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RAD 121
Imaging 1 Problem Solving
Question | Answer |
---|---|
Name the three formulas for mAs, mA, or Time when two of the three are known. | mAs = mA x Time; mA = mAs / Time; Time = mAs / mA |
List the steps to find Percentage difference in mAs or kVp | 1. Find the difference (high - low) 2. Divide the difference by the original 3. Move the decimal two places to right (x 100) (highest - lowest)/original x 100 |
Application of kVp 15% rule: Double receptor exposure, all other factors constant | original kVp x 1.15 = new kVp |
Application of kVp 15% rule: Halve receptor exposure, all other factors constant | original kVp x .85 = new kVp |
Application of kVp 15% rule: to increase contrast and maintain receptor exposure | decrease kVp by 15% and 2x mAs |
Application of kVp 15% rule: to decrease contrast and maintain receptor exposure | increase kVp by 15% and 1/2 mAs |
Maintain receptor exposure with mAs for changes in SID: (mAs - distance compensation formula) DIRECT SQUARE LAW | mAs(1) / mAs(2) = (SID(1))squared / (SID(2))squared |
Exposure rate with changes in distance from source: INVERSE SQUARE LAW | I(2) = I(1) X (SID(1))squared / (SID(2))squared or I(1) / I(2) = (SID(2))squared / (SID(1))squared |
The time required to maintain a given receptor exposure is directly proportional to the square of the SID. | t(1) / t(2) = (d(1))squared / (d(2))squared |
The mA required to maintain a given receptor exposure is directly proportional to the square of the SID | mA(1) / mA(2) = d(1)squared / d(2)squared |
The mAs required to maintain a given receptor exposure is directly proportional to the square of the SID | mAs(1) / mAs(2) = (SID(1))squared / (SID(2))squared DIRECT SQUARE LAW |
True/False; For a given receptor exposure, mA and Time are inversely proportional to each other. Give formula. | TRUE; mA(1) / mA(2) = t(2) / t(1) |
When calculating with mAs, ALWAYS use | DIRECT SQUARE LAW; mAs(1) / mAs(2) = (d(1))squared / (d(2))squared |
What factor should always be squared when working problems? | SID distance |
Problem Solving What is the mAs? 500mA .25 sec | 125 mAs |
Problem Solving What is the mA? time 1/5 mAs 120 | 600 mA |
Problem Solving What is the Time? mA 800 mAs 280 | .35 sec |
Problem Solving What is the mAs? 1200 mA 100 millisec | 120 mAs |
Problem Solving What is the mA? time .16 mAs 256 | 1600 mA |
Problem Solving What is the Time? mA 200 mAs 50 | 1/4 or .25 secs |
Problem Solving What is the mA? 2/15 time 80 mAs | 600 mA |
Problem Solving What is the mAs? mA 300 time 2 | 600 mAs |
Problem Solving What is the time? 450 mA 180 mAs | .4 secs |
Problem Solving What is the mAs? mA 1600 Time 1/20 | 80 mAs |
Problem Solving What is the missing factor? 68 mAs was used to produce an image. If the mAs is increased to 92, what is the percent of increase? | 35.29% |
Problem Solving What is the missing factor? 2 mAs is used to produce an image. If you are instructed to increase the mAs by 40%, what new mAs will you use? | 2.8 mAs |
Problem Solving What is the missing factor? An image is made using .06 sec and 600 mA. If the time is changed to .03 sec, what mA will be required to maintain receptor exposure? | 1200 mA |
Problem Solving What is the new mAs? 60" and 10 mAs to 30" and _____mAs | 2.5 mAs |
Problem Solving What is the new mAs? 40" and 200 mAs to 28" and _____mAs | 98 mAs |
Problem Solving What is the mAs? 36" and 40 mAs to 72" and _____mAs | 160 mAs |
Problem Solving What is the new mAs? 48" and 80 mAs to 72" and _____mAs | 180 mAs |
Problem Solving What is the new mAs? 56" and 128 mAs to 21" and _____mAs | 18 mAs |
Problem Solving An image is made using 58 kVp and 3 mAs. If the mAs is decreased to 1.5 mAs, what kVp must be used to maintain receptor exposure within 1 kVp accuracy? | 67 kVp |
Problem Solving An image is made using 48 mAs and 79 kVp. If kVp remains at 79, what mAs must you use in order to decrease receptor exposure by 50% | 79 kVp and 24 mAs |
Problem Solving What is the missing factor? 1/5 sec and 40" to _____ sec and 60" | .45 sec |
Problem Solving What is the missing factor? 1 sec and 72" to _____ sec and 60" | .69 sec |
Problem Solving What is the missing factor? .75 sec and 40" to .5sec and _____" | 32.66" |
Problem Solving What is the missing factor? 1/10 sec and 36" to 1/40 sec and _____" | 18" |
Problem Solving What is the missing factor? 1/2 sec and 48" to _____ and 36" | .28 sec |
Problem Solving What is the missing factor? 200 mA and 40" to _____ mA and 50" | 312.5 mA |
Problem Solving What is the missing factor? 360 mA and 72" to _____ mA and 48" | 160 mA |
Problem Solving What is the missing factor? 100 mA and 40" to 200 mA and _____" | 56.57 " round up to 57" |
Problem Solving What is the missing factor? 300mA and 40" to 200 mA and _____" | 32.66" round up to 33" |
Problem Solving What is the missing factor? 900 mA and 36" to _____mA and 24" | 400 mA |
Problem Solving What is the missing factor? 50 mAs and 48" to _____ mAs and 60" | 78.125 mAS |
Problem Solving What is the missing factor? 300 mAs and 40" to _____ mAs and 60" | 675 mAs |
Problem Solving What is the missing factor? 72 mAs and 42" to _____ mAs and 32" | 41.8 mAs |
Problem Solving What is the missing factor? 125 mAs and 20" to _____ mAs and 32" | 320 mAs |
Problem Solving What is the missing factor? 128 mAs and 72" to _____ mAs and 64" | 101.14 mAs |
Problem Solving What is the missing factor? 400 mA and 1/20 sec to _____ mA and 1/15 sec Workbook p 130 | 300 mA |
Problem Solving What is the missing factor? 600 mA and 1/4 sec to _____ mA and 2/3 sec | 225 mA |
Problem Solving What is the missing factor? 300 mA and .05 sec to 600 mA and _____ sec | .025 sec |
Problem Solving What is the missing factor? 100 mA and .75 sec to 600 mA and _____ sec | .125 sec |
Problem Solving What is the missing factor? 800 mA and 1/20 sec to 100 mA and _____ sec | .4 sec |
Problem Solving What is the percent change from first exposure to second? Exposure 1 at 60 mAs to Exposure 2 at 80 mAs | 33.3% |
Problem Solving What is the percent change? 66 mAs to 59.4 mAs | 10% |
Problem Solving What is the percent change from first exposure to second? Exposure 1 at 15 mAs to Exposure 2 at 21 mAs | 40% |
Problem Solving What is the percent change from first exposure to second? Exposure 1 at 80 kVp to Exposure 2 at 92 kVp | 15% |
Problem Solving What is the percent change from first exposure to second? Exposure 1 at 60 kVp to Exposure 2 at 51 kVp | 15% |
Problem Solving State the new exposure factor needed to make the change given. An exposure is made using 18mAs and 72kVp. The exposure should be repeated with the mAs decreased by 1/3 and kVp left the same. | 12 mAs and 72 kVp |
Problem Solving State the new exposure factor needed to make the change given. An exposure is made using 48mAs and 82kVp. The exposure should be repeated with the mAs increased by 100% and kVp reduced 15%. Round your numbers. | 96 mAs and 70kVp |
Problem Solving State the new exposure factor needed to make the change given. An exposure is made using 120mAs and 90kVp. The exposure should be repeated with the mAs decreased by 40% and kVp left the same. | 72 mAs and 90 kVp |
Problem Solving State the new exposure factor needed to make the change given. An exposure is made using 14mAs and 64kVp. The exposure should be repeated with the mAs increased by 50% and kVp increased 8%. | 21 mAs and 69 kVp |
What is the formula for mAs, mA or Time when 2 of the 3 are known? | a) mA x Time = mAs; b) mAs / Time = mA; c) mAs/mA = Time |
How do you find the percentage difference in mAs or kVp? | A) find the difference; B) Divide the difference by the original; C) move decimal 2 places to the right (x100) |
State the 15% rule with kVp. Give all possibilities. | 2x IR exposure, AOFC: Orig kVp x 1.15 = new kVp; 1/2 IR exposure, AOFC: orig kVp x .85 = new kVp; increase contrast and maintain IR exposure, decrease kVP by 15% and 2x mAs; decrease contrast and maintain IR exposure, increase kVp by 15% and 1/2 mAs |
State the direct square law. | mAs1 / mAs2 = (SID1)2 divided by (SID2)2; maintains receptor exposure with mAs changes for SID |
State the mAs-distance compensation formula. | mAs1 / mAs2 = (SID1)2 divided by (SID2)2; maintains receptor exposure with mAs changes for SID |
How do you maintain receptor exposure with mAs if SID changes? | mAs1 / mAs2 = (SID1)2 divided by (SID2)2; maintains receptor exposure with mAs changes for SID |
State the Inverse Square Law. | I1 / I2 = (SID2)2 / (SID1)2; exposure rate with changes in distance from source |
Higher kVp creates what scale of contrast? | long scale/low contrast - think CHEST x-ray at 125kVp - allows differentiation between different tissues |
Lower kVp creates what scale of contrast? | short scale/high contrast - think HAND x-ray at 60kVp - primarily interested in bone only, not soft tissue |
Maintaining receptor exposure with a change in grid ratio | mAs1/mAs2 = GF1/GF2 |
What effect does Focal Spot Size (FSS) have on receptor exposure? | NO EFFECT |
What effect does Filtration have on receptor exposure? | inverse (increase filtration, decrease Receptor exposure) |
What effect does mAs have on receptor exposure? | direct (increase mAs, increase receptor exposure) |
What effect does kVp have on receptor exposure? | direct (increase kVp, increase receptor exposure) |
What effect does OID have on receptor exposure? | inverse (increase OID, decrease receptor exposure) |
What effect does Field Size have on receptor exposure? | direct (increase field size, increase receptor exposure) |
What effect does SID have on receptor exposure? | inverse (increase SID, decrease receptor exposure) |
What effect does Grid have on receptor exposure? | inverse (increase Grid, decrease receptor exposure) |
What effect does Beam Restriction have on receptor exposure? | inverse (increase BEAM RESTRICTION, decrease receptor exposure) |
What effect does Patient Motion have on receptor exposure? | NO EFFECT |
What effect does CR Angle have on receptor exposure? | inverse (increase CR Angle, decrease receptor exposure) |
What effect do the Prime Factors have on Brightness? | NO EFFECT - because brightness is a quality of the monitor. It provides VISIBILITY |
What affects tube current? | mA - increasing tube current increases filament current, the quantity of electrons produced at the filament |
What affects the POTENTIAL difference in exposure rate? | kVp - increasing kVp allows more electrons move to target with more energy creating stronger x-rays that can penetrate better |
What is photographic Property? Workbook p26 | Visibility of detail - includes receptor exposure and image contrast - the quality of the picture and what it contains (like a photo) |
What is Geometric Property? workbook p26 | Sharpness of detail - includes spatial resolution and distortion (how clear is the anatomy, is there motion or elongation/ foreshortening) |
What is the best way to change receptor exposure? | mAs |
What does the tech need to change to maintain receptor exposure for a full expiration chest compared to full inspiration? | increase mAs by 30-35% |
If same mAs is used for supine and erect imaging of the abdomen, the erect image may be _____. | underexposed because the abdomen is thicker in erect vs supine positions |
How does OID affect receptor exposure? | INVERSELY - the air-gap allows more scatter, reducing receptor exposure - and magnifying image |
What changes to kVp for post-reduction wet plaster cast? | small - medium + increase 5-7kVp; Large - increase 8-10kVp |
What changes to kVp for followup dry cast? | small - medium + increase 5-7kVp; Large - increase 8-10kVp |
What changes to kVp for fiberglass cast? | Increase kVp 3-5 |
Why is mAs the controlling factor for changing receptor exposure? | Because it has a DIRECTLY PROPORTIONAL effect - kVp has a greater effect, but since it is not proportional there is too much possible variation |