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This course on radiology is for Medical Physics students. This course explains concepts like Ultrasound, Xrays, MRI etc. Keywords in this lecture are: Attenuation, Amplitude and Intensity, Absorption, Fraction of Intensity, Logarithm, Gain and Decibels, Power Ratio, Db Attenuation, Attenuation and Frequency, Attenuation in Soft Tissue
Typology: Slides
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absorption » sound energy converted to heat » dominant influence in soft tissue reflection scattering
x = log 10 (y) means
10 to what power = y?
or
10 x^ = y
log 1 = 0
log 10 = 1
log 100 = 2
log 10n^ = n
log (1/10) = 10-1^ = -
log (1/100) = 10-2^ = -
log (1/1000) = 10-3^ = -
Amplifier Power Out > Power In Log [Power ratio] >
Tissue (attenuation)
Power In Power Out
log 1 = 0
log 10 = 1
log 100 = 2
log 10n^ = n
log (1/10) = 10-1^ = -
log (1/100) = 10-2^ = -
log (1/1000) = 10-3^ = -
Decibel calculation Power ratio dB 1 0 10 10 100 20 1/100 - 10 n^ n X 10 2 3
dB =10 X log 10 [power ratio]
10 dB: 1 factor of 10 or 10 you morons
20 dB: 2 factors of 10 or 10 X 10 or 100
60 dB: 6 factors of 10 or 1,000,000, nyuk, nyuk, nyuk
medium frequency
attenuation bass sound carries farther than treble high frequency = poorer penetration
attenuation = 0.5 dB/cm/MHz X 10 cm X 5 MHz = 25 dB
attenuation = 0.5 dB/cm/MHz X 4 cm X 3.5 MHz = 7 dB
(dB/cm) (dB/cm/MHz) * (MHz)
intensity lost per unit distance of sound traval
(dB/cm) (dB/cm/MHz) (MHz)
attenuation
increased attenuation coefficient
in more attenuation
dB attenuation =10 X log 10 [intensity ratio] Fraction attenuated = 1 - intensity ratio
dB’s can be added together
always work Attenuation higher in lung & bone than in soft tissue Attenuation in lung and bone not proportional to frequency
Class during lecture on attenuation docsity.com
Tissue Attenuation Coefficient (dB/cm/MHz)
0.5 dB/cm/MHz is soft tissue average assumed by scanner