radiology 1 Flashcards
cervical burnout
triangular radiolucencies at necks of teeth
happens due to to round shape of teeth beams less attenuated in these areas
will usually affect more than one tooth in a graph ,
dont confuse with secondary or root caries
why might there be a radiopaque zone beneath amalgam restorations
tin and zinc ions released into underlying demineralised dentine which increases its radiodensity
mach band effect
optical illusion in which contrasting areas appear brighter/ darker than they actually are
can be misleading so consider caries outlines vs uniform outlines of fillings
radiopaque u/j shaped structure in maxillary sinus
zygomatic buttress
above what teeth is the maxillary sinus seen
molars and premolars in maxillary jaw
what is the y of ennis and what region is it located
superimposition of nasal cavity floor and border of maxillary sinus
seen in canine region
circular radiolucencies superimposed on pulp are indicative of what
buccal or lingual caries
tomography
allows slices of the subject/image to be views separately
dental panoramics use conventional tomography (single slice)
CT scans use computed tomography (multiple slices)
main problem with panoramic radiographs
movement artefacts
focal trough
band in panoramic radiography where images appear adequately sharp
curved to match shape of jaws
if focal trough to buccal = image stretched horizontal
if focal trough to lingual = image stretched vertically
double shadows
(panoramic)
seen by structures near centre of rotation
captured twice even though only one e.g cervical spine, soft palate, hyoid bone
ghost shadows
(panoramics)
created by structures between x ray source and centre of rotation
they appear magnified , blurry , higher up and transposed on the opposite side of their true anatomical position
what will happen to an image if the focal trough on a panoramic is too buccal
if focal trough to buccal = image stretched horizontal
what will happen to an image if the focal trough is too lingual on a panoramic
if focal trough to lingual = image stretched vertically