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Screen Film Radiology

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<strong>Screen</strong> <strong>Film</strong> <strong>Radiology</strong><br />

Mohammad Reza AY, PhD<br />

Department of Medical Physics, Tehran University of Medical Sciences, Tehran, Iran<br />

Division of Nuclear Medicine, Geneva University Hospital, Geneva, Switzerland<br />

Objectives of Lecture<br />

v Understand the principles of basic geometric principles<br />

and apply to projection imaging<br />

v How screen-film detector systems work<br />

v Define the characteristics of screens and films<br />

v Understand the relation between contrast and dose in<br />

radiography<br />

v Significance of scattered radiation in projection<br />

radiography<br />

2<br />

1


1. Projection Radiography<br />

v Projection imaging is the<br />

acquisition of a 2D image of a<br />

patient’s 3D anatomy<br />

v Projection radiography is a<br />

transmission imaging<br />

procedure<br />

v The optical density at any<br />

location on the film<br />

corresponds to the<br />

attenuation characteristics (e -<br />

µx ) of the patient at that<br />

location<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., p 146.<br />

2. Basic Geometric Principles<br />

v Similar triangles (geometry)<br />

v a/A = b/B = c/C = h/H<br />

v d/D = e/E = f/F = g/G<br />

v Similar triangles are<br />

encountered when determining<br />

the image magnification and<br />

when evaluating image<br />

unsharpness caused by focal<br />

spot size and patient motion<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., p 147.<br />

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2. Basic Geometric Principles<br />

v a/A = b/B = c/C = h/H<br />

v d/D = e/E = f/F = g/G<br />

v Magnification (M)<br />

v Occurs because x-ray beam<br />

diverges from focal spot to<br />

image plane<br />

v For a point source,<br />

v M = I/O = SID/SOD<br />

v largest when object closest<br />

to focal spot and<br />

approaches value of 1 when<br />

object at image plane<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., p 147.<br />

2. Basic Geometric Principles<br />

v For a extended source (focal spot),<br />

v Penumbra or blur (f)<br />

v edge gradient blurring due to<br />

finite size of focal spot (F)<br />

v f/F = OID/SOD<br />

v f/F = (SID-SOD)/SOD<br />

v f/F = (SID/SOD)-1<br />

v f = F(M-1)<br />

v f or blur increases with F and M<br />

v f can be decreased by keeping<br />

object close to image plane<br />

(↓OID)<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p 147.<br />

5<br />

6<br />

3


3. The <strong>Screen</strong>-<strong>Film</strong> Cassette<br />

Cassette<br />

v Light-tight and ensures screen<br />

contact with film<br />

v Front surface - carbon fiber<br />

v ID flash card area on back<br />

1 or 2 Intensifying <strong>Screen</strong>s<br />

v Convert x-rays to visible light<br />

v Mounted on layers of<br />

compressed foam (produces<br />

force)<br />

Sheet of film<br />

v Register the x-ray distribution<br />

v Chemically processed<br />

v Storage and display<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p 148.<br />

4. Characteristics of Intensifying <strong>Screen</strong>s<br />

v <strong>Film</strong> relatively insensitive to x-rays, requires a lot of x-ray energy to<br />

produced a properly exposed x-ray film<br />

v Patient receives a large dose<br />

v To reduce dose and exposure times, screens are used<br />

v <strong>Screen</strong>s made of scintillating material: phosphor<br />

v When x-rays interact with phosphor, visible or UV light is emitted<br />

Light emitted darkens the film<br />

v → <strong>Screen</strong>-film detectors are considered an Indirect detector<br />

Using film-screen film screen versus film only reduces<br />

radiation dose to patient by a factor of 50!<br />

7<br />

8<br />

4


4. <strong>Screen</strong> Composition and Construction<br />

v Early 20 th century: calcium<br />

tungstate, CaWO 4<br />

v Since early 70’s: rare earth<br />

phosphor<br />

v Lanthanide series: Z = 57 – 71<br />

v Gd 2 O 2 S:Tb (gadolinium<br />

oxysulfide: terbium) - common<br />

v LaOBr:Tm (lanthanum<br />

oxybromide: thulium)<br />

v YTaO 4 :Nb (yttrium tantalate:<br />

niobium) c.f. http://www.ktf- split.hr/periodni/en/<br />

4. <strong>Screen</strong> Composition and Construction<br />

v Top coat<br />

v Phosphor and binder<br />

v Adhesive<br />

v Support<br />

v Phosphor thickness (g/cm 2 )<br />

expressed as mass thickness =<br />

thickness (cm) · density (g/cm 3 )<br />

v<br />

v General radiography: each of<br />

two screens around 60 mg/cm 2<br />

v Mammography: single screen of<br />

35 mg/cm 2 used<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., p 150.<br />

Cross-sectional image of<br />

an intensifying screen<br />

9<br />

10<br />

5


4. Intensifying <strong>Screen</strong> Function and Geometry<br />

v Function: absorb x-rays, convert to visible or UV light which exposes the<br />

film emulsion<br />

v Conversion efficiency of a phosphor = fraction of absorbed energy<br />

emitted as UV or visible light<br />

v CaWO 4 ≈ 5% intrinsic conversion efficiency<br />

v Gd 2 O 2 S:Tb ≈ 15% intrinsic conversion efficiency<br />

50,000 eV x-ray x 0.15 = 7500 eV<br />

Green light, 2.7 eV<br />

7500 eV / 2.7 eV/photon<br />

= 2,800 photons<br />

200-1000 photons reach film after diffusing through phosphor layer<br />

and being reflected at the interface layers<br />

4. Intensifying <strong>Screen</strong> Function and Geometry<br />

v Quantum Detective Efficiency<br />

(QDE) of a screen = fraction of<br />

incident x-rays photons that<br />

interact with it<br />

v QDE increases with screen<br />

thickness<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p 151.<br />

11<br />

12<br />

6


4. Intensifying <strong>Screen</strong> Function and Geometry<br />

v Thicker screens absorb greater<br />

amount of x-rays, but a greater<br />

lateral spread of the visible light<br />

occurs (isotropic diffusion) causing<br />

blurring and reducing spatial<br />

resolution<br />

v A thin screen results in less x-ray<br />

absorption but less lateral spread of<br />

light and better spatial resolution<br />

v For maximum resolution, a singlescreen<br />

cassette is used<br />

v X-rays first traverse the film and<br />

then strike screen<br />

v Less light spread and maximum<br />

spatial resolution<br />

Cross-section of a screen-film cassette<br />

↑<br />

↑<br />

Radiography Mammography<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p 152.<br />

4. Intensifying <strong>Screen</strong> Function and Geometry<br />

v As screen thickness ↑ QDE ↑ and screen sensitivity ↑, but<br />

light-diffusion increases<br />

v Compromise between sensitivity and resolution<br />

c.f. http://www.sprawls.org/resources/RADDETAIL/classroom.htm c.f. http://www.rad-icon.com/pdf/Radicon_AN07.pdf<br />

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14<br />

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4. Intensifying <strong>Screen</strong> Function and Geometry<br />

v Modulation Transfer Function<br />

(MTF) describes the resolution<br />

properties of an imaging<br />

system<br />

v The MTF illustrates the<br />

fraction (or %) of an object’s<br />

contrast that is recorded by the<br />

imaging system as a function of<br />

object size (spatial frequency)<br />

v F (linepairs or cycles/mm)<br />

F=1/2∆, ∆ = object size<br />

v As screen thickness ↑ MTF ↓<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p 152.<br />

4. Intensifying <strong>Screen</strong> Function and Geometry<br />

v Crossover or print-through:<br />

light from top screen<br />

penetrates the film base and<br />

exposes the bottom emulsion<br />

or vice versa<br />

v Due to type of film grain, not a<br />

problem now<br />

c.f. http://www.sprawls.org/resources/RADDETAIL/classroom.htm<br />

15<br />

16<br />

8


4. Conversion Efficiency (CE)<br />

Total conversion efficiency (CE) of a screen-film combination<br />

refers to the ability of the screen or screens to convert the energy<br />

deposited by the absorbed x-rays into film darkening or optical<br />

density<br />

CE depends on:<br />

v Intrinsic conversion efficiency of phosphor<br />

v Efficiency of light propagation through the screen to film<br />

emulsion layer<br />

v Efficiency of the film emulsion in absorbing the emitted<br />

light<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p 153.<br />

4. Conversion Efficiency (CE)<br />

Light propagation in screen (diffuses in all directions)<br />

Distance from absorption to film<br />

Light-absorbing dye reduces lateral distance: CE ↓ (slow), Spatial resolution or MTF ↑<br />

Reflective layer redirect light photons: CE ↑ (fast), Spatial resolution or MTF ↓<br />

<strong>Screen</strong> is a linear device at a given x-ray energy<br />

v Number of x-ray photons doubles, light intensity produced by screen also doubles<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., p 153.<br />

17<br />

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4. Absorption Efficiency (AE)<br />

v The absorption efficiency or<br />

QDE describes how efficiently<br />

the screen detects x-ray photons<br />

that are incident upon it<br />

v X-ray photon absorbed by the<br />

screen deposits its energy and<br />

some fraction of energy is<br />

converted to light photons<br />

v <strong>Screen</strong>-film systems are energy<br />

detectors<br />

The number of light photons<br />

produced in the screen is<br />

determined by the total<br />

amount of x-ray energy<br />

absorbed by the screen, not<br />

by the number of x-ray<br />

photons<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., pp. 154-155.<br />

4. Overall Efficiency of a <strong>Screen</strong>-<strong>Film</strong> System<br />

v Total efficiency = AE · CE<br />

v A SF system increases x-ray<br />

detection efficiency compared to<br />

film only (29.5% vs. 0.65% at 80<br />

kVp)<br />

v Using film-screen versus film only<br />

reduces radiation dose to patient by<br />

a factor of 50!<br />

v Intensification factor (IF) = ratio of<br />

energy absorption of 120 mg/cm 2<br />

phosphor vs. 0.80 mg/cm 2 AgBr<br />

v An IF of 50 is achieved for Gd2O2S over the x-ray<br />

energy spectra commonly used for diagnostic<br />

examination<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 156.<br />

19<br />

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4. Noise Effects of Changing CE vs. AE<br />

Noise: local variations in film OD, not representing variations of<br />

attenuation in patient<br />

Includes random noise caused by factors such as<br />

v Statistical fluctuation in x-ray quantity interacting with<br />

screens<br />

v Statistical fluctuation in fraction of light emitted by the<br />

screen that is absorbed by the film emulsion<br />

v Statistical fluctuation in the distribution of silver halide<br />

grains in film emulsion<br />

The visual perception of noise is reduced (better image quality)<br />

when the number of detected x-ray photons increases (more in<br />

Chapter 10)<br />

Noise Effects on Image Quality<br />

c.f. http://www.sprawls.org/resources/IMGCHAR/module/#20<br />

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4. Noise Effects of Changing CE vs. AE<br />

What happens to noise in image when the CE is increased<br />

(or fast film screen system) by adding reflective layer?<br />

If “speed” of the SF system is increased by increasing the CE<br />

(so that each detected x-ray photon becomes more efficient<br />

at darkening the film):<br />

v few x-ray photons are required to achieve same film<br />

darkening (as before increasing CE), so noise increases<br />

v Therefore, increasing the CE to increase the speed of a SF<br />

system will increase the noise in the images<br />

4. Noise Effects of Changing CE vs. AE<br />

What happens to noise in image when the AE is<br />

increased (thicker screen)?<br />

If AE is increased, 10% more x-ray photons detected, then<br />

reduction of 10% in incident x-ray beam is required to<br />

deliver same amount of film darkening (as before<br />

increasing AE)<br />

v Since the fraction of increase in x-ray photon detection and<br />

reduction in incident x-ray intensity is same, the total<br />

number of detected x-ray photons is the same. No change<br />

in noise<br />

v However, spatial resolution will get worse with thicker<br />

screens<br />

23<br />

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5. Characteristics of <strong>Film</strong><br />

v 1 or 2 layers of film emulsion<br />

coated onto a flexible Mylar plastic<br />

sheet<br />

v Emulsion: silver halide (AgBr and<br />

AgI) bound in a gelatin base<br />

v Emulsion of an exposed sheet of<br />

film contains the latent image<br />

v Latent image rendered visible<br />

through film processing by<br />

chemical reduction of silver halide<br />

into metallic silver grains<br />

Optical Density<br />

Tubular<br />

grains<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 157.<br />

v Increased x-ray exposure → developed film<br />

becomes darker<br />

Cubic<br />

grains<br />

v Degree of darkness of the film is quantified by the<br />

optical density (OD) which is measured with a<br />

densitometer<br />

v Transmittance (T) is the fraction of incident light<br />

passing through the film<br />

v T = I/I 0 where I – intensity measured at a particular<br />

location on film and I 0 – intensity of light measured<br />

with no film in densitometer<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2nd ed., p. 158.<br />

25<br />

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Optical Density<br />

v OD = -log 10 (T) = log 10 (1/T) = log 10 (I 0 /I), inverse relationship is T<br />

= 10 -OD<br />

v As OD increases, transmittance decreases<br />

v The OD of superimposed films is additive<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2nd ed., p. 158.<br />

The Hurter and Driffield (H&D) Curve<br />

v H&D (characteristic) curve<br />

describes how film responds to<br />

x-ray exposure<br />

v Non-linear, sigmoidal shape<br />

v log 10 -log 10 plot (OD vs. log<br />

relative exposure)<br />

v <strong>Film</strong> base → OD = 0.11 – 0.15<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 159.<br />

27<br />

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The Hurter and Driffield (H&D) Curve<br />

v Fogging due to long storage,<br />

heat and low background<br />

exposure<br />

v Base + Fog ≤ 0.20 OD<br />

v Toe<br />

v Linear region<br />

v Shoulder<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 159.<br />

Contrast of <strong>Film</strong> (Average Gradient)<br />

v Contrast of film is related to<br />

the slope of the H&D curve:<br />

v Higher slope have higher<br />

contrast<br />

v Reduced slope have<br />

lower contrast<br />

v Overall contrast given by<br />

Average gradient =<br />

v [OD 2 -OD 1 ]/[log 10 (E 2 )log<br />

10 (E 1 )]<br />

v OD 2 = 2.0 + B + F<br />

v OD 1 = 0.25 + B + F<br />

v Range from 2.5 – 3.5 c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., pp. 160.<br />

30<br />

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Contrast of <strong>Film</strong> (Average Gradient)<br />

v Describes the contrast properties of the film-screen system<br />

v Important to obtain well controlled exposure levels to ensure<br />

good contrast<br />

v <strong>Film</strong> manufacturer physically controls contrast on film by<br />

varying the size distribution of the sliver grains<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., pp. 161.<br />

Sensitivity or Speed<br />

v As the speed of SF system<br />

increases, the amount of x-ray<br />

exposure required to achieve<br />

same OD decreases<br />

v Fast films requires less<br />

exposure to achieve a given OD;<br />

slow films require more<br />

exposure<br />

v Faster (higher-speed) SF<br />

systems result in lower patient<br />

doses but in general exhibit<br />

more quantum mottle (noise)<br />

than slower systems<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 162.<br />

31<br />

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Sensitivity or Speed<br />

v Absolute speed = 1 / Exposure<br />

(R) required to achieve OD = 1.0 +<br />

B + F<br />

v Relative speed of a SF<br />

combination– relative to a common<br />

standard (100 speed),<br />

commercially used<br />

v Most US institutions that use<br />

screen-film use 400 speed for<br />

general radiography<br />

Sensitivity or Speed<br />

v 100-speed – detail work<br />

bony radiographs of<br />

extremities, (thinner screens,<br />

slower, better spatial<br />

resolution)<br />

v 600-speed – angiography<br />

(thicker screens, decreased<br />

spatial resolution)<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 162.<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 162.<br />

33<br />

34<br />

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Latitude (Dynamic Range)<br />

v Horizontal shift between 2<br />

H&D curves – systems differ<br />

in speed<br />

v Systems with different<br />

contrast have H&D curves<br />

with different slopes<br />

v Latitude is the range of xray<br />

exposures that deliver<br />

ODs in the usable range<br />

v Latitude is also called<br />

dynamic range c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 162.<br />

Latitude (Dynamic Range)<br />

v System A has higher<br />

contrast but reduced latitude<br />

v It is more difficult to<br />

consistently achieve proper<br />

exposures with low-latitude<br />

SF systems.<br />

v Chest radiography needs a<br />

high-latitude system to<br />

achieve adequate contrast in<br />

both the mediastinum and<br />

lung fields<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 162.<br />

35<br />

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6. The <strong>Screen</strong>-<strong>Film</strong> System<br />

v <strong>Film</strong> emulsion should be sensitive to light emitted<br />

by screen<br />

v CaWO 4 emits blue light to which film is sensitive<br />

v Gd 2 O 2 S:Tb emits green light<br />

v Wavelength sensitizers added to film<br />

v <strong>Screen</strong>s and films usually purchased in<br />

combination since matching of spectral sensitivity<br />

very important<br />

Reciprocity Law of <strong>Film</strong><br />

v Reciprocity law of film states that<br />

the relationship between exposure<br />

and OD should remain constant<br />

regardless of the exposure rate<br />

v Reciprocity law failure: at long<br />

and short exposure times, the film<br />

becomes less efficient at using the<br />

light incident on it and lower ODs<br />

result<br />

v This is a factor in mammography<br />

when long exposure times are<br />

needed for large and dense<br />

breasts<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 st ed., p. 163.<br />

All points exposed exactly the same with different<br />

exposure rate<br />

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7. Contrast and Dose in Radiography<br />

v The SF system governs the overall detector contrast<br />

v The contrast of a specific radiographic study depends on the<br />

requirements of the study, total exposure time, radiation dose, size of<br />

patient and so on…<br />

v The kVp (quality) and mAs (quantity) are adjusted by the<br />

technologist to adjust the subject contrast<br />

v Quality – energy or penetrating power of x-ray beam (As kVp<br />

increases, HVL also increases)<br />

v Quantity – number of x-ray photons<br />

Technique still an art, but:<br />

v Technique chart<br />

v Phototimer (automatic technique)<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., pp. 165.<br />

Contrast and Dose in Radiography (2)<br />

v kVp ↑ → dose and contrast ↓<br />

v Classic compromise between image contrast and patient<br />

dose<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., pp. 165-166.<br />

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8. Scattered Radiation in Projection Radiography<br />

v Most radiographic interactions<br />

produce scattered photons<br />

v Scattered photons → violation of<br />

the basic principle of projection<br />

imaging: mis-information reducing<br />

contrast<br />

v The scattered photon if detected<br />

by film causes film darkening but<br />

provides no useful information to<br />

the image<br />

v Scatter-to-primary (S/P) ratio<br />

refers to how many scattered xray<br />

photons there are for every<br />

primary photon<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 167.<br />

Scattered Radiation in Projection Radiography<br />

Scatter-to-Primary ratio (S/P)<br />

v Area of collimated x-ray<br />

field<br />

v Object thickness<br />

v kVp of x-ray beam<br />

v As FOV is reduced, scatter<br />

is reduced<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 167.<br />

41<br />

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Scattered Radiation in Projection Radiography<br />

v Scatter radiation causes loss<br />

of contrast<br />

v In the absence of scatter, for<br />

two adjacent areas<br />

transmitting photon fluences<br />

of A and B, the contrast is:<br />

v C 0 = [A-B]/A<br />

v In the presence of scatter:<br />

v C = C 0 x [1 / (1 + S/P)]<br />

v S/P ↑ → contrast ↓<br />

v 1/(1+S/P): contrast reduction<br />

factor c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., p. 168.<br />

The Antiscatter Grid<br />

v The antiscatter grid is used to combat<br />

the effects of scatter<br />

v Between object and detector<br />

v Uses geometry to ↓ scatter<br />

v Thin lead septa separated by aluminum<br />

or carbon fiber, aligned with focal spot<br />

v Grid ratio (GR) = H/W = septa<br />

height/interspace width<br />

v 8:1, 10:1 and 12:1 common, 5:1 for<br />

mammography<br />

v ↑ GR → ↓ S/P<br />

v ↑ GR → ↑ dose<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., pp. 168-169.<br />

43<br />

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The Antiscatter Grid<br />

v ↑ GR → ↑ clean-up of<br />

scatter striking the grid at<br />

large angles, less effective<br />

for smaller angles<br />

v<br />

v Grid frequency: lines/cm<br />

grid freq. doesn’t alter S/P<br />

60 lines/cm<br />

The Antiscatter Grid<br />

v Stationary grids: lines<br />

appear on image<br />

v Bucky: device that moves<br />

grid<br />

v Moving grid bars on visible<br />

on image<br />

v Bucky factor =<br />

v dose w grid /dose w/o grid<br />

v Bucky factors:<br />

v Range from 3 to 5<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., pp. 170.<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., pp. 171.<br />

45<br />

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Grid Artifacts<br />

v Most grid artifacts due to<br />

mispositioning<br />

v Upside down: severe loss of<br />

OD at margins<br />

v Crooked & off-center:<br />

general decrease of OD<br />

across entire image<br />

v Off-focus: loss at lateral<br />

edges<br />

c.f. Bushberg, et al. The Essential Physics of Medical Imaging, 2 nd ed., pp. 172.<br />

Air Gaps<br />

v Air gap: ↓ S/P, but ↑ M, ↓<br />

FOV and ↓ MTF (unless very<br />

small focal spot used)<br />

v Not used all that often in<br />

radiography except chest<br />

radiography, used in<br />

mammography<br />

c.f. Bushberg, et al. The Essential Physics of<br />

Medical Imaging, 2 nd ed., pp. 173.<br />

47<br />

48<br />

24


IMAGE QUALITY<br />

INFLUENCE OF ENERGY (kV)<br />

Bone Soft tissue<br />

THE CORRECT ENERGY<br />

Good difference between dense and soft tissues<br />

Best contrast<br />

TOO HIGH ENERGY<br />

Very few photons are absorbed<br />

Small difference between dense and soft tissues<br />

Low contrast<br />

TOO LOW ENERGY<br />

Most of the photons are absorbed<br />

Low signal<br />

Dose to the patient with no usable output<br />

• High energy may be necessary in dense or thick areas (abdomen, pelvis)<br />

• Very low energies are rarely of use and are harmful to the patient<br />

25


INFLUENCE OF ENERGY (kV)<br />

kV<br />

High<br />

Low<br />

Low<br />

Loss of contrast<br />

Pale image<br />

Lack of photons<br />

going through<br />

Pale and loss of<br />

information<br />

High<br />

INFLUENCE OF ENERGY (kV)<br />

Patient dose<br />

Penetration<br />

Contrast<br />

Loss of contrast<br />

Dark image<br />

High contrast<br />

Dark image<br />

The choice of kV depends on the patient anatomy and the object to be imaged<br />

• Thick or dense part of the body: High kV,<br />

ex. Abdomen, pelvis - 80 to 100 kV<br />

• Small or flat parts of the body: Low kV,<br />

ex. Breast, hand - 30 to 50 kV<br />

Low kV High kV<br />

Then the necessary mAs is elected to produce the clinically useful image<br />

mAs<br />

26


INFLUENCE OF FOCAL SPOT SIZE: PENUMBRA<br />

Dark Clear Dark<br />

Dark<br />

Gray<br />

Clear<br />

Penumbra<br />

Fine (small) focal spot<br />

Large focal spot<br />

Gray<br />

Dark<br />

Sharp projection from a fine focal<br />

spot<br />

Large focal spot is<br />

responsible for blurr,<br />

leading to inability to<br />

distinguish between<br />

small, close objects<br />

LOSS OF SPATIAL RESOLUTION<br />

INFLUENCE OF FOCAL SPOT SIZE: PENUMBRA<br />

SOD<br />

OID<br />

SID<br />

Increased<br />

SOD<br />

The blurr effect, or Penumbra, can be decreased by:<br />

• Increasing the Source to Object Distance<br />

• Placing the image receptor as close as possible to the patient<br />

Decreased<br />

OID<br />

27


MAGNIFICATION EFFECT<br />

long OID<br />

short OID<br />

There is always a magnification, but the same object may appear with different size<br />

depending on its location in the body<br />

The differential magnification is also reduced by using long SOD<br />

and image receptor close to the patient<br />

SIGNAL TO NOISE RATIO (SNR)<br />

Less<br />

Noise<br />

SNR =<br />

IMPROVING SNR<br />

Signal<br />

Inherent object contrast<br />

Amplitude of the signal (difference in contrast versus the local background)<br />

Amplitude of the noise (random fluctuation of the signal)<br />

The better the SNR<br />

The better the visibility<br />

LOSS OF CONTRAST<br />

RESOLUTION<br />

28


INCREASING THE SIGNAL - CONTRAST AGENTS<br />

A way to improve SNR<br />

Injection of an Iodine<br />

solution in the antecubital<br />

vein (arm)<br />

Local injection<br />

of Iodine<br />

through a<br />

catheter<br />

Early phase:<br />

opacification of the<br />

general arterial<br />

system<br />

Latter phase:<br />

opacification of the<br />

urinary system<br />

(IVU)<br />

Local vascular<br />

opacification:<br />

here the<br />

coronary arteries<br />

Catheter<br />

Thanks For Your Attention<br />

29

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