Design Guide › Detectors
Detectors design rules
72 of the guide’s 1374 rules carry the detectors tag.
Rules for detecting products and conditions: alpha and neutron counting geometry, vacuum gauges and their interlocks, and the resonance data behind a proton-boron or fusion detection experiment.
Each rule keeps its formula where the source gives one, a verbatim quote, a page-level
citation, and a stable identifier (dg-NNNN) that resolves here and on the
all-in-one guide.
To combine this tag with another (rules carrying both), use the filterable view: /design-guide/?domain=detectors and add a second chip. Related domains, by how often they share a rule with this one: Beam measurement (26), Safety (14), Targets (5), Beam dynamics (4), RF (4).
Verify before use. Every rule here is a source extract in the vocabulary of the editorial methodology — faithful to its cited page, not an independently validated engineering requirement. Re-read any rule that drives a real design decision at the cited page before committing metal, money, or high voltage to it.
-
Make alpha spectroscopy measurements with source-to-detector spacing of 1.5-2 times the detector diameter and vacuum better than 100 microns Hg (10 Pa).
spacing = 1.5-2 x detector dia; P < 100 um Hg (10 Pa)Source, quote & tabletop applicability
Alpha resolution measurements should be made with a detector source spacing equal to 1.5 to 2 times the detector diameter and under good vacuum (< 100 microns HG or 10 Pa).
Canberra, PIPS Detector Instruction Sheet (2012) — p. 1
Tabletop: For his ~8 mm active-diameter PIPS, that is 12-16 mm standoff; closer spacing degrades resolution through wide-angle entrance-window losses.
-
Do not switch on a hot-filament ionization gauge until pressure is below ~0.5 micron, mount it where conductance to pumps and to tank are comparable so it reads representative pressure, and give its filament some magnetic shielding.
ion gauge on only below ~5e-4 torrSource, quote & tabletop applicability
the ion gauge is not turned on until the tank pressure is less than 0.5 microns ... the wall of the manifold provides the tube filament with some protection from the magnetic field
Livingston & Boch, The Oak Ridge 86-Inch Cyclotron — ORNL-1196, OSTI 4357145 (1952) — p. 45
Tabletop: Directly applicable gauge practice near a stray-field-rich H-frame magnet.
-
Add a Penning (Philips) gauge alongside the ion gauge: it is rugged, works as a pressure interlock, and doubles as a sensitive indicator of hydrogen-flow changes; mount its axis normal to the magnet field it borrows.
Source, quote & tabletop applicability
far more rugged than the triode ion gauge and sensitive to small changes in pressure; but it is probably not as accurate in reading absolute pressure.
Livingston & Boch, The Oak Ridge 86-Inch Cyclotron — ORNL-1196, OSTI 4357145 (1952) — p. 46
Tabletop: Directly applicable: a cheap Penning head is the right always-on interlock and gas-flow monitor for a next machine, with the ion gauge kept for absolute readings.
-
p-B11 disintegration alphas were first detected at ~60-70 keV proton energy (thin film ~70 kV, thick target not appreciable below 60 kV), with yield rising steeply toward 200 kV, and maximum alpha range of 4.7 cm in air; thick-target Li appears from ~30 kV for comparison.
B threshold(observed) ~60-70 kV at ~50 uA and 0.7 sr; max alpha range 4.7 +/- 0.15 cm airSource, quote & tabletop applicability
It is seen that particles are detected at about 70 kv. and the numbers increase more rapidly with increase of bombarding energy than with the lithium film.
Oliphant & Rutherford, Experiments on the Transmutation of Elements by Protons (1933) — p. 266-270
Tabletop: Proof that p-B11 alphas are observable far below the 675 keV resonance if the builder integrates tens of uA-hours with large solid angle - and that their alphas stop in under 5 cm of air (vacuum path to PIPS required).
-
Design the p-B11 experiment around the 675 keV resonance: the fitted alpha yield coefficient A0 rises from 0.91 mb/sr at Ep=0.15 MeV to 218 mb/sr at 0.65 MeV - a factor of ~240 - so every keV of proton energy toward 650-675 keV multiplies count rate.
A0(0.15 MeV)=0.91 mb/sr; A0(0.30)=20.8; A0(0.49)=114; A0(0.65)=218 mb/srSource, quote & tabletop applicability
0.15 0.91 +/- 0.015... 0.65 218.42 +/- 0.55
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 360
Tabletop: The master rate table for the reference machine's PIPS count-rate prediction across their entire 150-675 keV window; it quantifies exactly what reaching the resonance is worth.
-
Fusion rate climbs steeply with grid voltage at roughly constant current: 10 cpm at -16 kV rising to 130 cpm at -31 kV (~13x for a 2x voltage increase) at 13-18 mTorr and ~10 mA, so buy voltage headroom before current headroom.
BF3 moderated counter: 16 kV -> 10 cpm; 25 kV -> 60-100 cpm; 31 kV -> 130 cpmSource, quote & tabletop applicability
At -25 kV, 8 mA, and 16 mtorr, neutron levels were 60 cpm. This measurement confirmed that nuclear fusion was achieved.
Kovalchick, Deuterium Fusion Using Inertial Electrostatic Confinement (2012) — p. 45-46
Tabletop: Same lesson as p-B11 cross-section curves: yield is exponential-ish in particle energy, so for the builder every extra 10% beam energy buys far more counts than 10% more current.
-
Neutron yield in Hull's fusors scaled roughly two orders of magnitude per ~10 kV of drive: 22 kV gave 1e3 n/s, 33 kV gave 1e5 n/s, 45 kV gives >6e5 n/s - invest in voltage, vacuum cleanliness, and gas handling before anything else.
22 kV -> 1e3 n/s; 33 kV -> 1e5 n/s; 45 kV -> 6e5 n/sSource, quote & tabletop applicability
It was limited to low level output by its 22kv internal supply. 103 n/sec... a 33 kilovolt supply. 105 n/sec... currently produces in excess of 600,000 neutrons per second
Hull, Fusor: An Easy to Construct Fusion Reactor Based on Inertial Electrostatic Confinement (2009) — p. 36-39
Tabletop: Reinforces the energy-over-current rule for the builder: sub-Coulomb-barrier reaction rates reward every extra keV exponentially.
-
For alpha counting close to a target, place a thin mica window ~1 cm from the beam spot on a minimal-shadow grid to capture a large solid angle (~0.7 sr), and calibrate absorber stack and dead space against a known polonium alpha source (range 3.80 cm air at 15 C, 760 mm).
window at 1 cm, solid angle ~0.7 sr; Po alpha range reference 3.80 cmSource, quote & tabletop applicability
a mica window W, 1 cm in diameter and supported on a grid which subtends the smallest possible area... The solid angle obtained in this way is approximately 0.7.
Oliphant & Rutherford, Experiments on the Transmutation of Elements by Protons (1933) — p. 262-265
Tabletop: The close-geometry, calibrate-with-a-known-alpha-source method is exactly how the builder should commission their PIPS geometry before hunting p-B11 alphas.
-
Benchmark resolution with a pulser: pulser line width should be about 5 keV narrower than the alpha resolution (warranted 11 keV FWHM here), and system noise is about 3 times the pulser FWHM.
FWHM_pulser ~ FWHM_alpha - 5 keV; noise ~ 3 * FWHM_pulser; certificates: electronic 5.5-5.6 keV, alpha 10.9-11.0 keV FWHM (241Am 5486 keV, 0.5 us shaping)Source, quote & tabletop applicability
Pulser line width should be about 5 keV (FWHM) narrower than Alpha Resolution ... the noise level which is approximately 3 times the pulser line width (FWHM).
Canberra, PIPS Detector Instruction Sheet (2012) — p. 1-3
Tabletop: A pulser check separates electronics noise (grounding, RF pickup from the 9 MHz drive) from true detector degradation without risking source contamination.
-
Give the target probe a high resistance to ground and protect its meter with RF chokes and bypasses; expect a few microamperes on a small machine (the 6-inch gave 7 uA).
6-inch machine: ~7 uA internal beamSource, quote & tabletop applicability
The six-inch cyclotron has indicated a 7 microampere beam, at a frequency corresponding to about 800 kv protons.
Wouters, General Recommendations for Design of Small Cyclotrons — UCRL-476 (1949) — p. 11
Tabletop: Directly comparable scale; microamp-level internal beam is a realistic expectation for a next machine and the choke-protected probe is the right pickup.
-
For final proof of acceleration use a nuclear signature: fuse LiF onto a stainless probe tip and look for prompt gammas from proton bombardment of Li and F.
LiF target fused on stainless block; p+Li / p+F gamma emissionSource, quote & tabletop applicability
a convenient target substance would be LiF which, when bombarded with protons, will emit gammas from Li ... The target may be prepared by simply fusing a small amount of LiF onto a small stainless steel block
Wouters, General Recommendations for Design of Small Cyclotrons — UCRL-476 (1949) — p. 11
Tabletop: Partially applicable: the p-Li gamma resonance needs ~440 keV, above the reference machine's 160 keV; a next machine reaching 0.5 MeV could use exactly this LiF-on-probe gamma check with their gamma detector.
-
Sub-resonance p-B11 measurements were made with only 0.5-10 nA of protons on target (with ~60-70 keV beam energy resolution); nA-scale beams suffice for alpha spectroscopy given ~1e-4 sr detectors and thin targets.
0.5-10 nA on target for Ep = 0.15-0.4 MeV data; 100-200 nA at higher energiesSource, quote & tabletop applicability
At these energies beam intensities varied from 0.5 to 10 nA on target and beam resolution varied from approximately 60 to 70 keV.
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 359
Tabletop: The single most encouraging number in the batch: professional low-energy p-B11 data were taken at exactly the reference machine's nA beam scale.
-
Report p-B11 yields as total alphas detected per luminosity (counts/(Nt*Np*dOmega)), not as a cross section, because the number of alphas per reaction contributing to the main peak varies with energy (~2.1 at the 675 keV resonance vs ~1.5 at 2.64 MeV).
X = Counts/(Nt*Np*dOmega) [cm2/sr]; multiplicity in dominant peak: ~2.1 (0.675 MeV), ~1.5 (2.64 MeV)Source, quote & tabletop applicability
simulations show that out of the three emitted a-particles, on average 2.1 a-particles contribute to this peak at the 0.675 MeV resonance
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 359-360
Tabletop: When the builder converts PIPS counts to a 'cross section' they must divide by ~2 alphas per reaction - or better, publish counts-per-luminosity as this paper does.
-
Normalize alpha yields by integrated beam current and calibrate each detector's relative solid angle with low-energy Rutherford scattering on gold plus a known Am-241 alpha source.
solid-angle calibration: Rutherford on Au + 241Am source; yield normalization: integrated charge x dOmegaSource, quote & tabletop applicability
The relative solid angles for each detector were measured using low energy Rutherford scattering on gold as well as a known 241Am source.
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 360
Tabletop: The builder already owns the pieces: their Faraday cup/Keithley 617 integrates charge, and an Am-241 check source calibrates PIPS solid angle and energy scale.
-
Bias the internal target/Faraday collector to about +9 V when measuring beam current, otherwise secondary electrons leaving the target corrupt the reading.
+9 V (battery) bias on target vs grounded target comparisonSource, quote & tabletop applicability
A +9 V bias can be applied to the target using a battery to reduce the effect of secondary electrons on beam current measurements ... secondary electrons are created in significant numbers on the target.
Tabletop: One battery fixes a systematic error in the main diagnostic the builder has; also gives a way to separate true beam from secondaries.
-
Use a rotating multi-faced target (three faces at 45 degrees, each with a 1.2 cm x 1 mm recess for pressed powder) on a water-cooled stem so faces are shielded from each other's sputtering and targets can be compared without breaking vacuum or alignment.
3 faces at 45 deg; recess 1.2 cm dia x 1 mm deep; water-cooled rotating stemSource, quote & tabletop applicability
By having only three faces any one face is completely shielded from the material sputtered from that which is in the beam
Oliphant & Rutherford, Experiments on the Transmutation of Elements by Protons (1933) — p. 262
Tabletop: A boron target plus a blank plus a calibration face on one rotatable holder would let the builder switch targets and measure background without venting.
-
Pump the chamber for 10-15 minutes before applying detector bias to drive off surface moisture, then wait about 30 seconds after biasing for the detector to stabilize.
Source, quote & tabletop applicability
it is a good idea to evacuate the chamber for 10 to 15 minutes before applying bias. This will remove excess surface moisture ... It is recommended to wait 30 seconds to stabilise the detector.
Canberra, PIPS Detector Instruction Sheet (2012) — p. 1
Tabletop: Interlock the PIPS bias supply to chamber vacuum in the beam-diagnostics routine; biasing a humid detector raises leakage and can damage the junction.
-
Clean a PIPS face only by blowing dry gas then swabbing with high-quality isopropyl alcohol (never methyl alcohol), and dry under vacuum 15 minutes or at 50 C for an hour before re-biasing; cleaning will not cure leakage or radiation damage.
Source, quote & tabletop applicability
use a cotton ball dampened with a good quality isopropyl alcohol; Do not use methyl alcohol ... put under vacuum for 15 minutes or heat to 50 C for an hour to remove residual moisture before applying bias.
Canberra, PIPS Detector Instruction Sheet (2012) — p. 1
Tabletop: The ~500-angstrom implanted window scratches easily; in a chamber with pump oil and target debris this is the only sanctioned cleaning procedure.
-
Use leakage current as the detector health metric: about 10 nA at 20 C is nominal for these diodes, and leakage doubles for roughly every 5 C rise, so temperature-correct before comparing to the certificate.
I_leak(T) ~ I_leak(20C) * 2^((T-20)/5); certificate value 10 nA at 20 CSource, quote & tabletop applicability
Remember that leakage current doubles for about 5 C rise in temperature and take this into account when you compare your measurement to that of the factory.
Canberra, PIPS Detector Instruction Sheet (2012) — p. 1-3
Tabletop: A detector near warm cyclotron hardware can legitimately read several times 10 nA; only a rise beyond the temperature-corrected value indicates radiation damage or contamination.
-
Operate the BKPD 50-11-500 PIPS at its recommended +130 V bias (full depletion +110 V) and never exceed the +150 V maximum bias.
V_rec = +130 V; V_full_depletion = +110 V; V_max = +150 V; depletion 500 um, chip 501 um, 8000 ohm-cmSource, quote & tabletop applicability
Recommended bias voltage +130 Volts ... Full depletion bias voltage +110 Volts ... Maximum bias voltage +150 Volts
Canberra, PIPS Detector Instruction Sheet (2012) — p. 2-3
Tabletop: The reference machine's two detectors (S/N 98343/98344) have only 20 V of headroom above recommended bias; a supply glitch to 150+ V risks breakdown, so use a current-limited, capped supply.
-
Match electronics speed to the detector: thin silicon detectors (10-300 um) deliver their charge in 100 ps to 30 ns, so microsecond-scale shaping integrates the full charge and only noise considerations, not collection time, set the shaping constant.
collection time: Si 10-300 um: 100 ps - 30 ns; thick (cm) Si/Ge: 1-10 usSource, quote & tabletop applicability
(10 ... 300 um thick): 100ps-30ns. Thick (~cm) Si or Ge detector: 1-10us
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 2
Tabletop: The reference machine's PIPS collects alpha charge in nanoseconds; they can choose shaping time purely for noise optimum without worrying about ballistic deficit.
-
Signal-to-noise degrades with total input capacitance (detector + cable + stray), and feedback cannot recover it - keep the preamp physically at the detector and minimize cable before the first amplification stage.
V_signal = Q/C_total; equivalent noise charge grows with C_total; S/N cannot be improved by feedbackSource, quote & tabletop applicability
S/N cannot be improved by feedback. This result is generally valid, i.e. it also holds for active integrators (charge-sensitive amplifiers).
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 24
Tabletop: For the builder: mount the preamp on the vacuum feedthrough, not at the far end of a coax run - every pF of cable directly worsens alpha energy resolution.
-
Read out silicon detectors with a charge-sensitive (feedback-capacitor) preamplifier so gain is set by Cf and is insensitive to detector capacitance, which varies with bias voltage in a partially depleted diode.
Q_signal integrated on Cf; dVout/dQ = 1/Cf independent of C_detSource, quote & tabletop applicability
Detector capacitance may vary within a system or change with bias voltage (partially depleted semiconductor diode)... Amplifier output directly determined by signal charge, insensitive to detector capacitance
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 3-8
Tabletop: Confirms the standard PIPS chain for the p-B11 experiment: a charge-sensitive preamp at the feedthrough, never a plain voltage amp on the diode.
-
Estimate front-end noise of a CR-RC shaper from Qn^2 = 12*tau*IB + 6e5*tau/RP + 3.6e4*vn^2*C^2/tau (rms electrons; tau in ns, IB in nA, RP in kOhm, vn in nV/rtHz, C in pF), and pick the shaping time that balances the leakage-current term against the capacitance term; 1 electron = 3.6 eV in Si.
Qn^2 = 12*tau*IB + 6e5*tau/RP + 3.6e4*vn^2*C^2/tau [rms e-]; w = 3.6 eV/e-h pair (Si)Source, quote & tabletop applicability
en2 = 12 tau IB + 6e5 tau/RP + 3.6e4 vn2 C2/tau [rms electrons]
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 42
Tabletop: Lets the builder compute expected keV-scale resolution of their PIPS chain from datasheet numbers before buying a shaping amplifier, and re-optimize tau if leakage rises.
-
Any particle that can transfer ~20 eV to a silicon atom displaces it; a single 1 MeV neutron transfers 60-70 keV to the recoil and displaces ~1000 atoms, so neutron-producing runs damage silicon detectors far faster than X-rays or electrons (photons below 250 keV cause no displacement at all).
displacement threshold ~20 eV; 1 MeV n -> 60-70 keV recoil -> ~1000 displaced atoms; photon displacement threshold 250 keVSource, quote & tabletop applicability
a 1 MeV neutron transfers about 60 to 70 keV to the Si recoil atom, which in turn displaces roughly 1000 additional atoms in a region of about 0.1 um size.
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 49
Tabletop: The reference machine's PIPS detectors shrug off the cyclotron's X-ray background but must be shielded or retracted during any neutron-producing (e.g., deuterium) runs.
-
Radiation-induced leakage current grows linearly with fluence, dI = alpha*Phi*(A*d), with alpha ~2e-17 A/cm for 1 MeV neutrons (3e-17 for 650 MeV protons) at room temperature; the leakage current itself is a reproducible dosimeter.
dI = alpha * Phi * A * d; alpha(1 MeV n) = 2e-17 A/cm, alpha(650 MeV p) = 3e-17 A/cmSource, quote & tabletop applicability
For 650 MeV protons alpha = 3e-17 A/cm, 1 MeV neutrons alpha = 2e-17 A/cm.
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 51-52
Tabletop: The builder can track their PIPS bias current on the Keithley 617 as a built-in damage log: any secular rise flags beam or neutron exposure of the detector.
-
Silicon detector reverse-bias (leakage) current is steeply temperature dependent: cooling from room temperature to 0 C cuts it to about one-sixth, so modest cooling is the cheapest fix for noise from an irradiated or leaky detector.
I(0 C) ~ I(20 C)/6; activation energy ~1.2 eV (irradiated), 1.15 eV (unirradiated)Source, quote & tabletop applicability
Cooling to 0 C typically reduces the reverse bias current to 1/6 of its value at room temperature.
Spieler, Semiconductor Detectors Part 2 — SLUO Lectures on Detector Techniques, Lecture 7 (1998) — p. 52
Tabletop: A Peltier or cold-finger on the PIPS mount is a cheap resolution upgrade if leakage-current shot noise ever dominates the reference machine's alpha spectra.
-
Near 200 keV bombarding energy, the two main p-B11 alphas emerge 150-180 degrees apart with the third particle taking very little energy - a coincidence pair of back-to-back PIPS detectors is a powerful signature at the reference machine's energies.
alpha-alpha opening angle 150-180 deg at Ep ~200 keVSource, quote & tabletop applicability
the common mode of disintegration is into two [alpha] particles which proceed at angles of 150 to 180 relatively to one another, the third particle receiving very little energy
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 357-358
Tabletop: Two PIPS detectors in near-back-to-back coincidence would give the builder a background-crushing p-B11 signature even at very low count rates.
-
At the 675 keV resonance the alpha angular distribution is nearly isotropic (|A1|,|A2| a few percent of A0), so PIPS detector angle is uncritical there; significant anisotropy only appears at the 2.64 MeV resonance.
at 0.65 MeV: A0=218.4, A1=-3.2, A2=6.3 mb/sr (isotropic to ~3%)Source, quote & tabletop applicability
While the resonance at 0.675 MeV exhibits isotropy, anisotropy can be seen for the resonance at 2.64 MeV
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 358-360
Tabletop: Frees the builder to place their PIPS detectors wherever geometry and shielding are best - solid angle, not angle, is what matters at their energies.
-
Silicon detectors for p-B11 alphas: place them ~16.5 cm from the target with small solid angles (~2.5e-4 sr each) and thickness sufficient to stop alphas at all energies; expect a large elastically-scattered-proton peak just below 1 MeV alongside the a0 and a1 alpha peaks.
8 detectors at 30-160 deg, r=16.5 cm, dOmega ~2.5e-4 sr each; proton elastic peak < 1 MeVSource, quote & tabletop applicability
The large peak just below 1 MeV is produced by elastically scattered protons
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 358-360
Tabletop: Warns the builder that their PIPS spectra will be dominated below ~1 MeV by scattered protons - set the alpha discrimination window above that, or use a thin proton-stopping foil.
-
A workable p-B11 target is ~56 ug/cm2 of isotopically pure 11B on a ~9 ug/cm2 carbon backing; calibrate its thickness in situ via Rutherford-normalized elastic scattering and the energy-broadening of the elastic peak (3.6% systematic achieved).
target 56 +/- 2 ug/cm2 11B on 9 ug/cm2 C; thickness via elastic alpha scattering at 165 deg, 4.86 MeVSource, quote & tabletop applicability
the target, which was composed of 56 +/- 2 ug/cm2 of isotopically pure 11B deposited on a 9 ug/cm2 carbon backing
Spraker et al., The 11B(p,α)8Be → α+α and the 11B(α,α)11B Reactions at Energies Below 5.4 MeV (2012) — p. 360
Tabletop: Defines 'thin' for the reference machine's boron target (tens of ug/cm2) and gives two independent thickness checks they can perform with their own detectors.
-
Detectable D-D fusion requires at least -15 kV on the cathode even though fusion technically begins near 10 kV; plan supplies for 25-30 kV to get statistically clean neutron counts.
V_threshold(detectable) >= 15 kV; first clean counts here at -25 kVSource, quote & tabletop applicability
D-D fusion can occur in an IEC device at voltages as little as 10 kV or less, but detectable fusion generally does not occur until voltages are at least 15 kV
Kovalchick, Deuterium Fusion Using Inertial Electrostatic Confinement (2012) — p. 18
Tabletop: Calibrates expectations for any sub-threshold nuclear signal at home: being physically above a reaction threshold is not enough; detection thresholds sit well above it.
-
For thermal-neutron activation or moderated counting, a 3.89 cm (about 1.5 inch) layer of HDPE gives the peak thermal capture rate; back the target (e.g., silver) with a second HDPE slab as a reflector.
HDPE moderator thickness ~3.89 cm for peak capture; Ag-108 t1/2 2.37 min activation targetSource, quote & tabletop applicability
a peak capture rate is obtained with a 3.89 cm layer of HDPE. This detection method involves positioning the HDPE as close to the neutron source as possible
Kovalchick, Deuterium Fusion Using Inertial Electrostatic Confinement (2012) — p. 23-24
Tabletop: If the builder ever cross-checks their PIPS counting with activation or a moderated tube (e.g., for D-D work), this fixes the moderator thickness to build.
-
For amateur fusion work choose D-D fuel: it needs no NRC license, is cheap, and branches 50:50 to T+p and 3He+n; D-T requires licensing and tritium handling, and 3He is prohibitively expensive.
D+D -> T + p (50%); D+D -> 3He + n (50%)Source, quote & tabletop applicability
The amateur is limited to the middle or D-D reaction which yields a split 50:50 reaction D+D to T + Proton, D+D to He3 + neutron
Hull, Fusor: An Easy to Construct Fusion Reactor Based on Inertial Electrostatic Confinement (2009) — p. 19-20
Tabletop: The reference machine's aneutronic p-B11 choice sidesteps even this; but if they ever runs deuterium in the cyclotron, D-D is the only license-free fusion fuel.
-
Back up electronic neutron detection with a passive fast-neutron bubble detector; an independent, electronics-free integrating detector guards against RF/HV-induced false counts.
Source, quote & tabletop applicability
Fast neutron bubble detector acts as backup to electronic detection
Hull, Fusor: An Easy to Construct Fusion Reactor Based on Inertial Electrostatic Confinement (2009) — p. 43
Tabletop: Same philosophy for p-B11: pair the PIPS/electronics chain with a passive detector (e.g., CR-39 track plastic) immune to the cyclotron's RF pickup.
-
Scan a bombarded target assembly past a 1/8-inch slot in lead bricks with a counter behind it to map where beam really struck; Berkeley found the hottest spots (21 and 13 mR/hr) on the foil-holder edges, not the 18.5 mR/hr foil itself.
Source, quote & tabletop applicability
a high intensity point (21 mr/hr) on the top outside edge of the copper foil holder, another high intensity point (18.5 mr/hr) on the foil just above the median plane
Reyenga, 184″ Cyclotron: Radiation Measurement of Breech Load Probe Head — MDDC-982 (1947) — p. 3
Tabletop: At nA/sub-MeV there is no activation to survey - but the lesson stands: always check holder edges and apertures for beam strike (film, phosphor, or discoloration), since a large fraction of beam can miss the target.
-
For first detection of a weak deflected beam, photographic film on the probe beats an ion chamber: compare exposures with deflector on and off; Berkeley's ion-chamber 'detection' could not be reproduced but film showed the displacement.
Source, quote & tabletop applicability
The best detection of the beam deflection was made by mounting X-ray film on the probe and exposing it to both the undeflected and deflected beam.
Sewell, 184″ Cyclotron: Vertical D.C. Electrostatic Deflector — MDDC-1051 (1947) — p. 2
Tabletop: A next machine's extraction commissioning should start with on/off comparison images (film, phosphor, or CCD) at the channel exit; integrating detectors see sub-nA deflected beams that electrometers lose in RF noise.
-
Prove first beam with a radiation signature plus a physics argument, not just probe current: 63-inch first beam was a brass target at 21 in radius showing gamma count 8x background; since N+ ions at that radius would have only 2.5 MeV (below reaction thresholds), the activity itself proved the beam was N3+.
species/energy check = radiation only possible if q/m assumption correctSource, quote & tabletop applicability
Since the singly-ionized nitrogen ions at this radius have an energy of only 2 1/2 Mev, it may be concluded that the burst of radiation observed was indeed due to triply-charged nitrogen ions.
Tabletop: The reference machine's best-beam case (5.6x background on the Faraday cup) sits in exactly this evidentiary tradition — and the energy-threshold argument is the template for a source-species test: an observed nuclear signature whose threshold excludes the molecular-ion hypothesis is proof of species without a spectrometer.
-
Confirm beam energy and species by activation half-lives when direct measurement is unavailable: 63-inch targets (graphite, CuO, TaN) were bombarded and the induced activities (112-min F-18, 15-hr Na-24, 10-min N-13...) identified by decay curves — reaction thresholds then bound the beam energy.
Source, quote & tabletop applicability
A carbon (graphite) target gave rise to 112-minute and 15-hour activities which are assigned to F 18 and Na 24 respectively.
Tabletop: Below nuclear thresholds the 150-keV reference machine cannot use this — but it becomes the cheapest absolute energy check the moment any upgrade crosses a low-threshold reaction, needing only a GM counter and a stopwatch; the practice (identify by half-life, bound energy by threshold) is scale-free.
-
It is theoretically impossible to filter a transient without introducing time delay - so do not fight detection delay, MEASURE it and compensate at the trigger threshold (they bias the trigger to fire earlier on the pulse rise).
Source, quote & tabletop applicability
Unfortunately it is theoretically impossible to filter a transient without introducing time delay. The time delay thus introduced was kept to a minimum.
Foss et al., Cyclotron Component Design Technical Reports — TID-454 (1952) — p. 170-171
Tabletop: General fast-timing wisdom for beam-pulse and kick timing chains - every smoothing stage costs latency; calibrate the chain end-to-end and remove the constant part in the threshold or delay setting rather than chasing zero-delay filters.
-
Reference a trigger threshold to the MEASURED critical firing voltage of the actual trigger device, not to ground - find the just-fires bias experimentally ("slide" it up until firing starts), lock it, and make all compensating adjustments relative to that point, so device aging drops out.
Source, quote & tabletop applicability
the bias adjustment is made with reference to the actual critical firing voltage.
Foss et al., Cyclotron Component Design Technical Reports — TID-454 (1952) — p. 172
Tabletop: A self-calibration idiom worth copying into any comparator/discriminator in the DAQ - trim to observed threshold at session start (their multivibrator = today's comparator with drifting offset), and slow drift stops moving the physics timing.
-
Gain-stabilize a sparse narrow-pulse chain with a PEAK-reading automatic level control (average- reading AGC fails because the duty cycle is tiny), and put its detector at the FINAL trigger point so the loop compensates every gain stage at once, whatever the drift source.
Source, quote & tabletop applicability
the automatic pulse-height circuit had to work on a peak-reading principle.
Foss et al., Cyclotron Component Design Technical Reports — TID-454 (1952) — p. 171
Tabletop: Directly applicable to pulse chains fed by beam pickups or PMTs at low rep rate - stabilize on detected peak height at the discriminator input, and amplitude drift stops translating into time walk.
-
To learn what a machine activates, hang cheap witness foils of candidate materials (Al, Cu, Fe, stainless) at mapped positions before a run, then identify each induced activity by its gamma-ray energy AND its half-life from repeated NaI counts.
Source, quote & tabletop applicability
foils of aluminum, copper, iron, and stainless steel were affixed at various positions on the walls of the cyclotron vault and on the cyclotron vacuum tank.
Boom, Toth & Zucker, Residual Radiation of the LRL 184-inch Cyclotron — ORNL-3158 (1961) — p. 15
Tabletop: The one activation rule that DOES apply at any energy, because it is a measurement, not a prediction: a witness-foil pack plus the next machine's NaI/PIPS counters is a near-zero-cost null check that sub-MeV operation activates nothing — useful evidence for licensing conversations and for catching surprises if beam or species ever changes.
-
Localize an activation (or any radiation) source with a collimated NaI detector — crystal in a lead pig with a plugged hole for background — and compare aimed vs background spectra; at the 184-inch this proved the gap structures, not the magnet yoke, were the source.
Source, quote & tabletop applicability
the important source of radiation in the cyclotron comes from the gap and the structures in it, rather than from neutron-induced activities in the magnet yoke.
Boom, Toth & Zucker, Residual Radiation of the LRL 184-inch Cyclotron — ORNL-3158 (1961) — p. 12
Tabletop: Energy-independent technique. A 2-in lead collimator with a removable plug around a next machine's NaI turns it into a pointing instrument for finding X-ray leaks (RF multipactor, dee-liner discharge bremsstrahlung) on a running machine — the same aim/plug/subtract discipline at keV instead of MeV.
-
Turn a known activation excitation function into a beam spectrometer: bombard a stack of thin foils (Cu, ~6 mg/cm2) whose reaction — Cu63(p,n)Zn63, 38-min — is well measured, count each foil, and unfold activity-vs-depth into the energy spectrum; because the cross section drops steeply, the linear system is near-triangular and solves foil-by-foil in ~30 minutes.
A(r) ~ integral over R of sigma(R-r)*I(R) dR, discretized as block/line spectrum -> near-triangular linear system; choose Rn spacing to avoid oscillating/negative weightsSource, quote & tabletop applicability
the energy distribution of protons in the cyclotron beam is readily determined by measuring this excitation function and comparing it with the published data.
Tabletop: ENERGY SCOPE: Cu63(p,n) threshold is ~4.2 MeV — closed on the reference machine and a next machine, so this exact reaction cannot be used below ~4 MeV. The transferable idea is using a steep, well-known excitation function as an energy discriminator: at a next machine's energies the B11(p,alpha) yield curve itself (or Al/Ni step degraders before the PIPS) plays that role, and the same triangular-unfolding trick applies to any stacked measurement.
-
Expect a spurious slow rise in wire-probe current with radius: proton bombardment heats the wire and thermionic electron emission adds to the collected current, growing with beam energy — separate this baseline from real beam structure before interpreting a radial scan (22-inch test cyclotron).
Source, quote & tabletop applicability
There is a slight increase in probe current with increasing radius because of increased thermal emission of electrons from the probe as it was bombarded by protons of higher energy.
Tabletop: Same artifact family as the reference machine's secondary-emission and background offsets on the Faraday cup; at nA scale a hot-wire thermionic term can dwarf the signal, so bias or shield the probe and log the baseline drift.
-
A Buechner-Bainbridge 90-degree broad-range spectrograph (uniform field, source and focus each one characteristic radius R outside the field boundary) focuses 0.6-1.3 E0 in one exposure at dE/E < 0.2%; theory allows 0.34-2.9 E0 (lower limit focused at the field boundary, upper at infinity) but chamber size caps the top and single-focusing solid-angle loss punishes E > E0.
focal range practical 0.6 E0 <= E <= 1.3 E0 (theoretical 0.34-2.9 E0); hyperbolic focal surface; R = 50 cm here, 14 kG focuses 33 MeV p / 16.5 MeV dSource, quote & tabletop applicability
an extension of the energy range much beyond 1.3 E0 requires an unreasonably large vacuum chamber at the exit of the magnet.
Tabletop: SCALE-HONEST: geometry is energy-independent (it fixes E/E0 ratios, not E), so a palm-sized R ~ 5-10 cm version at a few hundred gauss would broad-range-analyze a next machine's ~170 keV protons identically - a compelling teaching-lab focal-plane instrument. The 5-ton, 14-kG original is MeV-class; copy the optics, not the iron.
-
Calibrate a magnetic spectrograph end-to-end with a monoenergetic alpha source stepped through field settings: a 1 mm Po source at the object position exposed for equal times at each field gives (a) the radius-vs-focal-position map, (b) the relative solid angle vs focal position for free from peak areas, and (c) a linewidth check against source width.
Source, quote & tabletop applicability
Since all exposures were for equal times, the measured intensity of each group provided a measurement of relative solid angle as a function of focal position.
Tabletop: DIRECT teaching-lab gold - one sealed alpha source and one afternoon calibrate the whole instrument, no beam required, and the equal-exposure trick measures the acceptance function that theory only estimates. Their peak-position convention (intercept of the straight high-energy edge with the baseline) is also the right lineshape-robust choice.
-
Design the focal-plane detector for exposure multiplexing: a cassette holding three 80x200 mm emulsions allows six different exposures without breaking spectrograph vacuum, and a 20-element solid-state counter array covers 5 cm of focal surface when only a few groups matter.
Source, quote & tabletop applicability
Three emulsions each 80 x 200 mm can be mounted in a special camera ... which allows six different exposures to be made without breaking the spectrograph vacuum.
Tabletop: DIRECT principle (vacuum cycles are the tax on focal-plane work; amortize them) with a modern translation: a movable frame of CR-39/film chips, or a silicon-strip array, behind the next machine's analyzer. Their two-detector split - survey in emulsion, precision groups in counters - maps to CR-39-survey vs SiPM/diode-array.
-
RF pickup implementation: a short (~10") wire antenna inside the oscillator enclosure a foot or two from the tank/grid circuit, coax shell grounded to the oscillator house; deliberately keep fundamental + harmonics and tune their relative phases/amplitudes with one or two shunt coax stubs of variable length and termination until the edge is sharp (~10 V pulses, rise ~5 ns, best ~3 ns at 10 Mc).
rise time ~5 ns typical, ~3 ns best at ~10 Mc oscillator frequency; retune stub after any frequency change (takes under a minute)Source, quote & tabletop applicability
connected to a short (10") antenna of No. 12 wire which extends inside the oscillator house to within a foot or two of the grid circuit of the oscillator.
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 8
Tabletop: DIRECT recipe, buildable on the reference machine in an afternoon - loose capacitive coupling (never galvanic) plus stub-tuned harmonic mixing is how you sharpen a 9 MHz sine (55 ns rise as a sinusoid) into a few-ns edge with zero active electronics at the pickup. The check-the-pulse-shape-after-retuning discipline (p.9) carries over verbatim.
-
Order the time converter start/stop for rare events: START the time-to-pulse-height converter on the (rare) detector pulse and STOP it on the next RF reference pulse - and gate the reference channel so stop pulses are only generated after a detector event. The converter then runs only ~once per neutron instead of once per RF cycle.
Source, quote & tabletop applicability
stop trigger pulses emerge only after an event occurs in the neutron detector.
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 8
Tabletop: DIRECT - this reversed (common-stop) architecture is still how RF-referenced timing is done; it inverts the time axis but slashes dead time and pileup. With a modern TDC or digitizer the same logic applies: trigger on the detector, timestamp against the next RF zero crossing.
-
Split slow pulse-height discrimination from the fast timing chain, and make the threshold resettable against a standard source: a slow side-channel discriminator gates the analyzer (rejecting low-energy-neutron and gamma background), and its dial is reset after any shutdown to the Cs-137 gamma peak so efficiency calibrations reproduce even if PMT gain drifted.
Source, quote & tabletop applicability
The problem was to set the continuously variable slow discriminator dial so that the level of discrimination would correspond to a certain standard light signal from the scintillator.
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 13
Tabletop: DIRECT twice over: (1) never let the background-rejection threshold live inside the timing path (they tried; timing and efficiency fought); (2) a $50 Cs-137 check source turns "what is the threshold today?" into a 5-minute standardization - the calibration habit every counting experiment on a next machine should inherit.
-
Time-resolution budget honesty: achieved 2 ns FWHM in the favorable case, 2-3.5 ns typically, at ~1 ns/channel - and the 1" detector thickness alone contributes ~0.8 ns (5 MeV neutron transit time), traded knowingly for counting efficiency. Wrong stop-pulse shape or low PMT voltage easily makes it worse.
FWHM ~2 ns best, 2-3.5 ns typical; detector transit ~0.8 ns per inch for 5 MeV neutrons (v ~ 3.1 cm/ns)Source, quote & tabletop applicability
The full width of the lines at half maximum is about 2 ns in this favorable case. Generally the widths have ranged from approximately this to about 3.5 ns
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 11
Tabletop: DIRECT budgeting template - list every term (source bunch width, detector transit, electronics jitter, reference-edge slope) and know which one you bought deliberately. A next machine's TOF or coincidence lab should have students build exactly this budget before blaming the electronics.
-
Set flight-path length against the room, not just the resolution equation: paths were kept under 1.2 m so that neutrons scattered from the concrete floor (4 ft below the beam pipe) arrive outside the window, letting the counter run unshielded; the massive Pb + LiH-paraffin shield was left unused partly because its effect on counting efficiency had never been measured.
Source, quote & tabletop applicability
Most experiments have been made with flight paths less than 1.2 meters long in order to avoid difficulty with neutrons scattered from the solid concrete floor
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 12
Tabletop: DIRECT pair of lessons: (1) geometry (short path, floor clearance, timing window) is often cheaper background suppression than shielding mass; (2) never bolt on a detector shield whose effect on efficiency you haven't calibrated - it converts a known instrument into an unknown one. Both transfer to any next-machine counting station.
-
Anchor absolute counting efficiency to a well-known reaction and cross-check by an independent method: calibrate with D(d,n) (cross sections known to 4%), then verify via induced-activity counting - C-12(d,n)N-13 yield integrated over angle, N-13 positron annihilation flux compared against an NBS-calibrated Na-22 source - agreement within 10%.
Source, quote & tabletop applicability
Calibration curves were obtained by use of the D(d,n) reaction, the cross sections for which are known to 4% accuracy.
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 12
Tabletop: DIRECT metrology doctrine - one calibration path is an assumption, two are a measurement. For a next machine's experiment gates (e.g., p-B or (d,n) yield claims), require a primary calibration plus an activation- or source-based cross-check, and quote the disagreement as the systematic.
-
A simple single-scattering model predicts organic-scintillator neutron efficiency to satisfactory accuracy: eff = (1 - E0/En) * (1 - exp(-nH*sigma_np*l)), where the first factor (fraction of recoils above threshold) is exact and independent of the scintillator response shape so long as response is monotonic; find E0 per threshold setting from a D(d,n) check and take sigma_np from Gammel's semi-empirical formula (good to parts in 10^3 up to 42 MeV).
eff = (1 - E0/En)(1 - exp(-n_H * sigma_np(En) * l)); assumptions - n-p single scattering only, effective length = geometric length, recoil range negligibleSource, quote & tabletop applicability
The first factor in (1) is exact. It does not depend on the exact shape of the response curve (pulse-height vs proton recoil energy) of the scintillator.
Fulbright et al., A Fast Neutron Time of Flight System for Use with Cyclotrons — NYO-9360 (1962) — p. 15
Tabletop: DIRECT for any neutron-counting next-machine experiment and a lovely teaching derivation - a two-factor closed form students can test against a calibration reaction. The identification of which factor is exact vs model-dependent is the transferable habit.
-
Even when characteristic/soft X-radiation poses a trivial shielding problem, plan the INSTRUMENTATION for it: survey meters must be able to detect and measure the soft component, which exists at any incident-particle energy.
instrument response must extend down to the soft X-ray band even when shielding is trivialSource, quote & tabletop applicability
This radiation is soft and the shielding problem small. It is however important to be remindful of its existance and importance even at low energies of the incident particle. Instruments must be able to detect and measure this soft radiation.
Tabletop: The reference machine's survey problem in one sentence: a ~10 kV dee makes sub-10-keV photons that ordinary GM/ion-chamber walls partly block — pancake/thin-window instruments are required to even see the hazard (pairs with the Ch. VI 150-keV response rule).
-
Accelerator radiation differs from isotope radiation in three ways that break isotope-calibrated instruments: it is PULSED (cyclotron: 50-200 us macropulses with RF microstructure), strongly ANISOTROPIC, and a MIXED neutron/gamma field — choose and correct instruments for all three.
cyclotron pulse structure: 50-200 us macropulse + microstructure at RF frequency (Table VI-1)Source, quote & tabletop applicability
Cyclotron positive ions 50-200 usec ... Microstructure at RF frequencies
Tabletop: The reference machine runs CW-RF but a beam bunched at 9 MHz; any future pulsed-RF operation (LDMOS duty-cycling) puts the machine squarely in this table — recheck every survey instrument's pulse response before trusting it.
-
When counting radiation from a pulsed machine whose pulse length is shorter than the detector dead time (GM: 200-600 us dead; ion chamber 5-10 us; organic scintillator 0.01-0.1 us), the measured rate SATURATES AT THE PULSE RATE no matter how intense the field — a GM survey meter can read a grossly lethal pulsed field as a modest count rate.
for rho > pulse length, n'_max = pi (pulses/s); GM dead time 200-600 us (Table VI-2, Eq. VI-9)Source, quote & tabletop applicability
the second term in the equation above becomes zero and the number of counts per second, as is expected, becomes the radiation source pulse rate.
Tabletop: THE classic accelerator-survey trap and the reason the program's survey doctrine should prefer current-mode ion chambers over GM counters for any pulsed operation: a counter that reads "60 cps" at a 60 Hz pulse rate is telling you its saturation value, not the dose rate.
-
Measure mixed neutron-gamma dose equivalent with PAIRED ionization chambers — one tissue- equivalent, one neutron-insensitive — and combine as DE = Gamma + 10*N (Gamma = gamma tissue dose, N = neutron tissue dose, 10 a conservative quality factor).
DE = Gamma + 10N (paired TE + neutron-insensitive chambers)Source, quote & tabletop applicability
An approximation to the dose equivalent in a mixed neutron and gamma ray field can then be given by DE = Gamma + 1ON ... 10 = a conservative value for the quality factor
Tabletop: The cheapest credible mixed-field method for an amateur program — two chambers and a subtraction — and the fallback if a rem-ball is out of budget for future neutron-capable tests.
-
Dose-equivalent-proportional neutron instruments are a solved problem: an Anderson-Braun BF3 counter in polyethylene/boron cylinders reads dose equivalent to +-10% from 0.04 to 10 MeV, and a properly made moderated-sphere rem counter holds +-10% for intermediate energies — use a rem counter rather than converting raw flux by hand.
Anderson-Braun rem counter +-10% over 0.04-10 MeV; moderated thermal detector rem-proportional +-10%Source, quote & tabletop applicability
They obtained an accuracy of +-10% in measuring dose equivalent of neutrons over the range 0.04 to 10 MeV.
Tabletop: Justifies planning on one moderated rem meter as the single neutron instrument — its energy band covers everything a D-D contamination source (2.45 MeV) or any near-threshold (p,n) could emit.
-
Photon survey instruments misbehave below ~150 keV where the photoelectric effect dominates: cavity-chamber response FALLS at low energy from wall thickness (lost particle equilibrium), can swing ABOVE unity just over that energy because wall Z exceeds air, and windowed detectors develop strong directional error — calibrate at the working energy and orientation before trusting soft-X-ray numbers; open-air chambers also drift 20-30% with large temperature changes.
below ~150 keV photoelectric regime -> wall-thickness response falloff + over-response band + directional error; open-air chamber +-20-30% over large delta-TSource, quote & tabletop applicability
In a cavity ionization chamber the relative response falls off at low energies because of the effect of the thickness of the walls. Just above this energy the relative response can rise above unity because the effective atomic number of the walls exceeds that of air.
Tabletop: The measurement-side half of the reference machine's X-ray problem: the machine's entire photon spectrum sits BELOW this misbehavior threshold, so an uncalibrated chamber reading of dee bremsstrahlung can err either direction. Use thin-window instruments with a low-energy calibration point (e.g. Fe-55 or an X-ray tube set) and record orientation.
-
Harden detector electronics against the machine's own environment: mu-metal shields handle photomultiplier magnetic-field sensitivity, aluminum foil or screening kills RF pickup, and low-frequency EMI synchronous with machine pulsing demands well-grounded cable shields with a common ground at both ends — expect grounding to take "considerable effort."
PMT: mu-metal (B-field) + Al foil/screen (RF); signal runs: grounded shield + single common groundSource, quote & tabletop applicability
Commercial mu metal shields, if properly used, will normally provide sufficient shielding against magnetic fields. To eliminate the effects of RF fields, aluminum foil or screening can be used.
Tabletop: Written for exactly such a bench — a scintillator PMT near a 0.6 T fringe field and a 9-MHz (soon LDMOS) transmitter. The Keithley 617 grounding lore in the reference machine's as-builts is this rule independently rediscovered.
-
Keep survey electronics out of the magnet fringe field: use passive detectors (ionization chambers) at the measurement point with DC amplification, and put the indicating meters where the field cannot bias their movements.
Source, quote & tabletop applicability
The monitor and detector employed were aluminum-walled ionization chambers, with DC Amplification, indicating on microammeters placed outside the magnetic field of the cyclotron.
Tabletop: Analog meter movements, photomultipliers, and many GM counters misread in a stray field of even tens of gauss; separate the sensing volume from the readout and keep the readout outside the fringe field.
-
Threshold-activation detectors sandwiched between absorber slabs give cleaner attenuation half-values than ionization chambers: they are insensitive to the low-energy scattered background, immune to magnetic fields and electronics drift, and yield exponential curves with better precision.
activation of a threshold-reaction foil vs absorber depth -> half-value thickness; Moyer used C12(n,2n)C11, threshold ~20 MeVSource, quote & tabletop applicability
Experiments using carbon disc detectors sandwiched between slabs of absorber gave exponential attenuation with half-value determination which were generally made with better precision than those with ionization chambers.
Tabletop: The C12(n,2n) reaction itself is blind below ~20 MeV and useless at sub-MeV neutron energies; the transferable idea is the energy-thresholded activation foil as a passive, field-immune detector that answers one question cleanly.
-
Survey slow-neutron leakage through access openings separately with a BF3 (or equivalent thermal) counter: apertures and penetrations, not the bulk shield, set the slow-neutron field outside an enclosure.
Source, quote & tabletop applicability
Measurements with a BF3 proportional counter have indicated diffusion of slow neutrons through various access openings from the enclosure.
Tabletop: Cable ways, viewport lines-of-sight, and door gaps are the paths that matter once any bulk shielding exists; thermal-neutron instruments answer a different question than fast-neutron ones and both belong in a survey.
-
Check Faraday-cup material systematics by swapping stopping materials without breaking vacuum: Harvard modified the cup so blocks of different materials sat in electrical contact with the stopping plate, measuring collected charge per unit incident beam (normalized by an ionization chamber) versus stopper thickness and type.
collected charge per unit beam vs stopping-material Z and thickness = secondary-emission/scatter-loss systematic of the cupSource, quote & tabletop applicability
blocks of either of two different materials could be placed (without disturbing the vacuum system) immediately in front of the 2-inch brass stopping plate
Harvard University Cyclotron Laboratory, Quarterly Progress Report, 1 June – 31 August 1964 — p. 2
Tabletop: A Faraday cup's reading depends on its stopping surface through secondary emission and backscatter; measuring the same beam against two stopper materials bounds that systematic without any absolute reference.
-
Measure self-supporting film thickness by charged-particle energy loss (Adair & Kobisk): collimated alphas (241Am) through the foil, spectrum shift on a calibrated MCA, areal density = dE / stopping power. Works from a few ug/cm2 to several mg/cm2 — but published stopping-power data carry ~+-10% accuracy, which bounds the absolute result. Fission fragments (252Cf) resolve much thinner foils; beta transmission covers 40-500 mg/cm2.
W = dE / S(E), S in MeV cm2/g; alpha for ug/cm2-mg/cm2, fission fragments for ultrathin, beta absorption for 40-500 mg/cm2Source, quote & tabletop applicability
most of these data have an accuracy of ~ +-10%.
Tabletop: The one thickness method that needs no balance and works on a mounted film; a surface-barrier detector, a check-source alpha emitter, and an MCA are all standard home-lab equipment. Quote absolute thickness no tighter than the stopping-power tables allow.
-
Quick semi-quantitative gauges (Adair & Kobisk): a calibrated light densitometer reads carbon foil areal density in the 5-50 ug/cm2 range (useless above ~40-45 ug/cm2 where transmission saturates); low-geometry alpha or gamma counting assays radioactive deposits to ~+-1% with geometry factors down to 1e-7 for hot samples.
Source, quote & tabletop applicability
light intensity change is not a very useful technique for carbon films of thickness greater than 40 or 45 ug/cm2.
Tabletop: A photodiode and lamp sort carbon stripper/backing foils into thickness bins in seconds — calibrate once against weighed foils and use it as the incoming-inspection tool.
-
Build the alpha source yourself (Thompson): expose an aluminum foil above an open 228Th bottle with the foil held at -300 V; recoil-ionized 220Rn plates onto the foil and decays to 212Pb (10.6 h half-life), giving alphas at 8786, 6090 and 6050 keV. ~10 h activation, ~24 h useful source life, no sealed-source procurement. Enclose the activator in a vented glove box because of the escaping radon.
228Th -> 224Ra -> 220Rn(+) collected at -300 V -> 212Pb (T1/2 = 10.64 h) -> alphas 8786 / 6090 / 6050 keVSource, quote & tabletop applicability
A large portion of the 220Rn gas is created as positive ions which are attracted by the -300 volt collecting potential
Tabletop: A thoriated source and a -300 V bias produce a fresh, essentially massless (recoil-implanted) alpha source on demand; the 2.7 MeV spread between the 212Pb lines self-calibrates the spectrometer with no external standard. Ventilation for thoron is mandatory.
-
Calibrate with two peaks and measure only shifts (Thompson): spread the 6050 and 8786 keV lines across the analyzer with a biased amplifier, compute keV/channel from their separation, then read target thickness from the channel shift of each peak with the target in place. Estimate fractional channel positions from adjacent-channel counts (peaks are Gaussian) — a 5-channel shift read to whole channels is only good to ~20%. Vacuum below 1e-4 torr, else detector-bias glow discharge can damage the detector.
Ec = (8786-6050)/(B-A) keV/ch; dE = (A-A')*Ec; thick targets by piecewise sum T = (dE/N) * sum 1/S(E-(i-1)dE/N)Source, quote & tabletop applicability
This is all the calibration which is necessary since now only energy shifts are of interest.
Tabletop: The whole rig is a surface-barrier detector, preamp, biased amp and any old 512-channel MCA — Thompson wrote it up precisely so small labs could build it; the differential (shift-only) design makes absolute gain calibration irrelevant.
-
Thermally stretch polypropylene windows over a heated dome and metallize them gently: Chalk River stretched 25 um film over a Teflon-coated disc held with a deliberate radial gradient (edge 105 C, middle 115 C, center 125 C) to ~75 ug/cm^2; a 10 ug/cm^2 cellulose-nitrate undercoat raised heat resistance; then Cr 5 ug/cm^2 in two steps and Au 20 ug/cm^2 in three steps with cooling pauses — single-step evaporation ruptured the film by radiant heat (Dmytrenko et al.).
stretch 105/115/125 C; CN 10 + Cr 5 (2 steps) + Au 20 ug/cm^2 (3 steps)Source, quote & tabletop applicability
Attempts at single step evaporations to these thicknesses were unsuccessful because of rupturing of the foil due to heat damage.
Tabletop: Stretched polypropylene is the standard thin window for gas counters and low-energy vacuum isolation; the step-and-cool metallization discipline applies to coating any plastic film. Same material class as the detector windows the diagnostics literature assumes.