Investigation of Noise Level and Spatial Resolution of CT Images Filtered with a Selective Mean Filter and Its Comparison to an Adaptive Statistical Iterative Reconstruction

Document Type : Original Paper

Authors

1 Department of Physics, Faculty of Sciences and Mathematics, Diponegoro University, Jl. Prof. Soedarto SH, Tembalang, Semarang 50275, Central Java, Indonesia

2 Department of Radiology, Indriati Hospital Solo Baru, Jl. Palem Raya, Dusun III, Sukoharjo 57552, Central Java, Indonesia

Abstract

Introduction: A simple noise reduction algorithm, i.e. a selective mean filter (SMF), had been previously introduced. The aim of this study is to investigate the image qualities filtered by a SMF and its comparison to an adaptive statistical iterative reconstruction (ASIR).
Material and Methods: To assess the basic image quality, an American Association of Physicists in Medicine Computed Tomography (AAPM CT) performance phantom was used. The phantom was scanned by 128 Multiple Slices Computed Tomography. The tube current varied from 50 mA to 100, 150, and 200 mA. The images of a phantom were reconstructed by filtered back projection (FBP) followed by SMF and ASIR (20, 40, 60, 80, and 100%). The image quality assessment was in terms of noise level, noise power spectrum (NPS), and modulation transfer function (MTF).
Results: The noise level and NPS of SMF was similar with ASIR 100%. The values of the MTF10 of the ASIR filter at any level and SMF were comparable. The MTF10 values of ASIR 60%, and SMF with 50 mA (low) were 0.76 ± 0.02 and 0.75 ± 0.02 cycle/mm, respectively. Meanwhile, the MTF10 of ASIR 60% and SMF with 200 mA (high) were 0.74 ± 0.00 and 0.73 ± 0.00 cycles/mm, respectively.
Conclusion: Our results indicated that the performance of the SMF in reducing noise is equivalent to the maximum level of ASIR strength, i.e., ASIR 100%.

Keywords

Main Subjects


  1. Ibrahim M, Parmar H, Christodoulou E, Mukherji S. Raise the bar and lower the dose: current and future strategies for radiation dose reduction in head and neck imaging. American Journal of Neuroradiology. 2014 Apr 1;35(4):619-24.
  2. Irdawati Y, Sutanto H, Anam C, Fujibuchi T, Zahroh F, Dougherty G. Development of a novel artifact-free eye shield based on silicon rubber-lead composition in the CT examination of the head. Journal of Radiological Protection. 2019 Sep 24;39(4):991.
  3. Anam C, Fujibuchi T, Toyoda T, Sato N, Haryanto F, Widita R, et al. The impact of head miscentering on the eye lens dose in CT scanning: Phantoms study. InJournal of Physics: Conference Series. 2019 Apr 1; 1204:012022.
  4. Yabuuchi H, Kamitani T, Sagiyama K, Yamasaki Y, Matsuura Y, Hino T, et al. Clinical application of radiation dose reduction for head and neck CT. European journal of radiology. 2018 Oct 1;107:209-15.
  5. Perisinakis K, Raissaki M, Tzedakis A, Theocharopoulos N, Damilakis J, Gourtsoyiannis N. Reduction of eye lens radiation dose by orbital bismuth shielding in pediatric patients undergoing CT of the head: a Monte Carlo study. Medical physics. 2005 Apr;32(4):1024-30.
  6. Anam C, Fujibuchi T, Budi WS, Haryanto F, Dougherty G. An algorithm for automated modulation transfer function measurement using an edge of a PMMA phantom: Impact of field of view on spatial resolution of CT images. Journal of applied clinical medical physics. 2018 Nov;19(6):244-52.
  7. Kalra MK, Maher MM, Sahani DV, Blake MA, Hahn PF, Avinash GB, Toth, et al. Low-dose CT of the abdomen: evaluation of image improvement with use of noise reduction filters—pilot study. Radiology. 2003 Jul;228(1):251-6.
  8. Hilts M, Jirasek A. Adaptive mean filtering for noise reduction in CT polymer gel dosimetry. Medical physics. 2008 Jan;35(1):344-55.
  9. Anam C, Haryanto F, Widita R, Arif I. New noise reduction method for reducing CT scan dose: Combining Wiener filtering and edge detection algorithm. In AIP Conference Proceedings. 2015 Sep 30; 1677: 040004.
  10. Al-Hinnawi AR, Daear M, Huwaijah S. Assessment of bilateral filter on 1/2-dose chest-pelvis CT views. Radiological physics and technology. 2013 Jul;6(2):385-98.
  11. Dong G, Acton ST. On the convergence of bilateral filter for edge-preserving image smoothing. IEEE Signal Processing Letters. 2007 Aug 13;14(9):617-20.
  12. Zhang M, Gunturk BK. Multiresolution bilateral filtering for image denoising. IEEE Transactions on image processing. 2008 Nov 11;17(12):2324-33.
  13. Tomasi C, Manduchi R. Bilateral filtering for gray and color images. In Sixth international conference on computer vision.1998 Jan 7; 39-846.
  14. Lee IH, Kang DU, Shin SW, Lee RG, Park JK, Lee Y. Development of a total variation noise reduction algorithm for chest digital tomosynthesis. Optik. 2019 Jan 1;176:384-93.
  15. Andersen HK, Völgyes D, Martinsen AC. Image quality with iterative reconstruction techniques in CT of the lungs—A phantom study. European journal of radiology open. 2018 Jan 1;5:35-40.
  16. Suyudi I, Anam C, Sutanto H, Triadyaksa P, Fujibuchi T. Comparisons of hounsfield unit linearity between images reconstructed using an adaptive iterative dose reduction (AIDR) and a filter back-projection (FBP) techniques. Journal of Biomedical Physics & Engineering. 2020 Apr;10(2):215-24.
  17. Anam C, Adi K, Sutanto H, Arifin Z, Budi WS, Fujibuchi T, Dougherty G. Noise reduction in CT images using a selective mean filter. Journal of Biomedical Physics & Engineering. 2020 Oct;10(5):623-34..
  18. Hussain FA, Mail N, Shamy AM, Alghamdi S, Saoudi A. A qualitative and quantitative analysis of radiation dose and image quality of computed tomography images using adaptive statistical iterative reconstruction. Journal of applied clinical medical physics. 2016 May;17(3):419-32.
  19. Seeram E. Computed Tomography-E-Book: Physical Principles, Clinical Applications, and Quality Control. Elsevier Health Sciences. 2015 Sep 2.
  20. Barca P, Giannelli M, Fantacci ME, Caramella D. Evaluation of the Imaging Properties of a CT Scanner with the Adaptive Statistical Iterative Reconstruction Algorithm-Noise, Contrast and Spatial Resolution Properties of CT Images Reconstructed at Different Blending Levels. InInternational Conference on Biomedical Electronics and Devices. 2017;2: 200-6.
  21. Anam C, Budi WS, Adi K, Sutanto H, Haryanto F, Ali MH, et al. Assessment of patient dose and noise level of clinical CT images: automated measurements. Journal of Radiological Protection. 2019 Jul 5;39(3):783.
  22. Dolly S, Chen HC, Anastasio M, Mutic S, Li H. Practical considerations for noise power spectra estimation for clinical CT scanners. Journal of applied clinical medical physics. 2016 May;17(3):392-407.
  23. Williams MB, Mangiafico PA, Simoni PU. Noise power spectra of images from digital mammography detectors. Medical physics. 1999 Jul;26(7):1279-93.
  24. Samei E, Bakalyar D, Boedeker KL, Brady S, Fan J, Leng S, et al. Performance evaluation of computed tomography systems: summary of AAPM task group 233. Medical physics. 2019 Nov;46(11):e735-56.
  25. Richard S, Husarik DB, Yadava G, Murphy SN, Samei E. Towards task‐based assessment of CT performance: system and object MTF across different reconstruction algorithms. Medical physics. 2012 Jul;39(7Part1):4115-22.
  26. Takenaga T, Katsuragawa S, Goto M, Hatemura M, Uchiyama Y, Shiraishi J. Modulation transfer function measurement of CT images by use of a circular edge method with a logistic curve-fitting technique. Radiological physics and technology. 2015 Jan 1;8(1):53-9.
  27. Anam C, Fujibuchi T, Haryanto F, Budi WS, Sutanto H, Adi K, et al. Automated MTF measurement in CT images with a simple wire phantom. Polish Journal of Medical Physics and Engineering. 2019;25(3):179-87.
  28. Greess H, Lutze J, Nömayr A, Wolf H, Hothorn T, Kalender WA, el al. Dose reduction in subsecond multislice spiral CT examination of children by online tube current modulation. European radiology. 2004 Jun;14(6):995-9.
  29. Paterson A, Frush DP. Dose reduction in paediatric MDCT: general principles. Clinical radiology. 2007 Jun 1;62(6):507-17.
  30. Parakh A, Macri F, Sahani D. Dual-energy computed tomography: dose reduction, series reduction, and contrast load reduction in dual-energy computed tomography. Radiologic Clinics. 2018 Jul 1;56(4):601-24.
  31. Brady SL, Yee BS, Kaufman RA. Characterization of adaptive statistical iterative reconstruction algorithm for dose reduction in CT: a pediatric oncology perspective. Medical physics. 2012 Sep;39(9):5520-31.
  32. Dodge CT, Tamm EP, Cody DD, Liu X, Jensen CT, Wei W, at al. Performance evaluation of iterative reconstruction algorithms for achieving CT radiation dose reduction—a phantom study. Journal of applied clinical medical physics. 2016 Mar;17(2):511-31.
  33. Willemink MJ, Leiner T, de Jong PA, de Heer LM, Nievelstein RA, Schilham AM, et al. Iterative reconstruction techniques for computed tomography part 2: initial results in dose reduction and image quality. European radiology. 2013 Jun;23(6):1632-42.
  34. Chen B, Marin D, Richard S, Husarik D, Nelson R, Samei E. Precision of iodine quantification in hepatic CT: effects of iterative reconstruction with various imaging parameters. American Journal of Roentgenology. 2013 May;200(5):W475-82.
  35. Yanagawa M, Honda O, Yoshida S, Kikuyama A, Inoue A, Sumikawa H, et al. Adaptive statistical iterative reconstruction technique for pulmonary CT: image quality of the cadaveric lung on standard-and reduced-dose CT. Academic radiology. 2010 Oct 1;17(10):1259-66.
  36. Silva AC, Lawder HJ, Hara A, Kujak J, Pavlicek W. Innovations in CT dose reduction strategy: application of the adaptive statistical iterative reconstruction algorithm. American Journal of Roentgenology. 2010 Jan;194(1):191-9.