Sonographic Appearance of Lymph Nodes

  • The sonographic appearance of a normal lymph node:
    • Is elliptical with a thin, hypoechoic cortex and an isoechoic to hyperechoic fatty hilum (Image)
Normal axillary lymph node
  • Metastatic carcinoma in a lymph node:
    • Would usually have an asymmetric thick cortex or have near-total or total obliteration of the hilum:
    • Resulting in a rounded, hypoechoic mass (Image)
Node with metastatic carcinoma
  • Axillary adenopathy can occur in association with rheumatoid arthritis:
    • But the sonographic findings would usually be a symmetrical, mild thickening of the cortex:
      • Usually with preservation of the hilum
  • Silicone granulomas:
    • Classically create a snowstorm appearance:
      • Which allows a definitive diagnosis by ultrasound alone
Silicone Granulomatous
  • The mass in the image has a rounded anterior border and “dirtyincoherent shadowing that obscures the posterior border of the lesion:
    • Nothing other than silicone can cause this sonographic appearance:
      • But it is difficult to distinguish free silicone that has migrated to the axilla from a node that has been replaced with silicone
  • In different stages of development, silicone extravasation can also mimic complex cysts or fibrotic nodules, depending on the amount of silicone extravasated and the amount of time from extravasation:
    • If a large amount of silicone is released into the tissue, the ultrasound pattern is that of a complex cyst
  • Silicone’s presence in tissues can cause a local inflammatory reaction:
    • Which may cause tissue fibrosis and a fibrotic nodule:
      • This is a late finding seen following extravasating
  • References:
    • Berg WA, Caskey CI, Hamper UM, Anderson ND, Chang BW, Sheth S, et al. Diagnosing breast implant rupture with MR imaging, US, and mammography. Radiographics. 1993;13(6):1323-1336.
    • Juanpere S, Perez E, Huc O, Motos N, Pont J, Pedraza S. Imaging of breast implants‒a pictorial review. Insights Imaging. 2011;2(6):653-670.

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