This is the monthly administrative meeting of the IEEE Washington Section. All IEEE members in our Section are welcome to attend. IEEE members who wish to volunteer for the Washington Section Administrative Committee are encouraged to attend. Agenda: Planning for Fall Activities Discussion of upcoming events in the Washington Section Room: 2nd Floor conference room, Bldg: College Park Airport Operations Building, 1909 Corporal Frank Scott Dr, College Park, Maryland, United States, 20740

You may use the following link to write a summary of any monthly updates from your committee, chapter or affinity group. Information received by 8 AM on WEDNESDAY the week of the event will be incorporated into the meeting agenda. https://docs.google.com/document/d/16fAXNobJVhkE038f_OZmulen_F8dVFxsezA4IUNQmaw/edit?usp=sharing IEEE members can access prior meeting minutes hosted on the Pittsburgh Section's (https://drive.google.com/drive/folders/1_UTt5t_dxNP1M5dO87OOeR25t8P7qQHp?usp=sharing). Access to the shared drive is restricted to the (https://www.ieee.org/membership/products/google-apps.html). Location for this event is virtual. Meeting link and call-in information will be emailed one hour before the event. --------------------------------------------------------------- New to IEEE Pittsburgh? For those new to the Pittsburgh Section Executive and Administrative Meeting, we welcome all IEEE members in the area to attend! This is a standing meeting held on the 3rd Thursday of every month. We review our upcoming activities relevant to engineers in our section. Feel free to use the report link above to ask any questions you may have, join us on Slack, or read through our welcome guide for more information about how you can get involved with IEEE Pittsburgh. (https://ieeepittsburgh.slack.com/) (https://docs.google.com/document/d/1lyWneXlANAQAiJN2p6Bi9kAatooxIQ-YzlGpWRmRGBw/edit?usp=sharing) (https://webinabox.vtools.ieee.org/wibp_calendar/index/R20037) Agenda: First 30 minutes of the event are reserved for socializing. The meeting portion starts at 7 pm (eastern time zone). The meeting agenda will be emailed on Monday the week of the event for early registrants. Room: Program Room, 4000 Gateway Campus Boulevard, Monroeville, Pennsylvania, United States, 15146, Virtual: https://events.vtools.ieee.org/m/372733

Executive Committee planning meeting for upcoming events. All ExCom's are Virtual. These are open to all members including students. At this time the meeting will be remote. Connection information will be sent out at 3:00pm on the day of the meeting to those who have registered. Please register for the meeting by noon of the day of, even if you are an Officer. We meet on the 3rd Thursday of each month We do not meet July, August, and December. With that in mind the 2023 dates are: Jan 19, Feb 16, Mar 16, Apr 20, May 89, Jun 15, Sep 21, Oct 19, Nov 16 Virtual: https://events.vtools.ieee.org/m/340068

In filtering an noisy radar image, we can encounter the distortion overlapping with the desired information in the time–frequency. This is especially true when filtering noise in a radar or SAR image as such there is smearing in the image with the classical discrete Fourier Transform. That is there is chirps of much magnitudes overlapping with one another to where the radar image appears smeared. To compensate for this quandry, we propose a novel application of Discrete Fractional Fourier Transform in in Euclidean space that ascertains optimum angle of rotation in time-frequency domain to isolate the noise from rest of signal. Co-sponsored by: Wright-Patt Multi-Intelligence Development Consortium (WPMDC), The DOD & DOE Communities Speaker(s): Ernest Mitchell Agenda: In filtering an noisy radar image, we can encounter the distortion overlapping with the desired information in the time–frequency. This is especially true when filtering noise in a radar or SAR image as such there is smearing in the image with the classical discrete Fourier Transform. That is there is chirps of much magnitudes overlapping with one another to where the radar image appears smeared. To compensate for this quandry, we propose a novel application of Discrete Fractional Fourier Transform in in Euclidean space that ascertains optimum angle of rotation in time-frequency domain to isolate the noise from rest of signal. Virtual: https://events.vtools.ieee.org/m/374724