Using this principal, IR leak detection “cameras” can establish if a spill is present due to the different thermal energies emitted by a liquid spill or vapor release as in comparability with the normal background thermal vitality radiation. ?The estimate of leak location error in a mass stability system tends to improve asymptotically with time. The leak location map is therefore typically evaluated on the present time, t, based on information collected over the previous period, tEVAL. Alternatively, the transferring external LDS could transmit alarm and standing data on to the SCADA system over the telecommunications network. In this case, an interface control doc is required to outline the message construction, information switch charges and strategies, and so forth.

ul> <li>To help producers and customers of leak detection units, the EPA published a information for the repairing and replacing of leak detection tools.</li> <li>Fluorescent leak detection provides a quick, easy, and noninvasive resolution for finding leaks in closed-loop circulating fluid-based techniques.</li> <li>The Fibaro Flood Sensor HomeKit? model is almost equivalent, except that it makes use of Bluetooth, so in our exams it didn’t respond as rapidly at a distance.</li> <li>Using a volatile natural liquid similar to ether or acetone causes an increase in the ion current over that observed with air.</li> <li>In the simplest case a leak may be determined qualitatively and, when utilizing sure test techniques, quantitatively as properly with out the help of a particular leak detector.</li></ul> In addition, the Flo checks your water strain and temperature, and its app exhibits you how a lot water you are utilizing per day. It also tells you what is using water, and it runs every day checks to find out if there's a water leak. Like the Phyn Plus, the Phyn senses the water strain in your home, can detect when there is a drop in strain and utilizing algorithms, can let you understand if it's being caused by a burst pipe or only a leaky bathroom.

h2>Our Pick: D-link Dch-s1621kt Complete House Good Wi-fi Water Leak Sensor Kit</h2> Medical leak detection methods take a look at catheters, dialysis gear, verify valves, syringes, laparoscopic instruments, IV bags, and oxygen regulators to ensure that they're sufficiently sealed and leak proof. The leak detection of those instruments for the medical business is essential since failure could be life threatening and harmful. The vacuum check exposes the chamber to be examined to vacuum circumstances and measures the quantity of vacuum misplaced during a set time interval.

div style="text-align:center"> <iframe width="562" height="311" src="https://www.youtube.com/embed/2GSkRLWKY-U" frameborder="0" alt="Leak Detection" allowfullscreen></iframe></div> You can decide to disable the siren or set it for a selected period of time, in addition to designate how typically you need the system to maintain sending alerts and whether you need notifications as quickly as the water is gone. https://click4r.com/posts/g/12213654/ are solely an alarm system?on their very own they don’t defend your house from injury. Biological methods of leak detection includes the utilization of dogs, which are extra doubtless to be used as quickly as a release has been recognized but not positioned due to its small measurement; or by landscapers who hold the pipeline right of means clear.

h3>Do You Share Information With Third Parties?</h3> Leak alarm is said if the extracted leak signature matches the fingerprint. https://te.legra.ph/Never-An-Additional-Time-Charge-Native-Plumbers-10-04-2 recommended follow focuses on the design, implementation, testing and operation of LDS that use an algorithmic approach. The function of this beneficial follow is to help the Pipeline Operator in identifying issues relevant to the selection, implementation, testing, and operation of an LDS.

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FmyOG2hDfPEvaegTPo8aNDf6zbw3AZuZgDE7h1LKwYZUcw7ZqCPHnxB8ReOe9tS3JurXr42lxcM1ppguGNpZxZISOJD8IwuAWwGY5ZuprFr3M7N8c8hJ75Yk/jXR6FLmc8nKWaNz?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?+1o2HIwM/CTWkT1KalC5/QVFQO3BcPb6zpw6sQXUAHpgqc/0ViOLUU8sgZHXpnuPnS1iZJLQ21WXtW+BsgH5Q2PvSBvUQw2suP0zrXZRe1O8ODrmTRd7wnPZtOtif8ARuCK1AtfdchqflFsdXzj0NCpuLt?/af8AhkmHNI+6oPpJpa?/7Mhrsbf2l3hVmAMu5dat89vM0eY/6oNaYnvMp8K4PfNWzeMPpQG7W09op4RrnpLxOltj8pdEvz/qwmu9tPHP4T72MSRcZ9KRT/wC+tbqI/oeIGtFj3x5ARnP09atG8Zu7EAds0Bvbl8cXhPiBLca9EOO4WOdj+qM1Zh8dvhJnfkTjXpAP+Hb3Kj9JiArRUk755ge/0q9GrnqOgPTJqMwbzJfHj4SoQS/GSwOBn4NPvX/1YTVzRfHV4UNena30/jDp4dBlveLK7twB88yxKMVovluHVWCyEAdOleo2TGWhtRIgc6hec0hJ6mKPoPw5uapSbLJXP0I6FuHQd0abDrO29ZstUsLgc0VzZzrNE4+jKSDXYVo52f4pt0eG7idpuubUvZrmEyp?+V9P80iG6ts9YmByOcrjlbGVJBHqK3bbf13St0aDp25dCvUvNN1a0hvrO4TPLNBKgdHGfQqwP40IasdhSlKEClKUBbmcxxlh6Vqm9pr4j231uf95ra2rsmi7fnxqE8J6XF+PhfsclYl5ox2+Jpe45TU2fGh4hI+A3C2eXTLoJuXXxJZaQvTMOAPNuT/xasMd/jePIIzjSLr2qy6pqMs8khbLZyTnPzOa3owy32ZTlnY8+mme73i39oI7aOSYhoElJPlhcgsOozlgAQT1DYwAAfuOPXp+FXbLyGvbfz4jNGZow8YOC4LgFc?/XOPxrP+3+CG3N0Tebt/bU95CyLOjS3MvlCFslHYowYcwGVC8zD+Wq96tG0ckVlK5HokDqO30qhtNtVtve9PEkOoRFJEuTdqxZyxDc0eASoHbGSOVuYYkQLIW+4L7V0zU/ydrW3LiylK+YFFzIFkiyAXTLk4BIDBsMOZSVCshaPt4Ilv7pYE5IY7qaONSc4VZGUD59hUWUmSnc2/wDs7/FHDxM2ZFwp3XqhO49vQf3PlmI5r7T16Kuf5UkIwh9SnI2WPORNFSGGRX55uEnETXeHW8dN3Lt/Uns9Q065S5tJ1/kSD0I9VYEqy9iCQehreV4e+N2g8dOHVhvHSsQ3WfdtSsw3MbS7UAvHn1XBDKfVWHrkCtWFu2tCacrdlmUKVx3rmsTUUpSgFKUoBSlKAVx36VzSgIr?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?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?+8yc4KsIHZJ+VvhzCpJXAdb03nbqZVVlfodZpt?+Nt8YtL3EgtmsN7WSaXezWViFtor2FneICdSGk5na4Cl0wfNGH/knO47VFbQNb1fit4frTeV1bzW25bK3j1SFrqA2i2Gr2zBLmCCBDn81PC8YznmJP2w2TI3Y+47Xd+1NL3PZI6W+q2kV5Gj/AGkEiBuVv8IZwR8waq8nYtF3O9pSlQXFKUoDD3i/ultPDJxImZuXm0C5iznH2wEx/pVoc20indSPIe2ox+vQfm5SOv3gVvN8ct0bTwpcQpVAJawhi6nH27mFf9qtGu0UE26Ysr09+V8n1xDMcfqqsV237i34T299P7pPrF+IwPItQ6/Nsc1YmhJKZc5Y9ST3JrJW8BaqmtSBCHFrHynvyksFI+mcmsd+WoxViZFJBPZvxFVJCSMntQDHZvSuQ+B2/RUlC4ixggEDGaqY8vQYwKtKwUnPc1cB6VFwVr8XbBqvsOoB+41QrnJJJoWJP2qA5OXcdTketcu3IvLmrZBxkN1qzI5J6mgOZnyuAO/Ssr3LPb7d3DKMZcTgA+g8rl/31ieFWlmiRRkM6jA6+tZT11wuzdYkBPxNKOnrl+XP66ktExnoTj3hI+Rj5rRoSO4/OKf2Gt/vhQtBZeG/h1CBgHQLWX/PXm/2q0BaCF97gY9As8fxY6Ducfjy1+hDw5IieH/hr5YHK20dIfp9bOIn9ZNHoRyMi0pSoIFRB9pvN5Ph31l2UlPyddIfoWeBR+th+Gal9UP/AGnq58N2ufL3OXP/AD1v/VW1Dj+PgUqcPw8TVL4eWC61NhSc28gIz/gityOjMTpNkWJYm3iJP+QK01eHwk6vIgDE+TL2/wASty2lDk0+0yT8NvGP9EV5N5z3/CwvfP8AxNaHHI+ssT3U/jXV7g3Rt7atiNT3JrFrp1sxKo8z4MjDqVRQCzsB15VDHHXFdoD0z2qEPiU3fr1/vTcNxEYy+kyjTbBLrm8i3RHVXkYAg8pPPJ3BJZVyBgr?+C8m9h/v7F+glLdild9dUrL4n0KVJVW3J2ildksNscV+HW7btNK27uqC5uj8McM0c1vJKQM4QTohkOASeXmOASfnXrS3MMAVqu4f7z31fbxuNubpuo70xxtJHdRWQspbSZAHAKoqBkPXlkC9XXoxrZXwv16/3Tw/0LcGqMGvLq2InbGC7o7Rl/vYpzf5VfU8q/JeGwYxrUJuUJO2eqdr6q11l0JqUYKCq027PLPVM9OowfUj6Vrf9pWOXjPocin?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?+TdNtNMilklSzgjt1kmbmd1RQoZjjqxA6n1Py7V2bf23U2wo71RNR5KLiu/Nu7Jr4mddKLSSXJH19cjGPrWuf2mkY/fU21JjGdtRD9F3dVsXIJbJ7DuK13+0zQ/vjbXdRnm24o7/wDzdz/XX0vN87bbhb8svA5qllTf3zRsS8CzhvCxsXHpb3Q/63NWe6j74DXEnhV2Kytn8zdZ/wDqpakFXvs+N95yw4VYUpSqlhSlKAUpSgFKUoBSlKAwF4yNqz6/wykvrMZurFi9sWb83FcqRNbuUBDSOZoY4o0U5LzrgZAIxtZ7vTWOFejb3tDGbnQp7PX7X368KSSQgrIWW3jAjPOA68w5T8Z51jbIEo+IOjtrmz9W06ITec9q7wmFFeVJk+ONow/wlw6qV5unMBnpULuA0ht7bdXD82t3b29hqF9bcllMlysfXmU4J8y4kUZTz4sOpQLMnOuZNorehnyOWst2VydenXUV7ZQ3kPN5c8aypzKVOGGRkHBB+hGa+msf8CdZOr8LdB85s3FhA2l3GZjKfNtXaByznuSYs5698gkYJyBWT1OmOaFKUqCSKXtNLprfwq6uivyifU7GNvqBJzY/SorThwstFm3FdylQBFYySZPXu5TP6622+1euJIfDbpUSMQJ912sbde490u2/pUVqV4YR/wB37kq3/AWyMDOPOI/bURWbL8kfVvS5MzNhmw90R1HUhEBB/wCk/XXlGIPpXod4IH1Jo4ckJJM2evr5YH+qf0V5wxzcvRWyOnbvRFZalOfi9arPKOx/XVsrIOnTP9H6ap5XxzHAqSC6hGc4z9KuFRjP6q+ZeYEEkde/0q5zTE/APwxQF0oSobA69sd6p5Q3Q5z86pMk46FapDyDryD9NAcSqAcnuaozkd8VwXYyDI6nv60ZeU/P60B9+iE/lvTMgdb2DoRn?++LXst0ysvD1F6gPcIuCeoHMxx+r9VeK0clNa01sZPvcORn/AOIK9dvKaNdhadbxnrJcqSWGDjlf+mhZaHQbZiKNbvzgFlkl5cdSObH+zX6F+DVl+TOEOx9Nxj3TbemQf5lrGv7K/PXtqU5tFK848lwPofMbFfoo2JYXGlbI2/pl4xM9ppVpBKSMEukKqTj06g0IZ3tKUoQKiV7Stebw5650/wCBXI/UlS1qJ3tJ1LeHTWsd/dLkf6AP7K2oesXv8ClTh?+HiaieBBP5WYk9fLkxkZ/vZrdNbqEQR5Hw9P0VpW4HOfyg5A7q/U/4hrddIBHNL8P8AfGAA++vI/OhlDCpfz/4mtF9p2KTyjqTnNc4BAAoxHr2+tCzdyR1+ma8lOjVFlywkCjqcZ71dAblGO+eprnlHNzEjP3Vz37d6gWusjhOYFmbuen0rXp7TND+7vauB1GgYz69bq5rYWoYH0x656Vr89pjCP3YbWuBgBtFCf9ZuD+2v23m//wC8g/5ZeBWrlTa?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?/mlbMt5YXAUM3TrmS9RR0i8sjrHCfWpH0Zrm31mSzeSG6a4lPmQSwheaVEkPxFc?+oYIDkZBlXExeMM3c1Wo7yIoX3LMrpSlUNiCvtcbaI8EtqX+Pz0G4/KU5/kPbSlv9Rf0VqLS4ltL6O8s5OR4oo5InXqQwmlIb8CP1Vts9rbNIeGWyrEMeSXVrqRl9CVt8A/hzH9NalJ4pgIWkwQ1sOUgennTdP6arHJss9DOVrcadxX2o4sJIbbVbRea4t2xzHoQQBjJUknHfPr1GKx1cbUscGBdZSzukA/MXaNyynoCyOBgdT9kjI/wq8Za3upaZdpf6bdzWtzEcpLE5Vl/EV7Sz4w6uAG3Follqr5yZwPIlbrnLFRyk/gKu9Sd5PU6SbQrqNsC4tpATjKuRj5faANW/yPdkKVNu3MeUEXEfU/531FeobivoEuJLjbdyjyYVzHJlO/oMjHT1r6hxG2ld5SUsi9ARcwvj1zjlDY9P0UsxZHin0i9HUouAcEiVCPw69fnVv3WZTjyJOYAZ5RzfdXt7ndGxpCs9udPBBOfzR747lWTOD+NddLuHbKlmUaQQxz0i79PlyAfqxUtDdR5qa2uUUSLaTgN16xkf8A+1Z9yv3PwWF2e5z5Lf1V6SXcG12clY9PQMpBCQ/ZPzquLce17XkJhtWdSSOTsfqQVqLDdR5220q/uX5YrOQt2+zj+mrw0TUFnjgeONGldVUmZMAntnBr1+n7x2FDmS8020EnMWDxqASevoB3ri54hbRhkW6tUjJXqsMcJXH06LjNGRZHz6bt4aTbnUbu48kxMWeVlXlAx2X1wMZJ9emOxFeB13U/yvq9zqGMLK/wKe4QABR+gCu03TvfUN04jNvHbQA5KoPif5ZPfHTt8+pye3nOme1QQ2uR6TRBziEB8HyT1/y2r9F/Dd45OHm15Il5UbRrIqPkPITFfnK0aTEln1HWJwR/yjf2/Cv0PcB71tT4HcPNRfPNd7U0mc5OerWcTd?/xqWgz3VKUqCBUWfaKgHw?/6mPXyrj/ALFqlNUXPaHgHgDqYPZo51P/ADTVtQ9Yvf4FKnCadeB2DqyjmHVW/wBQ1ujV4mCGRQxU8y5GSpwRkfXqRn6mtLvAoFtZADYJifr/AMma3Hvc8rMCT0++vKfOVDeWFX9f+JtQ42dpEYYucRhFEjZYAAZOAB2+gGPlVxZQW+1nPXGa6L30tKIog7yEHlVFLMemegHU1jrWfEtwc0C6Fndb/sbqbIBGlxXGpRjJI6y2kcsYIwSyFucAZK9V5vNaGy8VjJWw8HN+xN+B0uSjmz3mzrHfFlcam?+9dwR6khvSmm8ltBFi1UNh38tB8bFgCpyByDH2q9aQWAYDJ+vSsE6b4vODc0kQvtX1TTlcKym60e7IBbnBGYkfBXl+InAww5SwDFcpbQ4hbK4gac+pbL3PputWsaI0zWdysjW4cfCJk+3AxwcLKqN0Ix0IG20tl7Qoy9NiaDgv6bLwsVdRVM0ekkBMZXmZehHQ/P/eagN7SQN+6LQfX+4VuTkdf?/XLv+s1PoOOUHI9PuqBPtID/AOcui82CRoMH6ffLr/dX3PIK/wC/IN/ll4FKr7LJX+yyfPhjRc55deuh/wBBbn9tTEqGnsq5ObwzyKP5O4bof9XtqmXXvU+J/fI5ocIpSlVLClKUApSlAKUpQClKUAqMHtAbcPwUuryRAYrWWJ2Z5UWNcTRMCyP8Mp+DARsL15j8SLUn6jn45YRc8E9QtkEjTzyGG2S3s1uLqSZoJuSOAMCqyMRjLAgpzqMMysulLjRSpwnk7yW+bYfD6+vbvUk923roltIlyGtORxeR5Ty5U80Y6/m1LKfVuVC1Sztv4sVEGHTtdveBFlfbV2fdXFzpOq2GrQ2o1G7t3QwiKTkNsUmMfLgKYkwg64zGCDK3bGv6VubRrbWdGvre7tblSVkglWReYEqy8ykjKsGUj0II9KozOlZHbUpSoNyBntabhF4d7GtWiQmTVbuQOe45YACB9Dz9fuFandQmMlrYIq8qx2zL9kA9Z5m/H7VbSva7X8sWicONOVU8uZ9YmZj3BRbQD/tD+qtWs781naEcpdYOTIIxjnf09O9QTyOvIJ6Z61T5ak9etXHXGRmigA+px9KtcgsyQAemM9cVb5AB2r6mKFjzd6tPhugpoCwY164qnyl7AdavEAAfdVLZ71ALflrjtVXkqevL0NckVUp5cnPSgODEnYYNUGBcZ7H7qv4Uk4OCa4dTjA+LHqKA+fy+tGQAZq8AMZOfurhl6EZoDsNHjLyWhViCobp88setfoW8NpDeHfhew7HZmiY65/4DDX57dAJd4mwPgDLj5/ET+2t+Xg01J9V8LnDW5eRnMegwWuWOSBDmID8AgH4UJZmelKUIFRg9oSObgJqA5gMiXH/NNUnjUZfaBjm4D346f30H/mXrbD+sX3yKVOFmmzgXLyarzsPhWF/+zb+341tn3/vPQdh6Xq249yX/ALrp+nOwkfkLu7F+RERB1d3YqqqO5I7DJGpbgQEGu24lUMhwGBblBHKfX0/31KzirxWsONfETyttahLc7Y2xIzK7QyRrc6g64lYq+P4tXES9O/nlSysGr8f5QbFntvF4alnuLecn0XZy73yJVRUryK9+8QN68XYppdxedpW15GVYtCilJhk?+JWQ3Z+zcPlAwyvIpwYwCOdulhhht0At4kTP80d/l99eg2fuVdra7Df3Vus+nsUjv4gqc0tr5iNKiFwVUsqFCSMFWZT0Y1cvbTQtuzyw3+kS3Goc7MNMkun9304EnlguJF5ZZ5lHR0VojGww7GTzIo?/1eDwVDA0lRoRUYrp9er9px1anpc1f/AH7Dr9V0+3g2/o2owXLSSXpu454zEF8t4nTAyGJcFZFOSB6jBxk9BbWbWGoRa5o15daRq1sHFtqNhKYLmDnUq3I64K8wJDYI5gcHI6V2V/cRXt5JdQabZ2CsAPItBIIxj5eY7t+ljVlOU9GAFdEqUJJxkrplXUlJ3bz/AEyJKcBvELe7svYtj8Qvd7fcjK3uF5bx+Xb6sqK7sFQdIp1jQsyA8rAMUA5WQYM9oo/nbm0g5AI29B1//fXNeX1G3lkiSe1llgvLVxNaXMJ5ZYJV6q8ZyMMMdPrg?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?+oxas14sxEdpDKZYxDBHPKWUr9kRSq/MCRhXJxyGugCxIOqqAo?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?+umW5hy9MHpn/fVWAwGSBjOKApMYJwuBVPKynBH359KvDOc/LtVLAY6jr91AWT160x8OO/0pj16H7qEjGSeo70BQcZOP6a4z647VyxzVK/aJPrQHIxjr+jFUucA4/HrRic?/I5qkt8qA7jb8iqkSsCczydPT7Kf7+n1reT7Ohs+DrYQ/mvq4H3flW7rRlof2YzzHpcN37fYX9dbyfZySc?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?/HE4/qrYBUAvZGRSw8Nt3+ZGyh7+25WI6Ng3Hb51P2oqrt+5eCNqecRSlKzLilKUApSlAKUpQClKUArEPiMjtk29omqvJLFNZa3brCVvpLOORpo5YPLlliR5AjCbHwDIbkPYGsvVjjjrpmoalsG6NjPFD7jeWOpTtNdm1TyLe6imlzMATH8CMcgHtj1qVkyJaGEbOJI9QtZ0kMdvAQ7loJopI7a5fkcoZ85SOa1RgHXHlQyAhllIPs9y8lxpF1dL/CHt4RM6c0FyyNbMPMQ9QzLGUZSAxZ3eQA9TjyWi2Fxqcsx0lobyKymM0snlzs0cU8a8sivMG51VxHy868vk+8dGVmUe23TdWei3DaDrlzcNPPaxRxIzpK5ZmSCMF5Qpx5jQ8pzlpZXIOeiw9LMppJv2GboJDLDHIshIdQwyMHqPl6Urq9v3U35B03zrOSKT3OHnRo?/LKnkGQUyeUj5ZOO1KtYKRrV9r9Gi762ZN5wzJossbIOpUCdiCR8jzH/NPyrXKjZ5ie6iIMfr5a1PP2tmrG843adY87cum7btkC/yeZprhyfxDAfgKgVApIdSBj8116dhEoBqiNmio5PXPr8+9UFCOuemehxVwgdepzn5dq4JHLgqQwPqcdKkqWzjp9fWuAxBBFVFcjPKcHse4z6/sq2cDoO+aAu+YBlR0z9e9W3bqcf05qlSOuW7DoPmaE/eaA4yCxOM/LNMN0BGPwoScYxj61xh+4Xpnv86AFT65+lcdxn5/WqgMenX1rhhjJbFAUN8yMCrf0+dXXyVx1+dWfvoD69NcohOMBbhDkHB6g/1D+wreF7M+9luvCboMMnl8trqWpRR8p68puGf4uvQ5c9PlitHlgoaG4PN9mSEqfl9utxfsktQabw/7l015mf3Td1w6IzE+Wj2docAHsCwc?/eTQs9CcFKUoVFRz8caCXhPFDIMxyXNyrYYgkHT7oEDHXsT1BBqRlR58a5DcNLKIgHnvZxg?//obmtaHrEVnws0ccNdC07Xr6M6laxSBmQtzKMEnqfSpE8N9n7Qv9k6Xe3G0dGllmWfndtOiJPLcSgZJXPRVA6+grBXBh0jufMkYKqJGzE9ABjqT+FTB4L6PxQ2PtB9E/cFrlvdw3U8Uiz6ROxQ+TPGCBy8rDlvJCCeZWKjuvMG+FtTEyw7i4tXd8m7Lkfoti0qc6VWUkm042vbTtX193yPJS8NtlzkM2xdDfmyP/ALNiAJGMj7PpkfpFdVqPAjh9qLuzbYewdw65s/zWM8oOFKsB1GOgA+Ngc5GJDNq3FWa4trleH+pQva6iNSjEOk3wAbnlcx5yW8sm4kHLnAGCMM0rSU211xPhtbfTp?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?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?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?/dcvn/El3Mg8tUkdyRK4YOFJBLD1V1JByK9DHrO4ms0um2jIspuVia3a8Ut5RUkyc2OUEMFHKT1DA81U2+v7kuLqOM7KmhQ8izPJdgBCVViQSnxgAn7IPXHUHmUV/aK8otJe/f8A9h21LcfDzbkdpNZhZ2Sef3jmaQEo2H6KQvwjMkrHHUmRiSc1Dr2kqf3d2bJg/FYXA+pxKT/tVNCbVdxqlu1rtJ5pJYElljN9EpjkKsTEc9CQQmGGQQxyBjJhx7SQJ7/sZww5mgvFyOnTmSvteRc6727RdWV+Pmn+F9CtT1bMpeyafm25ri5JxEv?/AGlbDK12+yWlxo2vxEd7cEdf/i1sSr32s813I5KXCKUpWRoKUpQClKUApSlAKUpQClKUApSlAKUpQGjb2hVu0fiT3+jQnLXyP1HTHkRn9eai/bjHnqMnEx6/eob9tTJ9o5o0sXiT3kZR5aTC2lU4+0Gs4T+NQ3tUImlBzgqjDJ69sfsos0Sy8VAw2R92K4dcjt09OnSqiSPs5x9a4x1JPY/WhBYZQuQCSaAg5HLn5Zrl+hOeo64riMEjJ7du1TcFLqSeox9apB7jNXWXqeUY9OnTNW8HoSKAd1xmqc9AM/qoeuev66fcKlIFatnr865cMDiqF5upbqfnVecnI659ajMFAyOgOPpVUcuDgfp?/3VQxwerAfSqWHTmGcEdxQH32vQ3+MEtp8nf/ABkH6P6qmj7LeRh4j9AxMvx6RqSsB3PwZx?/o5/AVC3TwZbLUnwDi3RD1/nSr+zNTo9k9ptve+IOedowW0/bF9dxk4JDme3iJ+faQj8aci3I29UpSoKio7+NSNZdlbWjbqG3EykfPOm3w/bUiKjx41Iopdi7bSVQyNuHDKRkFTp94Dn8Ca0o+sj3lZcLNH+wJPeNevJX+Jpo5yc9ySSc1ud1O6gu7iK4tplkB5uqtnHxZH3d/1Vpi2HERuC6gI6gTIevyYitsm7d0bk2vre1dK29w51jcFlrrlb3ULa4iWLTlxkMQ3f4Tn840ankKq7M2F8k86OGq4mnh4Ukr9vVpabr5tI78DTdSdlr99T1Vy1tJqNxc?+771eUJJODA/8Fdlj5+SPJ7sYeVARkMRgrzRvXyrollcxvdyafvoy20SssZkUgs8ckZ8sBSMqpbJVVA5lXlHWMdn+6bWrGWS2tNpXWoRRABZoZgit?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?/XHLuBSP/oroftrSj6yPeVnws0g7IQNvLUFzgGS59O35witx02TY6fzYz7uAcduy/1mtO2yY8b41FFHaa5BH/Kn9uK3CQXSJp+izSFQHhjK82MOfKV+UfM8qu2MfZVj1AOPIvOvHew9Dvl/ideEvvnXsbRN0W6xzbsS4juoLiRLZc2UwVYzynqBy46t6/bHXmGeEtdG0qzOjytvSZIriC1idJAz4Cz4EJAH5vlhfnGM/wAUAMFSfv13QdUN/f6hpO6bi0WeWF4ozb+dFGyIEkVQWHUgBsfZDZJVw0ius9va+7LBcb71JlSMxScluEaV8Lk86t8OCAcAZ6kktXnlDGUoU4QdTSy53y7o+42nTbvJFBfTopp1Glbz52VbdzHEhUmPlHmAg4JPkLl?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?+CKpZsYOQM1IOHHwH51bAyRk?/fVTEAYBzmqD1+lCMy7DzdCDgfSrpA65AqwsnJ0PrRrpcFV+I47CguUzEJgE5GO9fTp0M6SedGAJeXmTmP2V9W+/HQD6n6VcttOlmkjCr58hGfLVOYKPmfnipAeGjwqb94/7kGnbV0V4tPhdVv9YuVzbWSHrlm7PIR9mNfiPfoMsIvYske08CPhgv8AjfxBtm1G0C7Y0KaC+1yWQNyyRBwyWoxgl5irDORypzt3Cq26oDAArxHBnhBtHgdsDTuH+zrYra2al57iQDzru4bHPNIR3ZsD6ABVGAoFe4qobuKUpQgVgLxkJz7A0Tr211P12l0P21n2sC+MTB2Boqn111P+6XNaUfWRKz4WaQtlk?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?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?/EC6JJJaW4P1P5z+qp8N4tP3JaVsfQf3s5L9mtbazEy7gEWfLjtk5+T3Ru+c4z0x3NQB2zeWOi7+vW1C9t4447i4jLySKqn84eoYnBz?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?/AN4yWiKso?/NJ0znr647dajvwr35+Tduajo3EndrLqtpq1xDJb6pe+ZKiLHCAvxsegcSY64znFel3pu/Zet7M9y0Xc+jySwy+YY/fIkbH0BYZ7mvs7K8iMBsvFxxdGKTjpnLJ++VvkfIx21tn18M6VLDtVPzXencSK9lpcGDizq8BbHnRXaY/zW/ZW1Idq1MezK1jSl45tbQatZyy3VxeRxpFcIzSD3V35goOSv5tuuMdPqM7Zx1Ga/a1vw931Z+fp8+85pSlYmgpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKwf4r4/O2ntmMrzA7jiBH32d3WcKwj4q1lO1ttPGrM0e44WAGOp90ugB1+ZIH34rWh62PeVnlFmjnYklhqvEy?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" width="300px" alt="detection"> Then, a particle swarm optimization algorithm with decreased and variable amplitude technique is proposed, which enhances the ability of particle optimization and jumping out of native optimum. The prognosis model LSTSVM is optimized utilizing DVAPSO algorithm to lower the risk of trapping into native optimum within the coaching course of. Finally, the leakage function dataset of CS area is shipped to the DVAPSO-LSTSVM prognosis mannequin to complete the leakage detection. The experimental outcomes show that pipeline information in CS domain improves detection velocity by 71.7% when the compression ratio is 50%. Under regular circumstances, with all fixtures and appliances in a house not getting used, the meter mustn't register any web flow of water. If there's a water move, then there's the potential for a leak somewhere downstream of the meter. Hot water tanks and domestic boilers are pressure vessels which are geared up with safety management gadgets that are designed to vent water from the vessel as a way of correcting for an overpressure situation in the system. Water expands when it's heated and so systems that make use of heated water will must have compensation mechanisms in place to offer for the extra quantity that heated water will occupy.

They are an affordable and easy gadget that may protect in opposition to property damage due to leaks. The Phyn Plus doesn’t use sensors strategically positioned within the path of a possible leak. From this, the Phyn Plus can provide you with a warning when a leak is detected ? and if you’re not home, it can flip off the water provide. Equipment working in accordance with the halogen diode precept can even detect SF6. Consequently, these sniffer models are used to find out whether or not refrigerants are escaping from a refrigeration unit or from an SF6 type switch box . The Helium Standard Leak-Rate is required for the unequivocal definition of a leak and the pressures prevailing on either facet of the wall and the nature of the medium passing via that wall .


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Last-modified: 2023-10-05 (木) 02:45:54 (217d)