Physics/Radiopharm Flashcards
(218 cards)
What are: a) isotope b) isotone c) isobar d) isomer
Nuclides with same: o isotopes – proton number o isobars – mass number o isomers – proton and neutron number, but different energy state o isotones – neutron number
What is KLL Auger electron? How do you calculate its energy
K-shell vacancy filled by L-shell electron, energy difference absorbed by another L-shell electron which is emitted from the atom
energy = KB – 2LBe
What are differences between Auger and Characteristic electrons? (They probably mean conversion electrons. No such thing as characteristic electrons.)
Property
Internal conversion
Auger
Source of energy
Excited/metastable nucleus
Orbital electron transition
Origin shell
Inner
Outer
Kinetic energy
Discrete (Eγ – BE)
Discrete (BEhole – BEtransition – BEAuger )
Name 2 methods of radionuclide production in a reactor.
Fission(1) & Neutron activation (2)
For the reaction (n,γ): what are the requirements for this reaction? What type of reaction occurs? What is the relationship between the target and product? Under what circumstances could high specific activity be obtained?
a. Need a neutron source (reactors)
b. Neutron activation (gains a neutron, and a gamma is emitted)
c. Same Z, so same chemical, but higher mass, which may be less stable.
d. Could be obtained if product underwent beta- decay to a different chemical (Z+1) or fission into multiple separable fission products.
What is the ‘effective positron range’?
In words: distance from nucleus to the line of annihilation photons (perpendicular), which is always shorter than the actual distance the positron travels
Start with 100MBq. T1/2 = 10 days. What is activity after 50 days?
Show calculation.
T1/2 = ln2 / λ
λ = ln 2 /10 = 0.0693147181
A(t) = A(o)e-λt = 100e-0.0693147181(50)
Describe in one or two sentences the Bateman equation. List two types of equilibrium as they relate to the Bateman equation. What is the ratio of 99Mo:99mTc at equilibrium? (exact wording, not sure activity ratio or molar ratio)
B2015-1: What is Bateman equation used for?
C2016-6. a)What is Bateman’s equation – give equation or describe
Differential equations describing nuclide quantities in a decay chain
· For 1-nuclide decay chain (parent-daughter), with branching ratio, BR, solution is:
< GET EQUATION>
Used for samples containing radionuclides having parent-daughter relationships. Equation for the activity of the daughter at time (t) which accounts for the fact that the daughter product is being formed (by decay of the parent) at the same time it is decaying.
1st part of the equation: activities of the parent Ap (t) and the daughter Ad (t) at the time t with their respective decay constants (λ) and branching ratio for the decay producing the daughter of interest when several decay modes are possible.
2nd part of the equation: residual activity of daughter that was present at time 0
Sorenson Chapter 4 page 39
List 2 equilibriums
Secular, Transient
Secular Equilibrium (Tp > 100x Td) At secular equilibrium, the Bateman equation dictates that the daughter will be produced at approximately the same rate that it decays, so a plateau of activity is reached.
Transient Equilibrium
Where BR = branching ratio which is 0.876 for Mo/Tc
At transient equilibrium, the Bateman equation dictates that the rate of decay of the daughter exceeds the rate of production, and so daughter activity will reach a peak after which it declines.
What is 99Mo:99mTc ratio?
Branching ratio = proportion of decay events resulting in a particular decay scheme: for 99Mo to 99mTc = 0.88
Calculate ratio of Mo99:Tc99m at equilibrium
< See notes>
Is the fraction of nuclei decaying by a specific decay mode
What is definition of transient and secular equil? What type of equil is Mo and Tc
a. Transient Equilibrium: when the daughter activity decays at the same rate as a parent whose half-life is 10-50x that of the daughter.
b. Secular Equilibrium: when the daughter activity decays at the same rate as a parent whose half-life is 100-1000x that of the daughter.
c. transient
How do you calculate decay constant.
THE DECAY CONSTANT = 0.693/T1/2
What are the physical half life and photon energy of I-123?
13.2 hours, 159keV
Aside from fission production of 223Ra, what is Health Canada’s approved production method
Actinium 227 generator
Name 3 alpha radionuclides with therapeutic potential. You are given a table to fill in with the headings of “Radionuclide,” “T1/2,” “Number of alpha particles,” “Total energy”
SEE NOTES
How do you image 223Ra? Or, how do you measure 223Ra in dose calibrator?
<2% of energy emitted is from photons – these can be imaged with gamma camera
Dose calibrator must be properly calibrated for RA223
Of F18-FDG, Rb82, and N13 ammonia, which has the best range, first pass extraction. Give their half-lives and positron ranges.
Shortest range: F18 FDG (t1/2 110 min, max range 2.3 mm)
Highest first pass extraction: N13 ammonia (t1/2 10 min, max range 5.1 mm)
First pass extraction: O-15 water > N-13 ammonia > Rb-82 > F-18 FDG
Range: Rb-82 (16 mm) > O-15 water (8 mm)> N-13 ammonia (5 mm) > F-18 FDG (2 mm)
Compare dose, time to imaging, urinary excretion, protein binding of NaF and MDP.
SEE NOTES
Calculate effective T1/2 for 99mTc. Biologic excretion (11% fecal, 35% renal, 4% etc.) Show formula and calculation. 11% cleared by feces, 4% by sweat, 35% by urine at 5 hours for 99mTc radiopharmaceutical. What is effective half life?
Effective 1/2 life: incorporates both the physical and biologic 1/2 lives. Effective 1/2 life is always shorter than the physical and biological 1/2 life.
Effective 1/2 Life = (physical 1/2 life X Biologic 1/2 Life) / (Physical + Biologic)
Biologic 1/2 Life: Refers to the time it takes an organism to eliminate half of an administered compound or chemical on a strictly biologic basis.
Physical 1/2 life of 99m Tc = 6 hrs
Biologic 1/2 life = 5 hours (given above) 648
Effective = 6 x 5 / 6 + 5 = 30/11 = approx 2.7 hours
90Y
a) Parent
b) T1/2
c) Mode of decay
Strontium-90
Half-life of 64.1 hours and a decay energy of 2.28 MeV
B- decay
Know generator daughter products (Table with the parent given, and asking for the corresponding daughter radionuc)
a. Mo99-Tc99m
b. Sr82-Rb82
c. Ge68-Ga68
d. Sr90-Y90
e. Rb81-Kr81m
f. Ac227-Ra223
Name 5 mechanisms of localization of radiopharmaceuticals in an organ.
PACRIM
P = passive diffusion
A = active transport or antbody/antigen complex
C = chemotaxis, compartmental localisation, cell sequestration, capillary blockage)
R = receptor binding
I = ionic exchange
M = metabolism
Describe how a generator works.
Consists of a parent-daughter radionuclide pair contained in an apparatus that permits separation and extraction of the daughter from the parent. The daughter product activity is replenished continuously by decay of the parent and may be extracted repeatedly.
Most important is the 99Mo-99mTc generator. Can be wet or dry:
- Wet Generator: A large reservoir of saline 500ml is connected to the generator. The generator is continuously bathed in saline. Techentium is eluted by attaching a sterile 30 ml evacuated vial to the elution port.
- Dry Generator: A 5 ml saline vial is attached before attaching the 30 ml evacuated vial. The 30 ml evacuated vial then draws 5 ml of saline through the generator to remove the Tc-99m activity followed by 25 ml of air to “dry” the column. Drying cuts down on radiolysis product formation. The air promotes oxidation to the pertechnetate state.
In both systems the evacuated vial contains sodium pertechnetate in normal saline.