Search Results - "Irgin, Umit"

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  1. 1

    Received signal in harmonic motion microwave doppler imaging as a function of tumor position in a 3D scheme by İrgin, Umit, Top, Can Barıs, Tafreshi, Azadeh Kamali, Gencer, Nevzat Guneri

    “…Harmonic Motion Microwave Doppler Imaging method, which was proposed as an alternative method for breast tumor detection, is a combination of microwave radar…”
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    Conference Proceeding
  2. 2

    The Effect of Contrasts in Electrical and Mechanical Properties Between Breast Tissues on Harmonic Motion Microwave Doppler Imaging Signal by Irgin, Umit, Top, Can Baris, Gencer, Nevzat Guneri

    “…Harmonic Motion Microwave Doppler Imaging (HMMDI) method employs concurrent tissue excitation with focused ultrasound radiation force and microwaves to obtain…”
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    Journal Article
  3. 3

    An Improved Receiver for Harmonic Motion Microwave Doppler Imaging by Soydan, Damla Alptekin, Irgin, Umit, Top, Can Baris, Gencer, Nevzat G.

    “…Harmonic motion microwave Doppler imaging is a novel imaging modality that combines focused ultrasound and radar techniques to obtain data based on mechanical…”
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    Conference Proceeding
  4. 4

    Implementation of a Fast Simulation Tool for the Analysis of Contrast Mechanisms in Hmmdi and Enhancement of the snr in the Experimental Set-Up by İrgin, Ümit

    Published 01-01-2021
    “…Clinical method for breast tumor detection is Mammography (X-rays), which have limitations and may yield inaccurate results. Alternative novel techniques are…”
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    Dissertation
  5. 5

    Enhancing the Sensitivity of Harmonic Motion Microwave Doppler Imaging using Main Signal Cancellation Circuit by Irgin, U, Top, CB, Soydan, DA, Gencer, NG

    “…Harmonic Motion Microwave Doppler Imaging method (HMMDI), proposed as an alternative noninvasive method for breast tumor detection, is a combination of focused…”
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    Conference Proceeding
  6. 6

    Analysis of Koch Fractal Antennas by İrgin, Ümit

    Published 01-01-2009
    “…Fractal is a recursively-generated object describing a family of complex shapes that possess an inherent self-similarity in their geometrical structure. When…”
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    Dissertation