<?xml version="1.0" encoding="utf-8"?><rss version="2.0" xmlns:dataField="https://www.inteum.com/technologies/data/"><channel><title>Latest technologies from University of Saskatchewan</title><link>http://usask.technologypublisher.com</link><description>Be the first to know about the latest inventions and technologies available from University of Saskatchewan</description><language>en-US</language><pubDate>Tue, 14 Apr 2026 04:57:46 GMT</pubDate><lastBuildDate>Tue, 14 Apr 2026 04:57:46 GMT</lastBuildDate><docs>https://cyber.harvard.edu/rss/rss.html</docs><webMaster>support@inteum.com</webMaster><copyright>Copyright 2026, University of Saskatchewan</copyright><item><title>Polymer Resonator Antennas Using Composite Materials</title><link>http://usask.technologypublisher.com/tech/Polymer_Resonator_Antennas_Using_Composite_Materials</link><description><![CDATA[<p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 8px;text-align: justify;"><span>&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 8px;text-align: justify;"><a href="http://usask.technologypublisher.com/files/sites/ncs_pra_cm_final.pdf" target="_blank"></a><span style="font-style: Normal;font-weight: bold;">Invention:</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">A radically different approach to fabrication of compact radio frequency (RF) antennas and devices using non-traditional polymer-based materials, enabling improved performance and increased functionality for various emerging wireless communication and sensor devices. The relentless pursuit of device miniaturization for such systems often comes at the price of compromised performance. One of the biggest obstacles to further miniaturization of RF wireless devices is the antenna structure, which accounts for a large portion of the total size. Despite the superior properties of DRAs, they have not been widely adopted for commercial wireless applications due to complex and costly fabrication processes related to their three dimensional structure and difficulties in shaping the hard ceramic material. The new approach described in this invention to facilitate the adoption of DRAs for commercial applications is to use polymer-based materials (so-called </span><span style="font-weight: bold;">polymer resonator antennas - PRAs). </span><span style="">The premise of the approach was two-fold: 1) the natural softness of polymers could dramatically simplify fabrication of dielectric elements, enabling for instance the use of lithographic batch fabrication or other 3D printing or micromachining processes; 2) the elements must be effectively excited to resonate and radiate at microwave and millimeter-wave frequencies. </span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">This invention utilizes composite materials with varying permittivity values. In a broad aspect, this invention is based upon various composite materials with dielectric properties for use in microwave applications, whereby the composite material comprises a filler with relative permittivity of at least 4, and a polymer constituent, wherein the composite material has a relative permittivity of at least 3 for microwave frequencies. In some embodiments, the filler comprises a ceramic constituent.</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Italic;font-weight: bold;">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 8px;"><span style="font-style: Normal;font-weight: bold;">Applications:</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">Some of the markets identified for this technology are:</span></p><ol start="1" style="list-style-type:decimal"><li value="1" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Unmanned Vehicle Systems </span></li><li value="2" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Satellite Communications </span></li><li value="3" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Collision Avoidance Systems </span></li><li value="4" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">RFID Systems </span></li><li value="5" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Telemetry, Tracking and Command </span></li><li value="6" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Energy Weapon System </span></li><li value="7" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Remote Sensing </span></li><li value="8" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Body Scan Applications </span></li><li value="9" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 24px;text-indent: 0px;text-align: justify;"><span style="">Wireless Communications </span></li><li value="10" class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;margin-left: 21.8362655639648px;text-indent: 0px;text-align: justify;"><span style="">Industrial Applications</span></li></ol><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 8px;text-align: justify;"><span style="font-style: Normal;font-weight: bold;">Advantages over existing Technology:</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">The natural softness of polymers and other composite materials will dramatically simplify fabrication and their low relative permittivity will further enhance the impedance bandwidth of the DRAs. Our new PRAs can further reduce the size of conventional DRAs by up to 50%, and enable modes offering additional control over bandwidth and frequency response. One of the advantages of PRAs is that numerous polymer types with special characteristics can be used to fulfill the requirements of particular applications or achieve extraordinary benefits. </span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Italic;font-weight: bold;">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Normal;font-weight: bold;">Principal Inventors:</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><a href="http://engineering.usask.ca/faculty-staff/ece/david-klymyshyn/index.php" target="_blank"><span style="">Dr. David Klymyshyn</span></a></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="background-">Professor&nbsp; &amp; Graduate Chair</span><br /><span style="background-">Dept. of Electrical &amp; Chemical Engineering</span><br /><br /></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><a href="http://homepage.usask.ca/~mot942/reacutesumeacute.html" target="_blank"><span style="">Matt Tayfeh</span></a></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="">PhD Candidate</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="">Dept. Electrical &amp; Chemical Engineering</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Italic;font-weight: bold;">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Normal;font-weight: bold;">Patent Status:</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Normal;font-weight: bold;">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="">PCT - Polymer Resonator Antenna.&nbsp;&nbsp; Filed 3 July 2014</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Italic;font-weight: bold;">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Normal;font-weight: bold;">Contact:</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="font-style: Normal;font-weight: bold;">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">Raj Nayak</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">Technology Transfer - ICT</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><span style="">Tel: (306) 966-5875</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;text-align: justify;"><a href="http://raj.nayak@usask.ca" target="_blank"><span class="Hyperlink ">raj.nayak@usask.ca</span></a></p>]]></description><pubDate>Mon, 09 Nov 2015 11:50:33 GMT</pubDate><author>ie.contact@usask.ca</author><guid>http://usask.technologypublisher.com/tech/Polymer_Resonator_Antennas_Using_Composite_Materials</guid><dataField:caseId>12-036</dataField:caseId><dataField:lastUpdateDate>Fri, 15 Feb 2019 10:12:55 GMT</dataField:lastUpdateDate><dataField:inventorList><dataField:inventor><dataField:firstName>David</dataField:firstName><dataField:lastName>Klymyshyn</dataField:lastName><dataField:title>Associate Professor</dataField:title><dataField:department> </dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Mohammadreza</dataField:firstName><dataField:lastName>Tayfeh Aligodarz</dataField:lastName><dataField:title>PhD Student</dataField:title><dataField:department>Electrical and computer engineering</dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Atabak</dataField:firstName><dataField:lastName>Rashidian</dataField:lastName><dataField:title>Graduate Student</dataField:title><dataField:department>Electrical and computer engineering</dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Martin</dataField:firstName><dataField:lastName>Boerner</dataField:lastName><dataField:title>Microfabrication Group Leader</dataField:title><dataField:department> </dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Michael</dataField:firstName><dataField:lastName>Schulz</dataField:lastName><dataField:title> </dataField:title><dataField:department> </dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Thomas</dataField:firstName><dataField:lastName>Hanemann</dataField:lastName><dataField:title> </dataField:title><dataField:department> </dataField:department></dataField:inventor></dataField:inventorList><dataField:keywords></dataField:keywords><dataField:licensingContactList><dataField:licensingContact><dataField:firstName>Chris</dataField:firstName><dataField:lastName>Bowman</dataField:lastName><dataField:title>Portfolio Manager, Engineering and Physical Sciences</dataField:title><dataField:department></dataField:department><dataField:emailAddress>chris.bowman@usask.ca</dataField:emailAddress><dataField:phoneNumber>306-966-2350</dataField:phoneNumber></dataField:licensingContact></dataField:licensingContactList><dataField:categoryName>ICT| Engineering and Science</dataField:categoryName><dataField:Patents></dataField:Patents><dataField:customParameters></dataField:customParameters><dataField:isFeatured>False</dataField:isFeatured></item><item><title>Non-expensive Single Molecular White Light Emitting Material</title><link>http://usask.technologypublisher.com/tech/Non-expensive_Single_Molecular_White_Light_Emitting_Material</link><description><![CDATA[<p class="Normal "><span style="font-weight: bold;">ROI#15-005</span></p><p class="Normal "><span style="font-weight: bold;">&nbsp;</span></p><p class="Normal "><a href="http://usask.technologypublisher.com/files/sites/20160211-15-005.docx" target="_blank"><span class="Hyperlink ">Full Technology Summary</span></a><span style="font-weight: bold;"></span></p><p class="Normal "><span>&nbsp;</span></p><p class="Normal ">OLED technology is garnering more acceptance among end users as it is thinner, brighter, lightweight, power efficient and offers higher contrast compared to LCDs. OLEDs offer wide viewing angles, faster response times, higher contrast ratios and more saturated colors to enhance viewing experience of end users. OLED is one of the most promising display and lighting technologies that has the capability of offering power efficiency lighting and is superior compared to the fluorescent tubes and incandescent bulbs. OLED technology also enables end user to create flexible display and lighting panels. </p><p class="Normal ">According to a new market research report &quot;OLED Market by Display Application (Type - AMOLED &amp; PMOLED, Panel-Size - Small, Medium &amp; Large, Product - Smartphones &amp; Others, Geography), Lighting Application (Type - Traditional &amp; Flexible, End-User, Geography), &amp; Geography - Global Forecast to 2020&quot;, the total OLED market is expected to reach $43.92 billion by 2020, at a CAGR of 16% between 2014 and 2020.</p><p class="Normal ">Due to the high fabrication cost of OLEDs as well as expensive materials needed to manufacture OLED devices, the best application of OLEDs at this time is in decorative luminaires, light-art installations, high-end feature spaces and architectural applications that exploit OLEDs&rsquo; unique properties.</p><p class="Normal "><span style="font-weight: bold;">Invention:</span></p><p class="Normal ">Scientists at the University of Saskatchewan have discovered a plant-source compound as a single molecule white light emitter and a technology to use this material to produce OLED devices. This game-changing technology has the potential of significantly reducing the costs of OLED devices and make OLED technology affordable for the main display and lighting industry. Key features of this invention include:</p><p class="Normal ">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span style="font-weight: bold;">It works!</span> A prototype has been developed;</p><p class="Normal ">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span style="font-weight: bold;">Low cost.</span> The cost of this material is only about 1/10 of other white light emitting materials such as FPt;</p><p class="Normal ">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span style="font-weight: bold;">Secured supply:</span> The material is plant-sourced which can be easily produced in bulk quantities;</p><p class="Normal ">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span style="font-weight: bold;">Durable: </span>The material has a very stable structure and is durable at high temperatures</p><p class="Normal ">Below is the key characterization of the OLED device prototype:</p><p class="Normal ">&nbsp;</p><p class="Normal "><img width="624" height="434" 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" /></p><p class="Normal "><span style="font-weight: bold;">Opportunity:</span></p><p class="Normal ">We are looking for industry partners to maximize the commercialization potential of this technology by licensing as well as industry-engaged collaborative research. </p><p class="Normal ">&nbsp;</p><p class="Normal "><span style="font-weight: bold;">For more information, please contact:</span></p><p class="Normal ">Frank Su, PhD, MBA, MBT</p><p class="Normal ">Technology Transfer Manager</p><p class="Normal ">306-966-1727</p><p class="Normal ">Frank.su@usask.ca</p><p class="Normal ">&nbsp;</p><p class="Normal ">&nbsp;</p><p class="Normal ">&nbsp;</p><p class="Normal ">&nbsp;</p>]]></description><pubDate>Fri, 08 Jul 2016 07:52:10 GMT</pubDate><author>ie.contact@usask.ca</author><guid>http://usask.technologypublisher.com/tech/Non-expensive_Single_Molecular_White_Light_Emitting_Material</guid><dataField:caseId>15-005</dataField:caseId><dataField:lastUpdateDate>Fri, 10 Feb 2017 08:13:15 GMT</dataField:lastUpdateDate><dataField:inventorList><dataField:inventor><dataField:firstName>Robert</dataField:firstName><dataField:lastName>Bauer</dataField:lastName><dataField:title>Graduate Student</dataField:title><dataField:department><![CDATA[Physics & Engineering Physics]]></dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Pramodkumar</dataField:firstName><dataField:lastName>Jadhav</dataField:lastName><dataField:title>Postdoctoral Fellow</dataField:title><dataField:department>Plant Sciences</dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Ramaswami (sammy)</dataField:firstName><dataField:lastName>Sammynaiken</dataField:lastName><dataField:title>Manager</dataField:title><dataField:department>Arts and Science, Stuctural Science Center</dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Martin J. (uofs)</dataField:firstName><dataField:lastName>Reaney</dataField:lastName><dataField:title><![CDATA[SAF SRP Chair - Lipid Quality & Util., & Sr. Res. Scientist]]></dataField:title><dataField:department></dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Jianheng</dataField:firstName><dataField:lastName>Shen</dataField:lastName><dataField:title>Research Associate</dataField:title><dataField:department>Plant Sciences</dataField:department></dataField:inventor></dataField:inventorList><dataField:keywords></dataField:keywords><dataField:licensingContactList><dataField:licensingContact><dataField:firstName>Frank</dataField:firstName><dataField:lastName>Su</dataField:lastName><dataField:title>Portfolio Manager, Agriculture and Bioresources</dataField:title><dataField:department></dataField:department><dataField:emailAddress>frank.su@usask.ca</dataField:emailAddress><dataField:phoneNumber>306-966-1727</dataField:phoneNumber></dataField:licensingContact></dataField:licensingContactList><dataField:categoryName>Agriculture and Bioresources| Engineering and Science</dataField:categoryName><dataField:Patents></dataField:Patents><dataField:customParameters></dataField:customParameters><dataField:isFeatured>False</dataField:isFeatured></item><item><title>Out-of-step Protection Using State Plane Trajectories Analysis</title><link>http://usask.technologypublisher.com/tech/Out-of-step_Protection_Using_State_Plane_Trajectories_Analysis</link><description><![CDATA[<p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="">&nbsp;</span></p><p class="NormalWeb " style="margin-top: 0px;margin-right: 0px;margin-bottom: 0px;"><span style="">The invention uses the state-plane representation of the generator speed and the power angle to find out-of-step instability in power systems (loss of synchronism). &nbsp;</span></p><p class="NormalWeb "><span style="">The proposed state plane approach is much faster than all the methods currently available with the relay manufacturers.&nbsp;&nbsp;</span></p>]]></description><pubDate>Mon, 09 Nov 2015 11:50:19 GMT</pubDate><author>ie.contact@usask.ca</author><guid>http://usask.technologypublisher.com/tech/Out-of-step_Protection_Using_State_Plane_Trajectories_Analysis</guid><dataField:caseId>11-031</dataField:caseId><dataField:lastUpdateDate>Fri, 10 Feb 2017 08:12:40 GMT</dataField:lastUpdateDate><dataField:inventorList><dataField:inventor><dataField:firstName>Binod</dataField:firstName><dataField:lastName>Shrestha</dataField:lastName><dataField:title>Graduate student</dataField:title><dataField:department><![CDATA[Electrical & Computer Engineering]]></dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Ramakrishna</dataField:firstName><dataField:lastName>Gokaraju</dataField:lastName><dataField:title>Associate Professor</dataField:title><dataField:department><![CDATA[Electrical & Computer Engineering]]></dataField:department></dataField:inventor><dataField:inventor><dataField:firstName>Mohindar</dataField:firstName><dataField:lastName>Sachdev</dataField:lastName><dataField:title>Professor Emeritus</dataField:title><dataField:department>Electrical Engineering</dataField:department></dataField:inventor></dataField:inventorList><dataField:keywords></dataField:keywords><dataField:licensingContactList><dataField:licensingContact><dataField:firstName>Chris</dataField:firstName><dataField:lastName>Bowman</dataField:lastName><dataField:title>Portfolio Manager, Engineering and Physical Sciences</dataField:title><dataField:department></dataField:department><dataField:emailAddress>chris.bowman@usask.ca</dataField:emailAddress><dataField:phoneNumber>306-966-2350</dataField:phoneNumber></dataField:licensingContact></dataField:licensingContactList><dataField:categoryName>ICT| Engineering and Science</dataField:categoryName><dataField:Patents></dataField:Patents><dataField:customParameters></dataField:customParameters><dataField:isFeatured>False</dataField:isFeatured></item></channel></rss>