4Oy+IF7FdJBfrGTLhUUjDL/ALTY7n0qtdXcMcry/OJGf70h4Iz1rrU03Y53Tklex6Ey5FQutc54Z1CeS+nW5uR5O3gSELubtgf4V07AdqpST2Jaa3KrCoWWrTgCq7sBTQiu61A61ZbBqJ1oAqOvPSipWWikB1CLU6LTUWrCLUlColTKtCrUyrxQAipUgSnKvFSKtAyMLS7alK0hFAEe2mkU92xVDUdRttNg826kC5+6o5ZvoKTaWrGlfYmc/p3rlvEHjS00tGS3dZZem7qoPsO5/SuX8TePJbwtb2nyRdNoPB+p7/yrh553mkLyuXY9zXLOu3pE7aOFvrM0dX1661aZmmkfa3Ynk/X/AArHc5pWYtVi2sHnILZVP51i2o6s7lFRVkZj6Y17LmMnP6CmzeH7uIbkUSD/AGa6uG2WJQqrgVNtI69KlYuafu7GM8PTlqzz6WGWFsSIyH0IxUeSeOtd3cpHKpVo1I75FUl020tZlaK3Mt0wykYPC/7R9B7110sTz6WOOrh1DVMq6RbXViiT3E06B/8AV26HJc/Srd3dtBIXmKvcj7ig5WH39296hvL8WbOIZfNuWG15h0T/AGVrDluC5PzcD7zGqtzPQIxUVeY+O42yPOxLsrg5J5PNdGur2N1aRu14I3kyssb9VGODn61zNrDBdI8ZkCSk4jV22r7kt/Sm32l3WnuqzhSH4VkcMG+lWlFS13Mp1JSXkbttqjTTecjlyDghiea6Oz1K5tceXM6r6Bq5/wAP6HeiLMsEbQMwLEtyBirV7cxWGqR2qMWR0zzyVPpXn1GnUcabOum1KK5kdhD4guGUbtrj3GD+YqU69bjAmV1z3XmuTgncv8vC96vWkD3EymQfecBR7etVTr1bpJk1KNO12jrVwQDngjNBAqR0x0qBlIr1DzhCOaKZzRSA7BBzVhFqNBzVhBUFD0WplXNNUVMopFCqtPAoHFGaBAeKjY8HnAHWq2o6pa6XD5l1KFz91ByzfQV5l4p8ey3he3tztj6eWp4/4Ee/06VnOqoadTWnSlUeh1XiHxvaaZGyWrrLL039VH09f5V5ZrHiC71aZnlkbDdSTyf/AK3tWdPcSTuXmcs1QFi3SuSUnN3Z6VKhGmvMGbHSmqpcgYJJ7CpoLd5mwg+prVt7NIBwAW9aznUUDexWtdOC4eYZP92tFVAx2FKFPpSOwQehrmcnN3YNjiQo5NQF2l6cUct8zHAqm87XO5LdhHDH/rJyeB7D1PvW9Kk5+hz1aqhp1JZZS8ht7YAyAfO5+7GPf/Csi81IW6yQWcjNv/1kx+8//wBamXmojyfstplYB1PQye5rFmmzkL+dehCCtZbHJJ296e4SzE5C1BmrdrApgklmXK9B7VHcJCGYRh1IxgE5roSsc0pOTuwikTy2Djntiuj8OaBJqMyXM7MsEYxj1Hp9KreGfDcmqTCeYFbZTnP96us1PU4NMtPKhwqKMADvXnYvEtP2VL4n+BvTg57jdY1aLTrTyocAAYVR3rhVe5v9WVly8pbipLq6lvrgMcsznCqP6V02iaMthFufDXD8u3932oo0lhod2zaetoolidYJYoPLeRm5YoM4+tdFpEQk1CLPRTu/KsKyiLahcSZO3OMe4roNGi330jqeIUwfq3/1h+taUoJNIyqTbTub7rUDrTizJ3zTDP8A3lruOMiKHNFSq6nmigDr1FTpUSiplOKyKJVqUHFQBqivdQttNt/NupAg/hHVmPoB3obSV2NK+w+/1ay0s2wvrhIPtMohi3/xOegrB8R+N7fSkeO0dHlHBlblUPsP4j+lcV4y8XQandxf6OjvbE+Sp52k9Se2a4u4uprqUyTuWb36D6VyzruXwnbSwt9ZGpq/iG61SaRjI+H+87H5m/wHsKxy2OlJkscCnKhLAAEse1Y7HfGKSshgBb71W7axabDMCqfzq1a6eBh5uT2WrvsowB6VhOt0iXYijhWJQFGPpUgTjknmnqnrUMjYO1OtYK7YmxWl2DCmoXYInmSnA6gE4/yKZcXCWkbNIy7x/Ce31/wqgxMw+0X5ZbcHKxkfNIf89u1dlGhf3pbHJVr2fLDckeRrtWldzDZDq3ILj0Ht+prKv9QM6iKMeXbp91B/M0l/fvdNljtjT7qDoorJmnLtgfd/nXfCN/Q5m1T1erCeffwvT19abGqNks4DdgQcVGetFbpWOWUnJ3ZYETxHzHbC9irZ3flW1oHh+XXbjz51KW4PJx972/8Ar1H4a8OSaxOJJAVtlPLf3vYV2Wq6nb6LpxhtwFCLgAV5+Lxbi/Y0vif4GlOnfV7C6lqFvplp5EGERBjiuA1K9kv5zydueBTbvV5r6TdNgD0HStnQ9LVYxf3QwvWNWH6/4UUaCw0eaWrOlSU1yxJtF0tbCEXd4QJdvyg/wD/Gt3TZ2vIGl8rbFuwj5+/6n6Vy+tzXl4r+VE/kqCcD0HUmut0S3SHR7RImdw0asNxycnsKvlbXPLdkt2fKi3YadumEUC/NI2cnt611MNnFaQiKMe5Pdj60/S9N+wW26QDz5OW/2R6VM4ralG2phUdyq6iq7RZNW2HNN2VuYsq+VRU7DmimI6kPUinNUri6isoHnnfbGvU1xPibxhdfYXa3t5hb5xtQct7sR0Fc1SooadTanTczptc8YWulROIXR5F6yMfkX/E+1eVa14rutUncrK/zdZGPzH6egrn73Up9Qm8y4cnH3VHRfoKqPdiL6+lZOnKbvI7YKFJXNIN36k1Iqluegqha6jAxxJlD79K3rOxacB24j6g+tZVf3fxHVTnGavFkENs8zbY1/GtW2s1twAOXPVqnjiWNQqAAU7BH1rgnVctDXYMA0EqlNZlUEsagLGU8cAdT6VMVclg7NIcAn6CqV3fpaZVTuccZHOD6D1NQ31/x5NsGJbgt0LfT0HvVYqtiRJcbZbkj5U7J9f8ACu+jQUVzT+44qlZzfLAfhYQLq+G5zzFDn9T/AI/lWdfXr3DmSZugwB2A9BTLq6Ls0szlmY5JPesuWZpWyenYV2xg5O7MXKNNW6jwZLmVURdxJ4WpGtGhjaQ43D16CmWl3LaOWhcqx7irV3qIurby5o18xWyrqME/UVvtojlbctWVPOaQZnw4xgZHP51q+HPDsus3IZgVtlPLevtSeHvD82t3KlgVtkPzN6+wrvL27tfD+mGOIKiouOBXBjMW4P2VLWT/AANKdO+r2G395b6NYiCDagUY4rz3UdSbUbglj8gPA9afq2rtqEpCsfLz+dJo2jtqVxubKwIfnb+g96WFwyoRc57mzld8sS1omiJdSC5nUi3Q9D/GfT6V1Wz7TjcAsa9qpzXlrZoBI6xQxrhE9fwrHv8Axa5QxWMexf8Ano/JP4VcVKs+Z7DnKNPRG3ql3b2GlzmTG+ZDHFH3OeM/Su28G6OYtLtLq4XGyJREp9cda888D+GLrxXrAvL7zDYQsGlkf/loR0Qf54r2p2VQFRQFAwAOgFb8iWhhzt6kUjVWepnaoG5rRGbIj1pT0pMZNOxTJZEVoqyE46UVQiXX1VtCvN3RUL/lzXE297IEBUh0I4z6V6G6rKjRuAVcEEfWuB1HS59GkImTNsWwkqj5RnoD6VxV4c2p00Z20MrUPD+n6rlkH2acj7yDGT9OhrkNU8Iajp7M6r9ojHO6Prj3HWu9wCOKlWV0Azhl9GrKFSdP4dTacVPc8gwQSCCCOoNW7PVbqwYeRMyr/dPIP4V6RqGhabrAPnQhJezjg/n3/GuQ1TwRe2hJtD9oTrtxh/y7/hXTGvTqe7NW9TB0pw1iyxZeLo3AW8iKE/xpyPyrZS9guIw1vKkmf7prz2SN4XaORWRh1Vhgg/Srum2cpdbgyNFEDwynBc+i/wCNZVcFTesdDani5rSSudk2AhkmcIg6sazZbmXUpvslouExuIPcf3m/wrPmu7jUZRBExbZ3zwn+J96vaFqNrp2oBljEyLxJI38R9B7e9TRw6p6y3HVrSq6R2NGx0WOFw+JJZ+7t0/D0rQvvCGltZO8eoMl7jKoD5isf9o9vwzVu98XWtzaeVb2wt1PBRMYP/Auprl9S8RpBEUihYSnjfngD/GuzlT1OVSktjkLkuZnWT7ykqR6VDUsjb5GkPAYk1GTk1aJeurCtnw/4fm1q5GQRAp+ZvX2FVtK0qTULhVCnZnt3r0m2aHSbBYYgoYDHFcGNxbpLlp/EzWlS5nqSMbfRbIQQKq7VxxXBeINTa/cxIxKg5J9TVvXdaMrmKN/qc1jW0Ml7MsEIyzH8vescHhvZ/vZ7nXKKtykOm6bNqN2IoxgdWc9FFdtBFFbWZht1xBEDz/ePemWdhHZwraQsAzfNIw+83rV+SBJIDCvyqRt47VrUqOq/IiEFTXmZttpcs1rPO6K81zARHKx4jzxgD6dTUuheBrdrqOOX/SpmPQ8IvvjuB71qQoUiiiGTtUIPeuz0bThpltukA+0SD5z/AHR/draMm/dWxjKKWrL1rbQ6dZR21uoVEHYYyfWh5Ka8lQsx61skYtis/pTcE0inNOzVkihQacqUxetSjgUyWGQKKaxophYvg8U/IIwwBB6g1XDU8NWJaKV94esr3LRr9nlP8UY4P1Fc5f6Jeaflnj8yIf8ALSPkfiO1dk0yxLuY8VTmvzJ8qZCmsZU0zWM2jihgipEdl6HP1reudMt7rLY8uQ/xJ/UVkXOmXNpklfMj/vp/UVhKFjojNMzdUtor21ZTZwzSdvMHArlW0q61W6VI1ZYiAWfbgY9vQV2G8O4VJFD56E/zqtpbvDbiM8NGzpkezGnBuC0FKKk9TiNbS7slFsbWS3tl4DEf6z6kcfhWdDcuLcpEpyPmLegr1h3jmjKSoCp6jAIP1FYl94QsrqKU2bG2aQfMIxlT9VP9K0jiFtNCcJL4WYqXqt4Yi+zFY5AvlzFhncD6ehrM1eSBkEqj/Wtnbj7uPSk1Lw9qelRsBEzwH7zxEkNj1HUViszNgMSceprqi1PWL0OV3jutSWcQsw8jeewB71o6R4eutRnxsOxTyff0q34e0uGfImKeY2DuLcoPQD1ru4mttIsFSBQDjGMdK4cXjXS9yCuzaFPnd2UYbGLRrYINvmY5IrndZ1g5MUbZJ6mpNc1s5ZVbLn07VzJLzSYALOx7VlhcM2/aVNzquobAsEt3dLFEC8jnAFdZaWkWi2PGGlONzf3j6D2pNI0v+zoQ7czyD5vYegqbU8JYSljjA6+lbVKntZKC+EXLy+89xmj26zyy6gZpHdjtAz8v5VsKeKoaXCbaz8th1cnpjNb+iaf9um8yUfuIzz/tH0q5aysjGOiuzU8P6d5ai9nX5m/1SnsPWtp5M96iaTjjp6Co2f1reEeVGEpXJGkpoJbvUJbNSITWiRBL0HWkJptPWMmmSxE5NT5wKaFC0E0xAeaKaaKYi7ikyRQDS5BrE0Kd4juQRnAqmCVPNbBANVprVX9jUtFJlQSVIsh9aikt3j+lRbiOtS0WmJNpdnNM04jCTMMF1HWsO9sBp90RGxcTEysSP4iea31krH16ZVntgWwXBUe59KzqLQuD1KgY+lKH6etN3YpwINYm5Lv3D5xu9+hrL1Dw3p+pZZ4VEh/iX5W/wNaGAOnSnCp5eq0B9mYNj4fXSpWYq85xgbjjH4Vm65qrxOY2DLIegPauzDnG1gCPQ1Fc2dtexFJo1YekgyPwPUVHK+fnnqVFxWx5XJIXb1Y10eg6QLf/AEm5GHxlQf4RWjJ4asrS/WWEPuHOwtlAfXNTO2TgH5R3/vH1rapW51ywGtPekOzk7iMeg9KawVwVYAqeoPekz3NIoaV1SMEsxwB6mpiraIhu+5bsrV725WGM47lv7o9a7CFI7aBIYRhEGBVDTbNNPttgwZG5dvU+n0FWi/vXXThZXZzVJ3J2k96jLZNQl81LEueTWyRiyaNalNNHApynPFUIci5NTDgUigYopksCaaTQTTSaAA0UlFMC2GpwNRA0oNZFEwNBINR7qdmkNMGUEVVltlbpxVvNGM0WHcyZIGjPrWZqtm15bqE2+bGcruFdMyA1Xkt1P8PNKyHzM4cTGOXyZMrIBnBGPyqZW754rorqwWT78YYe4rIuNKKZMDY/2WrnnSa2N41U9yvvz0p+RVdg0RxKpQ+uOPzqQN71lsa7k6sKkwCKgVjmpFNUhFO/YeTICnOOCO/NZRPPpWvfMwt3BXIPQ/jWI7c81D0KQM/Wug0Wx+zp9plX964+UH+Ef4mszSLH7RL9omH7pT8oP8R/wrod9b0ofaZjVn0RY30m7jOe9Q7s1IkbN611I5mySMbmq2gwKjjj2ipRVCF71PGtQp94VZHAoELnApCaCaSmISkNLTaADGaKQ0UxEwalDUghl/55Sf8AfBpwhl/55Sf98GsygBp4OKb5Uv8Azyk/74NL5Uv/ADyk/wC+TQMdupwNMEUv/PKT/vk0vly/885P++TSsA7NIeaPLl/55Sf98mneXLtx5T9c52miw7kTR5qvLaBu1XfLl/55v/3yaXypf+eT/wDfJosFzDuLDIIK5HvWVNpuzJhJU+h6V2Bgc9Yn/wC+TUUmn+Z1icfRTUuCZSm1scUQ0ZxKpHv2qRCK6SfRXYcRuf8AgJrIvPD16UY2wljI9FPP4Vk6L6GyrLqY+oyBLZz5gA9Cfesm0tzfXOxT8i/fI7CujuNOvXheAafOwcnJZDipNN8Oz2sGwW8i5OWOw8miNC+4OtbYbEqxoqIAFAwAKsxwO+PSr0OmvGOYJCfXYanW3mBz5En/AHwa6LHO2VY7ZV68mpgoXpUnkTf88Zf++DR5Ex/5Yy/98GqsIYDTlG40v2eb/njL/wB8Gp4raUf8spP++DRYAWMCn9KeIZR/yyk/74NIYZf+eUn/AHwaZIw0hp5hl/55Sf8AfBpDDL/zyk/74NADKQ0/yZf+eUn/AHwaPIl/54yf98GgCI0VIYJj0ik/74NFMD//2Q==" /><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[案例]]></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[案例]]></category><author><![CDATA[Teampower（译）]]></author></item></channel></rss>