烟霏 发表于 7 天前

激光功率测量中的新技巧和新思路

       Luigi Argenti, Andrea Brinciotti, Flavio Ferretti - Laserpoint s.r.l.- Vimodrone –Italy
  高亮度激光测量带来的挑战
  高功率激光已经成为各种激光生产加工中的工具,无论是激光切割,还是激光焊接,甚至是军事设备中都有激光器。从上世纪九十年代以来,各种高功率激光器应用越来越广泛,从CO2激光到碟片激光再到光纤激光,激光市场呈指数增长。相对于传统的激光器,高功率激光可以输出几千瓦的功率,再加上光束质量高的特点,使其可以聚焦成非常小的光斑。在促进激光高速发展的各种因素中,优异的光束质量比高功率更重要。
  通常,激光光束质量定义为Beam Parameter Product (BPP),或者更通俗的说就是M2。光束发散角和束腰的乘积BPP表征了该光束可以聚焦成多小的光斑。实际光束的BPP和同一波长下理想高斯光束的BPP比值就称为M2。这个光束质量的参数和波长有关。简单的说,更好的光束质量(M2值趋于1或理想高斯光束)意味着能达到更高的激光功率密度(W/cm2),影响加工成本,加工速度以及加工质量,进而带来新的技术挑战。
  “亮度(brightness)”的概念是用来同时表述输出功率和光束质量的,通常定义它为单位面积,单位立体角(W/(m2*sr)内的输出功率。高亮度意味着小的固定角度内高的功率密度。光纤激光和碟片激光都属于我们通常所说的高亮度激光。无论是在激光输出端还是在加工端对这些激光进行操作,高功率和高的功率密度的特点都不能忽视。因为它们会带来以下几个方面的问题:
  • 光学元件必须具有高的损坏阈值以及低的热透镜形变。
  • 激光安全:波长越短(通常在1070nm附近),对人眼来说越危险。
  • 激光的运动和控制系统(加速度,方向等)必须拥有高的运行速度。
  • 激光参数的测量;特别是激光功率的测量尤为重要。工业应用的激光功率正在持续攀升,万瓦级的激光应用现在已经非常普遍了。即使在这种情况下,也必须保证测量的准确度。
  高功率和高亮度激光测量设备
  下一代的高功率工业和激光热电探测器都要求承受超过几KW/cm2的功率密度。这样,无论对于散热还是对于材料的硬度来说,都是一项挑战。基于热量计和热电堆的功率计毫无争议的被认为是测量高功率激光功率的设备。这两种功率计是根据吸收激光辐射所产生的热量引起的温度差来进行测量的。测量时直接测量冷却液中的温度或者测量热电堆产生的电势差(电压)。而设备输出电压信号和激光器的功率有对应关系。再详细点说,适合测量高功率激光功率的仪器包括:
  A)持续流热量计的功率计:在这种一起种,激光辐射作为持续稳定的热流被热沉吸收。热流和吸收的激光辐射有一一对应关系,并且可以通过测量冷却液(通常是谁)在热量计输入端和输出端的温差(DT)来计算。
  激光功率可以根据下面的公式来计算。
  P = Cp *f *DT /kc
  P= 激光功率 (J/s);
  Cp= 液体热容 (J/kg °C) ;
  f= 液体流量 (kg/s)
  DT= 温差 (°C)
  kc 校准系数 (和吸收体有关)
  持续流热量计非常精密,对特别高功率的测量(万瓦级以上)来说是非常常规的仪器。
data:image/png;base64,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
  Fig1- 持续流热量计示意图
  b)基于热电堆的功率计:在这种仪器中,激光辐射被一层特殊材料吸收,并转化为热量,进而通过Seebeck效应,被一个热电偶阵列转化为电压信号。电动势(电压)正比于吸热区(热区)和热沉(冷区)的温差。
  这样,热吸收引起的热量梯度就和激光功率有了一一对应的关系。
  简单来说,热电堆其实就是热电偶阵列热端和冷端结合起来产生总的电压信号。根据热流方式的不同,热电堆可分为两类:轴向和径向。在径向热电堆中,激光器打在传感器的中间区域,从而被吸收,进行功率测量。

data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCADNAVcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiiigAooooAKKKaXVSoZgC3ABPWgB1FctfX2rm+1I2KZWQRW9nI8yCBTzvc8k7st0x/CPWsYDxTFaRM0srSWtkY5A9xGP35BAYkNhs7hkMBjbweaAPQqK4eCz1xdW0xGvrgWMCI9xI9wPMY8szMm4/KcKnU4ySPbs0uoJGVUmjYuMqA4OR6igCWiiigAooooAKKKKACiiigAooooAQnAJ9PSsIeM9IEQlmllgQmQKZomTd5f38Z64Ixx34pt/wCKUtJrzZbiS2smEU8nmhX8xgCFRcc8ugJJGN3tXP2b6PdObO8sPLSwt5BI4ufMRY4nVyQcDcWfIJ4+4woA6NvGOlKs7b5mEEghbbCxzJ/dHqRg59MGkHjXRDKIvtmJCYQFKMD+9Xcvb+7yfTviubsbLStU8OX51GzkjhsmabEt3uXe8e8/OFHzLuOeDtJPWq8lzotws091ozm5IlknH2jLkmIblJwD9+ZY1HHP0pgdVN430aCB5ZJplCMBgwPuIKlgwGMlSFJz7Vdt/EFjc3xs42k84SvFgxsASgBbB9BkDPqcVx2gXen6tdW8trpRnvEBdmvboNj7qFslTllZWRcDHyN0zUaXNraxxXMsFwkJF5GZE1AszwhmaaQjYM5fGORkleRQB3Oka1aa5bNcWJd4A20SMhUN9M9RV+uBh8aW/hiwSyfTpSttJ5TbbhZNibVOSwAyQzohHqeprs4L4PBE88UkLsoLKyNhCe2cevekBbooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5fW/DOoaprUWpRajHE9qrpaxGPKx7o2UsTnO7cw9sKBXUUUAcJY/Dua0FqgvIUEMhkLLHuOSANuG+VhhF+YjI59aSb4e3U9qFa/t4ptiqxjh+WQoG2s+SdxLOzMTz0x0zXeUUXA4K4+HlzLcXkqXNsqzARJHtbCwgoNm7OR8karx6k1p2ng0w+I01KSdDHGu2OFEwYsKFUq3XvJnPB356iuqooAqsrWpEvmyOg4cMc4Hr+H8qtUhGRg8g1Bbny2a3b+HlD6r/wDW6flQBYoopks0cETSzSJHGgyzucAD3NAD6K4nWviVaWrNDpMP2uQceax2xD6d2/Qe9cfe+M9dv2O7UHgU/wAFuojA/Hr+tAHs1FeBS3NxM26W6uXb1adyf50+DU7+0Oba/vIsf3J3x+WcUAe9UV5PpvxH1iyIF4kWoRD1Ajk/McH8RXe6B4t0zxEpW0lMdwoy9vKNsg/DuPcUAaT6bZSySySWduzzLslZolJdfRjjkfWmNo+nPtLWFodieWuYV4Tn5Rx05PHvVyigCsdNsjbR25s7cwRsGSPyl2qR0IGMA0DT7MSSSC0g8yVg0jeWMuQcgk45IPSrNFAFVdNslkjkWztw8WfLYRLlMnJwccZJJo/syxyp+x2+VjMSnyl4Q9VHHQ+lWqKAKq6XYrEsa2VsI1G1VES4AzuwBj1AP1qyyh1KsMgjBBpaKAIIGKMYHJLLypP8S/54qeop4y6ho8CRDlc/y/GnRSCWMOucHseo9qAH0Vka74m0/wAPwlruXMpGVhTlj/gPc15xrHxE1XU90dniygP9z7x/Hr/KgD1W71C0sE3XdzDAvrI4WsO5+IXhu2ODqKyN6RRs/wDIV47M73Ehe4keZz1LnNJ04A/KgD1sfE3w6QT511x/06yf4Vbg8e+HJ3CjVI0JOP3qMg/MgCvGOtFAH0FbXttepvtbiGdfWNww/Sp6+ebeR7WYTWzvDKvR4mKsPxFdbovxG1TT2VNQ/wBPt+mThZV+h6H8fzoA9ZorM0XxBp+v2xlsJtxX78bDDofcf16Vp0AFFFFABRRRQBzV9Lrx1HU1sbaT94scNm7uohTgl5DznOW6Y/hHrWMlt4vS0gOLp5bexKMHmX5p8EBwQ2H6jIYDG3g8131FAHF2+meIRqulqbm8FhCE8+R5v3jtyzFl3EFThUxk4ySKr6jb+LJ9U1Oe3+1RW7nyYEjkX5ULIN6qWwTtV2/hOWA57d5RQBxE9p4rN2wtTKlr9le2hLTgsJCVHnOCTyMsQMnAX3rU8N2Ov232ptXvVlfMcUQILLtVACw56sSc55OO1dHRQBDBIz7kkwJEOGx0PoamqvP+6mSb+H7j/Q9D+B/masUAFFFFABUNxGzKJIx+8jOV9/UfjU1YnibxLbeHbLe+JLqQHyYQeWPqfQCgB+t+JbHQ7Bbidt7yD91Cv3nP9Pc15Tr3iS/8Qz7rt9sCnKW6H5F/xPuf0qhe3txf30lzdymWWU5LHt7D0HtUNABS0VDJdwRHEkyKfQmgRNRVdL61kOFnQn61YGCuQQR6igAppDLIksLtHPGcxyKcFT9RThRQB6p4K8YjW4hZ3vy3sYxu/wCemP6459666vALe6ksLuO6hcoyMMsOo54P4f417boGrLrOkxXIwJPuyqP4XHX/AB+hoGaVFFFABRRRQAUUUUAFcL4u8bpo88tppbK9y3Er9Vib29W9ew4qXx74wOkxHTrByLuQfvHU8xg9AP8AaP6Dn0ryvBYln5ZutAD55pbqZpriRpJHO4ljkk/1NMxSD0PUUtAhQaQdaWjIAyTj60DExzQKRnVQCzAA8Ak07POO/pQIKXNJmgc0ATWl5cafdJdWczwzp910PP0PqPY16z4P8Zw+IIhbXWyHUUHKDhZQP4l/qO1eQGljlkglSWF2jljYMjqcFSOhFAz6Horm/BvipPEdgUmKpfwACZBwGHZx7H9D+FdJQAUUUUAFFFFAGdrGvadoMCy6ndJArnCA5LN9AOTRpWv6ZrkZfTb2G4x1VWwy/VTyK8V8calNqfi+/aYnbBIYI1zwqqcfqcn8a5tJhHdb45nhmQja6Egj8RzWLq2Z6UMBzQTvqz6forxLRvidr2lbVvCmpW46+ZxJj2cf1Br0DQ/iVoOslY3nNjcH/lnc4UE+zdD+dXGpFnNVwlWnutDq3QSIyMMqwwRUds5MZRzmSM7WPr6H8RUqsGUMpBBGQR3qCX91cJKPuvhH/ofzOPxqzmLFFFIzBFLMQFAySegFAGfrmtW+g6ZJd3Jzj5UQdXbsBXjGpajcatqEt5ePulkPOOijsB7CtPxd4ibxDqxaMkWcGVgX1Hdvqf5YrBoACN3HSq1zfx2q/Nkyf3BSXl75A2R8yn/x3/69R2lj5bCe4+aQnODzt9/rQIiWG91D5pnMMJ6KByf8+9W4tOtoQMRhj6tzVo0lADPLRRgIo+gFIIUUkoAhPdRjNPpaAGq3OG4b+dOpGGRkfeHIpUIZQw6GgAKgggjINdl8M9VMGoNYyt8s6lRn++vI/Nc/kK46rGjXh0/Worgf8s3SX8jg/pQB7zRSAhgCOQelLQMKKKKACsfxRrqeH9FluvlMzfJCh/ic/wBB1P0rYrxjx7rh1nxBJDG+ba2Jijx0OPvN+J4+goA56aeW8uXuZ3aSRyWLN1JPU/jR2pvsKUUCGTl1iZok3uoyq5xmmpcxm0Fwx2pt3N7etTMyIV8x1QMwUFjgZJwOauXmm20NvJ9nkEpR9lwR90luhHt1H1FAxq2SNYfaFuYnYxCYRpyQhI6nseRx9aztN1Cay1XUIkCMJFRgXXcVHovp1o8LNsuDZSn7rtbt/uuCAfzqrIDFrvPDPbkH6g0AWvE67NQMa4B+28Y+pNauo3klxYwzXThpGeRi20A7VAA6fjWZ4kGdfhQnO653H8gf60viGUw6TBEv32gVR9XYn+RoAfoSJqGlvJNNIt0WeVdy5j8sfr2/UUA9PXrip7WNbHRWHTzcQg/7C4LH88D86p+HEj1HVJLi4gaVJgYYAGwUH9/9OfxoAmxzRTnUJK6o4kRWIDgY3D1pvegC7o+qTaJq0F/bcvEfmTP31P3l/H+eK9zsL6DU7CC8tW3QzIHU+x9fevn/ABXofwv1zmfRpm9ZrfP/AI+v54P4mgD0WiiigAooooA4Dxd8MRrd5Pf6TeLaXUx3Okqbo2b1yOVJ/GvI9d8Ia/4bLNqVhJ5IP/HxH88Z/wCBDp+OK+m6QgMCCAQeCDUOCZ0QxNSNtT5Qhu2TlWq0t3HIMSp17ivdvEHwv8O68Wk+y/Yrk/8ALa1wmT7r90/lXmmvfCHX9J3yacU1O3HI8v5ZQP8AdPX8CaylS7HfSx6ekihovifV9DI/srUXEQ/5YOdyH/gJ6fhiu0T4nWut6VcaX4ggnsTcRmM3VmxIUnvj7w/WvJJPOtJ2huI5IJl4ZJFKsPqDViO+bAD4ce9JSlE2lSoV9WtfI+h/A+pJf+F7SP7XDdT2q+RI8bZ3beA3ryADz61m/EXXvsWnLpkDYnu1zIR/DH3/AD6fTNeLWl4YJ1nsrmW1nXo6OVI/EVfutd1G8uTcahIbpyApkbAOB05HFaRqp7nFVy+a1g7lvFQ3VwLaLPVjwopsV/BLxu2N6PxVVQb673N/q17e3YfjWiaexwShKLtJWJLG2JP2iXJZuVz/ADq/1HNJS0ySNZk84wbgZFXdj2qTvWdqN5BazRv964Toq/3T1BrNk1u7diVKIPQLn+dAzo8UVh2uuuHC3ShlP8ajBH4VtghlDKQVIyCO9AgpqcO6/wDAh+NPxTDxKPdT/SgCSmD/AI+4/wDaRlp2ab/y8wn3b+VAHu2i3H2rRLGbOS8CE/XaM1erH8JPv8KaacY/cAflxWxQMKKKKAMbxbqx0bw3dXMbbZivlxH/AG24H5dfwrwxDuy/rwM+gr0L4s6iQ9lp6ngKZmHuflX/ANmrgAoVAvYDFABR057UYpk6yNCwgcRy/wALEZwaBFnUNIkbTl+0qPLlGD6xk8jI7HuKq+HrzbI9nenG0eTN7oejfgcH8Kk0zXppr2dNRXdPJxcRdBIvqvpjt6VBrtk2n3EV9bnzYwudw/5axf4jvQMiuY5NN8RDcMNKDG2P769D/KpdeUJ4ht5kGEm3EfR13f1NT6pDJq+jxX1mPMmtgGYg8kKMq34rkfVaS6MeoWdluiMc0BDeYeuBnC4/Hn6CgCLXPm8RWoXP3N44/wCma0a5+/8AEUFqvzLAckD/AGVCj9RU8zNczwSzOWeBSsfoBx+fQVJAwOuf2jdHexCghVAxjkHHfnBNAFbxHI3mQ6XA3z4EJI7d3P5k/lV5BHpGkgDCPNHgE/8ALOH1+rfy+tUdJtRdajdajdB/s6EgbxhigPA9ix/rVa6mm8Q6kyLkwB/n2D/WN2RfYdKAJtGjbWNQaSSZ4IdjLbLjiR+2761ZKlSVZSrA4IPUGrkkkeiwtHGyC6C4kkB+WAf3VPr6ntWVaXi3m8xpJ5YOBIy4Vz3waALFXNI1FtH1e0v1z+4kDMB3Xow/ImqdGM9elAj6GR1kRXQgqwyCO4orD8E3/wDaPhKxdmy8SeS/1Q7f5AH8aKBm9RRRQAUUUUAFFFFAGbrHh7Stfg8rVbGG5XsXX5l+jDkfhXm+vfBCNt0vh6/MZ6/Z7rlfwccj8QfrXrVFJpMuM5R2Z8ua34e1fw1OI9XspIAx+ST7yP8ARhxVOG8dPut+Fes/Em/+1+IFtM5itYgpU8jc3J/TbXA3Oh2txlkBhc906flWcqSex2UsdKPxGct1FKMSLtPqv+FWYHkhybaQFT1Xr+n+FUJ9Lu7djsXzlBIBTrx7VWS4KNjJVh2NZcso7HdGvSrK0tTpItUXO2dCh9RyP8abqGppb24MDK8j/dwc496yY78kASgOPfrUpS3uBwQD6N/jVKq1uYVMvhLWm7GczFmLMSWJySe9FWpbFk5Xp7/41WZGQ4YEVtGalscFXD1KXxLQSt3QbgvbyQMf9Wcr9D/9esKtTw+T9tlHYx8/mKowN6mN/rY/xqTFMP8Arh7KaBDqdDH5l1GPQE02pLdtsrt3CHFAHtHhaPy/C+mrt2/uFOPqM1rVW06D7NplrD/zzhRPyAFY/jjxFJ4Z8Mz3tuoa4ZhFDuGQGbufoMn8KG7FRi5NJHQ0V81P4q16SRnbWdQ3MckidgPyBwKmTxr4kjOV1u+/4FJn+dZe1R3fUJ90dH49uzeeM7ofwxMsQHsq/wCJNYZqITzXUyXFzI0s0iGSR26sxPJNS9a1OB6Owgq5aTWUVq3nrHcO8uxo1YCSJQM7h6cnvwaqVUvdG3lboLLbSv8AMswUgN/jQBb1bRRLCt1aS70Q/u7hRgof7rjtTdJ1NLmOTTdRAjbqcj7jdN4/2T3FVLTWLzSJx9rGAfl85RlHHowq/dWOnavCLqG4+yyIpYBGzzjjYe4z/CeRQBDFYtpck9tHciaDI27eg7kZ7gHpT6FG1QDyQOtLQAYoFFFAhLk3U9k9nbyBVnZd+Rkj/d9D2qeW4tfC9kIY2H2rG0snJj9VX1Y9z2qHGQR2ottITzf7R1W8Mjycqxw0jDp8q9B06mgZnQWF1rM6ieNxGTmO2Tqfdq35447LS1sWmjaVJfMWOIZWPjBBbp+ArPvfEtvAjW1mPLRuDHCdzv8A7zd/p0qpZx6rqM+IY4raNEaQiTksq8kfWgC91oxSA9+1OoA9M+Fdzv0e+tu8Vxv/AAZR/VTRVD4UyYvNUjwcmOJs546sKKAPSaKKKACiiigAooooAKSlqnq8/wBl0a9nzjy4HbP0U0AeKavd/wBoaxe3WeJZ2YfTOB+gFUydqk+gzQowAD6UMMjHqQP1oERom1gD1VB+Z/8A1U25sre7GJ4lY/3uhH41ZlwLiXHTdj9BTKBp2Od1LRxZRedDMSmQNjdfzrNEpU4YEV0OvH/Qox/00/oawCM9ahwTOmnipwLEN66cBsj0NOubhJogAm18546VTMY/hJFOAwOuahUrO50VMbz03HuLWx4ej+aeX6IP51jdK6nTLY2tjGjDDt8zfU1secW80xeZHPphf8/nTiQqknoOaSMEIM9TyfrQIWreiWv2/W7S16iadFOP7oOT+gNVGO1Sx6AV03wwsTeeImumHyWkRb/gTcD9N1Az1yuc8eeHJfFHhaextXCXSsssJY4BZexPuCR+NdHRQNNp3R8vXHhvxJZs6z6PqKlPvEQMw/MDBqpJaarDxLZXiEjOGgYf0r6soqPZo6Vi5nzjF/yzz18lalFJccavcpnO0sufXDml71ZysXrTW8XQxzqlvJNBEI0QxyplGIGDxyOtO61Z/s2Oe3jea6s18xdwSXPT64xQA1LvTNRQh41jLdWtiGU/VD/Q1V/sCC18y6tL9RGpUiGNsbznkFWwRx6Zol8LW0pzFJZhsZzFchT+tEXhy+hcs2oMII1L8yIwJHQZz0NADz0oxSZpaBCUUtJQAueKjbQrvUgsk9y/2MZ8tXkWNFGeRnOTzUmQBk9BTJ9D12RlXzJ9iAhMW+SoJzjI69aBlm303TLFceeGP922jyf++2xU/wBst4QwtbEKxUr5k0jM2CMHpgCsh/Dmp9ZpdQwfSIinQ+GERJ5rqS9jMUe9GfK7nyMDkUAWBxj0pc0meaBQI7v4VAf2rqR3HIhj47febmip/hRDmTVJ9o4EUYbv/EcfqKKBno1FFFABRRRQAUUUUAFYfjN9nhDUjzzFt49yB/WtysHxx/yJ2o/7i/8AoQoA8bNIR93/AHh/OlpHOEJ9MGgQD7z/AO+aDSsMSyD/AGs0lAFHWITLpzkdYyH/AA71zldjgEEEZB6iuev9Jlt3LQqZITyMclfagZn0UoVmbaqsW9ACTWlZaLLMQ9yDFH/d/iP+FADdIsPtMwmkH7mM9/4mroaakaxoqIoVVGAB2pxIAJJwBQIY/wAxCevJ+lPpqA8s3Vv0p1AFa+k2xBO7n9K9a+GOknT/AAut1IuJb5/O+idF/Tn8a8p0rTn8R+IrewiJCzPtLD+FByx/IH9K+g4YUt4I4YlCxxqEVR2AGAKBklFFFABRRRQB8++IoPsfjjVIMYAncqPZiGH86r10HxTsvsHjeG8Awl5ErE/7S/Kf021gUAKDVe8n1WcxxQi2WGBSsbN95gTnn6EmrGKuaZHHLcvG8SSuY2MSyMQpYc4OPagDC8rVS2GubZfYJn+lJNZaspiQSky3BKxqIdoPr8xxjHrWhP4rEGUtnjV+yWsQB/Pr+tUmuNW1KQfu9hY4DTEyOfoKANCS2FkyW32lbhlQZcEHJxz9cH0pKLfTYdJWe41WYS3DR7VVz80fvxwo/X2pLQS3OmLfeWBA8piU7ssSOhx1GaAFopZ/9FBNwrRYOPnUjn/JFMuZBYXdvHfI8MUjYdyPujHH59PagCZbC5v7eYWbMrx4wyn5geoAHc98elZ0smtwTN5pjlkJJOSY2z9OKsahpE0TvfaXcEwuRuzyuewcfwt7/lSQeJriHFvqI29gtwvmRn6E8j86AK41u8gObi2vEx/EkhIqzb61/aKPGlzO2Mb43Y/yrRWbTrhQWiltif44G8xD/wABPP5Go71oDMi24QpDGI/NVcGTuSe/U0AV6BRSHgE+goEerfC+1MPhyacjm4uGI+igL/MGit/w3p50vw5YWjDDxwrvH+0eW/UmigZqUUUUAFFFFABRRRQAVkeK4TceFdTjXr9nZvyGf6Vr1HcQrcW0sL/dkQofoRigDwDNLjIwe9LJC1tLJDIMPExjYe4OD/KmigQrc7G/vLg/UcUUqjdlPU5U/wC1/wDXHFJ1oGFFFFAgBozRRQACm/fP+yD+ZpMl+Bwvc+v0p+AAAOlABVW/n8qHap+d+B7DuassyxoWY4AGSaf4V8PTeL/EKxMGW1TD3Dj+FOy/U9PzPagZ3nwn8OG00+TWbhMS3Q2QAjkR56/8CI/ICvRKZFEkESRRKEjRQqqOgA6Cn0AFFFFABRRRQBwPxe0g3vhmK/jGZLCTc3+43B/I7T+FeYW8vnW6P3I5+tfQt/ZxajYXFncLuinjaNx7EYr54ayn0TWLzSbv/WQOQD/ex3H1GDQBPmo541niaJskOMHBxTiew60qjH+NAiWw0m3t7XzmZbe3Dbdyrudz6Af1PFMvddisB5NlGY3cYAU7pn+rdh7Chrm5hsrqG18vNwmwiQZAPZh7jtU+h+G4Y4GvbxysA5eZj80h9B7UDKGn6JPqe661JxHbRfMw/gT2/wBpvars1wGKrbx+VDGcxp3z6se5/wD1CptQ1A3jJHEgitYuIoh29z71ToAuaxA2qW88ckjs2PtETk87Gxn/AL5IH5Gqen3C63ZNYajj7VGSgZz1P90n0PUHsa0IXY6bHcRgNJYyYYH+KN+x9s5H41ja1bf2feLfWwLRFQSP78R6fiOn4UAMgurrw7d+XK7+TnYHYZKf7DjuK12tbPV49sSxRTN/yxc/upP9w9j7H8KF8rXbMIcSXOz5c/8ALwnp/vD9ax47G70x4VaKRrC4LCJmHKkckfSgCf8AsC50sRzxymKJ5SjW0vXA6sPTB4qfFOlnlndWmcuyqEBPoOgpKAG4rY8KaX/bHiWztmXMSv50vHG1eefqcD8ayDXqXw00X7HpEmpTIRLeH5MjkRjp+ZyfpigDtaKKKACiiigAooooAKKKKACiiigDx/x5pf8AZ3iiZ1B8q7Hnr9Tww/Pn8a52vXfHOgnWtDLwIWu7XMsQA5YfxL+I/UCvIgQQCOhoAKY7SK27G9e+PvfX3p9FAhEdXGVYH6UuKQorfeUH3xSCJP7g/KgAMi5wvzH0Xmk2l/v8D+6P60/GKKADtRmjP5VnvLPql2ljp8bSvK2xQnWQ+g9vegB6pca1qENhp8Zlklbaij+I+v0HrXunhPw1B4X0ZLSIh5mO+eXH+sf/AAHQVm+BvBEPha08+42y6lMuJJB0jH9xfb1Per+vJLc3Vk8FxIlvB5stx5V35W8KuAhwR1YjJ7YxxmgZvUV56tt4jeW2tZ9VZzKYt5guEDhSGdyBvBI3Mq5BB2ocD1JbPxJcSakI9R+z+cTFCwvQwt03ZJYZOGVUXkD/AJaEnpQB6FRXAG08SyeclxqDbpHdxLFdKi27BgMkZztCAELzy3zetOiTVVaKW61UyPdTi4miivVVbeJd7hAS/O7KKdvGBn3oA72iuJtxq11Jo8N5cTwRwRNPfMt0mWYkEZ2uD5fXBGe3FdokiSZ2MrYODg5waAHV5l8WfDRuY013T1zc2igXIUdY+zH6fyPtXo8kpZzFD9/+Juy//X9qUW8fktEyBkcEOG53Z659aAPne3lWeFZF79R6GpK1PGXhSTwXq/nW6s2kXTfIevlN/dP07eo+lZYYMAVIIPQigBQeaUu2zy97bM7tueM+uKSkZgqlmIA9TQIKKWk6UAaOhun9oG3m/wBVdRmFvx5H60LatNFLYTFFmtnJUyHClSQGBPpyG/E1nqxVgykhgcgjqDSyM0zl5WLueSzHJNAytbWkmmXlxbRyiSCJw0MyHj1OPoauXN1NdymSdyzHoOy+wHYVGaM0CDFKKSrGn2Fzql7HZ2URknkPyr2A7knsB60AaXhbQH8RazHblT9ljxJcMOy/3fq3T8z2r2xEWNFRFCqowABgAVl+G9Ag8O6UlpCd8h+aaXHMj9z9OwHpWtQMKKKKACiiigAooooAKKKKACiiigArzbx14Oe3lm1fTYy0LHfcwqOUPd1Hp6j8fWvSaKAPnwHIBBBB6EUteo+Ifh3Z6lI1zpci2Ny3LKFzFIfdex9x+RrgdU8Na3o7t9q02eSNefOth5qEevHzD8RQBmU10WRSjjINV21K0Q4eYIfRlIP8qhbW7NfuOzn0Uf40CLFvBNAzhpmmjP3A3Vfx71JNcw26bpXCj0PX8qbZWmu624j0nS5yG/5aFOB/wI4UV1+g/B2aaZbnxLeZHX7PAxJPsX7fQfnQM4vT7DVPFl79j0q2ZkH3yThVHq7dvp/OvZvB/gex8KWwcYuNQdcSXDDp/sqOw/n3rU07TIdBtFtdPtY1tV5CxLhh7n+8ffrWhFNHMCY2Bx1HcfUdqAFfcUbYQGxwT0zXGx+ApbdopIr5JZE2ZW4RpI3PzM5K7u8j78DjKiu0ooA57SfCkWjzGaFopJYrVLe2aSPlMbizEj1Zu2MAAVSPgmSW8Wae7hZZmZ7tVhxvZnViF54BCIhzk4B9TXXUUAcPD8PZbe7kulv4pZZZUmkSaEmOR8ky7hnozbDj/YA5rQ1Dwet412VNmv2kQwkfZ8BIEOXUYPViW59CPSuoooA4248BG8aUXV3E0bvIGKQ7XkjdwzKxzzwqoMYAA6emx4f8OjRdHhtHupZply0sqkp5jk8nH+elbVFADUjWNQqjAp1FFAFXUdOtdWsZbO/gWe3lGGRu/wDgfevEvFPhK98F3TuqyXOjO2UnAyYs/wALf49D9eK93qtOVule3WNJEYbZC4ymO4x3+lAHz6JVdAyEMG6Y71ELUG68+RmYgfKpPyr9K9D8QfCYK73Xhm4EDnlrSY5jc/7J/h/l9K4S8gvNJm8rV7Kexk6AyL8jfRuhoAKKAQwypBHqOaXFAhKO9FFAAaKIw0swiiVpJW+7GilmP0A5rsND+HGpagyy6ofsNt1KZBmYfTov45PtQBzOl6VeazfLaWEJllPLHoqD+8x7D/Ir2Dwt4UtvDVoQpE15KP305GCf9keiitDStGsdEtBbafbrDH1YjlnPqx6k/Wr1AwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK1xptld5+02dvNnr5kSt/MVHHo2mwuHi0+0Rl6FYFBH6VdooASloooAKilt0lIblXHR1ODUtFAFfzJoP9avmJ/fQcj6j/D8qmjkSVA0bBlPcGnVDJbKzF0Jjk/vL3+o70ATUVX86SLieMkf34wSPxHUfrVTVtbj0vTzciGWZ/MSNIgjBpGZgABkc9zx6UAadFcnB47iuJGcWbR2UUTTzXMjkCOPcwXjb95guQpI6ils/GkuoW2nzW+mAi7WaRla4AaJYn2k8KQc8Y56nHvQB1dFchH498y1WcafgeXNI6GYiRAm1QpUqPmLsEx655NR2fxES/msYLfTZDPesyRq0oAVlA3bjjgBt49/LOBQB2dNd1jUs5AUdSai+1oR8qSs3YeWw/UjFCQs7CScgsOVQfdX/ABPvQAnz3P8Aejh/Jm/wH6/SplVUUKoAUdAKdRQAVHNBFcxNFPEksbdUdQwP4GpKKAOWvvhv4bvCWWwNrIf47WRo/wBBx+lZknwn0/nydU1BPTf5b/8Astd5RQB5+vwntgw3avdle4EcY/pWjbfDHQYGDTC7ucdpZyAfwXFdfRQBUsNKsNLj2WFnBbr38qMLn6nvVuiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqhrd1LY6JeXNvnzoomaMBN+W7Db3yeKv0UAcVP4j13T5TFcW8c6RbFmnjiIwwQyyhV5yAu1Qc/eP4VVPiDW510lZYbaSSZllll+zFooCTtUZzkcCXkAnoO+a7+igDzWHV9QFwJG8M2qu8bPbKtpl5Fyv2dePu7Rktn+5wBxW34b1FNYLxX1jbK4sY2lj+y7TI7/PLwf4clePXOa6+igDz9dTIsra7js7OI3QKqE01ma02fOsR6F3LbcDgBgTUUGr6p9tdJdFs7aKG3Nx5qWhYo8StvA9SZX+X23HvmvRaKAOHk8U67YXFvFPZNdiKGR7x4rdlBl8ouIkOT0I5POc+oNaEV9rFzc6bFb39vIlz5kssqWbBUjUDgZbruOBnqMntXUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=
  Fig2- 径向热电堆: 在高功率测量中,这种结构规
   新的挑战:高硬度的激光吸收体以及导热结构设计
  一、测量的可靠性以及仪器的耐久性由导热结构决定
  高亮度激光带来的挑战是,热电测量设备的稳定度,测量可靠性以及设备持久性必须显著提高。热吸收层是关键组件,所有用于热吸收层的材料在设计时必须经过严格分析。
  我们基于热电堆的激光功率计主要有三个部分组成:吸收层、传感盘基底、热沉;同样,对于热量计也可以分成两个部分:吸收层、流体及散热组件。对于这两种仪器,热扩散系数都是必须仔细优化的重要参数。热扩散系数是表征材料热传输相对于热储存的能力的物理量。通过优化导热结构可以实现热扩散系数的。非常薄的吸收层也可以在保证低热容的同时还有高的吸收系数。对所有热电探测器(无论是水冷还是风冷)来说,基质和热沉的连接处是关键。通过优化水流通道和散热片的几何结构可以实现热扩散系数。探测器的结构设计必须考虑到所有部件的热应力以及形变,包括吸收层,基质以及热沉。事实上,不恰当的设计将导致散热能力下降,而热沉吸热能力的下降将导致吸收层损坏阈值的降低。
  二、激光吸收层的重要性
  在热量计和热电堆探头中,高阻的吸收体是关键组件。优异的性能可以确保设备能准确,稳定,可靠的工作。在热电堆探测器中,吸收层直接沉积在基质上,热电偶阵列也和基质集成在一起。而热量计的吸收层直接覆盖在水冷单元上,作为热交换器。
  在设计一个新的功率计的时候,必须选择一种合适的材料作为吸收体,必须分析吸收材料的几个重要参数和性能。首先,影响损坏阈值的化学,物理以及结构参数都必须分析测试。对于不同的厂家,不同的吸收材料,这些参数都各不相同,因为他们各自都有自己的“配方”。就算各有不同,但目标是一致的,那就是提供高损坏阈值,高阻抗的吸收体。损坏阈值的定义是超过某个功率密度(W/cm2)将导致功率测量发生>1%的变化的这个功率密度值。通常情况下,将造成化学和物理性质不可逆的变化。
  在这些参数中,材料的热熔点和导热系数(W/m *°K)必须优先考虑。材料在不同的温度下必须保持性质一致。首先,吸收层性能不能退化或因为热形变导致它从基质前剥离:这种情况在细高斯光束入射或者局部受热的时候又可能发生。如果几千瓦激光入射以后,材料温度也能保持小于250°C,就说明选择的材料合适,结构设计也比较合理。如果是脉冲激光器,脉冲宽度也将影响损坏阈值。脉冲宽度会不同会导致两种不同的损坏过程:对于非常短的脉冲(µs),散热的时间比脉冲宽度长得多,局部的激光能量将使吸收层的原子剥离;在另一个情况下,脉冲宽度足够长,比散热的时间还要长(>10ms),造成损坏的原因主要是热效应。

data:image/png;base64,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
  FIG. 3- 两种高功率激光吸收材料在不同脉宽下的损坏阈值

  需要考虑的另一个重要的材料参数是激光波长范围内的吸收系数,它有以下特点:
  · 吸收系数必须足够高(通常>70%),以确保薄的材料能够吸收到足够的激光辐射,同时也意味着对于任意波长的反射率;
  · 对于激光波长范围够覆盖最宽的响应范围;
  · 对于任何入射角,都能保持的反射率;
  · 以上的特性都必须能经受时间的考验,也就是仪器的寿命必须足够长(不考虑人为使用错误);不会因为材料老化或者氧化等问题导致测量结果有太大的影响。
  通常,那些可用于高功率和高亮度测量的要求的材料都有一个或者几个性能不符合膜层的要求。因此,生产厂家在选择合适材料的时候需要一些技巧。而Laserpoint的超硬膜层Super Hard Coating (SHC)从各技术层面上都符合膜层的需求。高效,高速的热传递能力使其可以承受高功率密度。利用这个膜层,Laserpoint推出了两款适合高功率应用的产品。
data:image/png;base64,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
  Fig.4- Laserpoint’s SHC吸收层和其他商品化的高功率吸收层损坏阈值的对比
  的技术: 12kW的 Laserpoint's 热量计以及1200W风冷热电堆探头

  最后,让我们介绍两款可测量目前功率密度的新产品,他们满足本文之前所提出的功率测量的技术要求。这两款功率计都采用SHC作为吸收体,这是它们(尤其是热量计)在保持小体积的同时,得到更高的损坏阈值,从而能够测量更高的功率测量。
  几年前,Laserpoint针对光纤激光市场实现600瓦风冷探头(短时间可测量850W)。而今天,又实现了1200W风冷的探头(Mod. A-1200-D60-SHC)。该产品无论在热处理,膜层材料,结构优化等各个方面都处于技术。它的全量程线性度达到±1.5%,符合±3%的PTB/NIST校准标准。口径为60mm,尺寸为140Lx140Px140Hmm,重4.4Kg。
data:image/png;base64,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
  Fig. 5- Mod.A-1200-D60-SHC
data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAC5AMsDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyailor7hROYSloop2AKKKKYBRRRQAUUUlK4C0AE9KSpIjzVUoKc1Fg9ENKEUlWGGQarkV0YnDqk1ykp3CiiiuUoKKSilcApc0lFK4BRRRQAUUUUXAKKKKAFopKKdwFopKKLgLRRRTuAUlFFJgFFFFIApynBptKKqDswJ92RUJ604GkNdtao6iVyUrCUlGaK5HYoSiiisgCiiigAoooouAUUUUAFFFFABRRRTAKKKKACiiigAoqVIwRk09YQxwBmuuGDqSVyXJIr0VcFkx/hpwsW/uiq+oy7on2sSjSitAWDewpwsD6gVSwVnrITrRKGDRg1pCw/2qX7AB/Ea3+rw7ke3iZRB9KTB9K1vsK/3jR9hT+8ayeDg/tD+sRMnafSl2N6VrfYk9TUVxAsS5HWmsFB6cwKum7IztjelNPFWqrS8Oa58XhVRipJmsZXG5ozSZozXncxYuaKSijmAdRSUVVwDNGaSip5gFzRmkoo5gFzRmkoFCkwLkallGB2qa3jYyg4IAoshlh9K0MD0r6RTtBLyOOrU5XYWiilAzUHKGKeFyAaUIBTqlslsQDFBGRilpKRI3YMe9MINS0UXGmQ0ySMSLg1OU9KYQRVJlqXYpvarGhI5rLm+/W5KMxmsOf79c+O96jr3O3Dyb3I6KKK8Q6gooooAKKKKACiiimwCiiigAoFFKKaWoGnYdfwq/VGwHX6VeFfRvZHm1viFp6Ljk0iDnNSAZIFQ2YNgAT0qeG2eRhtUsav6RpL384VR8vdq6zT7NbFGJt1+QZJI+bGQOPz+nX0rzcZmFPD6Pc46ld3caavJdLnKw6BdyDKwtj6Uk2hXcQy0LY+ldz9onSTypI0EjEqoHrz+nB/L3qSCSSR3jkUB1AOB3H+f515H9vR5t0ctSWOppzlBWXmeZS2rRnBBH1qAgg4NegXumC/z5kKRPwAQMHnOPr09vWuQ1LT3s5mjcYYV6+Dx9PEr3Trp1ndQqaPfuZtIVBpxGKSvROkhkHDCsK4+/XQyDKmufuhiQ/WssVrQfyO3CvVkFFFFeGdwUUUUAFFFFABRRRQAUUUUwClFJSjrVR3EatgODV4DNUtP+6aujrX0TPNrfEyUDFTW0e+QD1OKhq9pYBuo8/wB6sKjtFs5KkrRbO90ayWysUGMMwyauwWMs7LuZMEEN3PIIyPQ8/hSrwgx0xWnp+A61+bcSYupSw7nHc8fJZOri2pfa3KUmlGDM17dxK65MbY6NzyfzP5+1MtUSYt5N3A1y7Ab8ZG0dv5flWB4/nu47jZ8wjPTHpWF4ZeVtcQW3meUW6NXxlOWJq4d15VF6WX9ep+uUslozopy6pvy+Z3r6fPDMDI8bY5bGTzjkj6n8hxWB4oshLaCcD50OD9K7a9UbVJ64rmNcIGm3GelfWcJ5jVxFuY/MM7pewxkZR9PkebyLhiKjqaU5kNQnrX6jHY7I7DX+6awLwfvT9a6A9DWJeAec/wBaKkOelKJ2YV2kyjRU21cc00hfWvKlhmuqO+5HRTzik4rJ07dR3G0UvFHFRy+YCUUUVIwooooAKUdaSlHWqjuBr6f9xquVTsP9WauCvo5HmVfiZKBgCrFpL5Uyn3qsn3adnFZSV1Y5pK6seoafcrdWUcgOeMGtG1l2EDPSvPtA1w2T7JTmM9RXa29zFcoHhkDD2NfHZtlntYOnJaM+alGpgK/PHY2bq1s9VhCXSAkd6istJ03SyXt4xu9aprM6ilM7kelfAPhTEKXJGfun1MOMJKj7PUtXd1uJrkPFV+sVsLdT87HJq7quuwWCMFcSTdgD0rhL69lu52kkbJY1+gcP5HHBxR4sXVx9f29VWS2KzHkn1plKTmkr7BHrID0NYV+SJm+tbbnjFYmof61vrU1v4MjrwvxFQmkoorwm7nohRRRSAKKKKAEpaSlpIAooopgFKOtJSr1FVHcDYsf9UatCqtif3R+tWq+jlueZV+Jkit2p1RA4NS1DMGKDg1bttRuLY5jkYfQ1ToqJRUlZkSipK0kbqeKb9R/rM/WobjxDfXCkNMwHoKyQcUpJrFYakndRRisLRTuooe8jSHLnJqMnNFJW6VjdKwUEgUUxmzx2plJXEY55rI1D/WGtBriNW2luaz9Q5cmisv3UvQ66CakUaKKK+fO8KKKKQBRRRQAUUlLSAKKKKYBSr1FJQODTjuBoLIyRAL371YtJmdirHNQQOhTawyKsRvHF90V9Q2nHQ4p9VYtCpVORVT7QtOE4zxWTizmcGWqKgFxR9p9qXKyORk9FQfaD6UG4PpRysORk9FVvtDU03B9RRyMfs2WGb0NMPIIqubmmG5PqKtQZoqbIHt5N5GM+9R3i7QB6AVY+0n+9VW4cuCTRXv7KV+x1Q5rq5Uooor5o6gooooAKKKKACikpakAooooAKKKKYEsL44NWNxHc1SBxVhZARz1r2svxS5fZzexlOPUm8xvWjzG9aiMgpvmV2yxNJdSeUsec/rS+e/rVbzaTzOKh4qkHsy157560hnc96reZ0o8yp+t0w9mTmRv7xpN5J6moDJxR5nNT9dgPkJt3GaM81DvOKPMPFL67EfKTA02X7lRiQikaQsKVXGQlTa6gou43FJijNGa8a8TQMUYpM0VN0AUYpaWmopgMpaSlrEYlLRRTAKKKKAClBpKKpOzAdmim0VftBWHUU2inzgOoptFHOA7NGabS0c4C5ozTaKOdgOzSE0lLScmwEoooqRhRRRQAUuaSii4CUtJRWYBS0lLTAKKKKACiiigAooooAKKKKLgFFFFUgCiiigAoopaYCUUUtACUtJS0IBKKKKACilooA//Z data:image/png;base64,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
  Fig.6 - Mod.A-1200-D60-SHC: 1200W下吸收层表面的热成像- 膜层温度为200°C ( IPG fiberlaser YLS 2000)
data:image/png;base64,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
  Fig. 7- Mod.A-1200-D60-SHC: Linearity
  除了1200W风冷热电堆探头,Laser Point还推荐高达12KW的热量计。公司材料研发技术,加上专业的导热设计,研制出创新产品W-12K-D55-SHC-USB热量计。该热量计集成度高,相较于同级别其他类型的产品重量更轻,吸收腔内也不需要再集成扩束单元。该探测器全量程下线性度为±1.5 %,PTB/NIST校准准确度为±5%,口径为55mm,三维尺寸为L140xP200xH180mm,重6Kg。
data:image/png;base64,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
  Fig. 8- Mod. W-12K-D55-SHC-USB
data:image/png;base64,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
  Fig.9- Mod. W-12K-D55-SHC-USB:10 KW下吸收层表面的热成像- 膜层温度为113 °C ( IPG fiberlaser YLS 10000)
data:image/png;base64,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
  Fig. 10- W-12K-D55-SHC-USB:Linearity
页: [1]
查看完整版本: 激光功率测量中的新技巧和新思路