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User:Marshallsumter/Radiation astronomy2/Protons

Proton astronomy per se often consists of directly or indirectly detecting the protons and deconvoluting a spatial, temporal, and spectral distribution.

"Proton astronomy should be possible; it may also provide indirect information on inter-galactic magnetic fields."

“[A]t the high end of the proton energy spectrum (above ≈ 1018 eV) [the Larmor radius] deflection becomes small enough that proton astronomy becomes possible.”

Astronomy
"Ultra high energy cosmic particles are thought to come from extra-galactic distances. Propagation in largely unknown galactic and extra-galactic magnetic fields deflects trajectories of charged cosmic rays, limiting proton astronomy to E > 1019 eV."

"Proton astronomy is going to be limited to a region [of redshift] z < zhor(E) and z < zmagnetic(E) ≃ Rimaging(E)/R0."

"A crucial step towards the goal of [ultra-high energy] UHE proton astronomy is the identification of point sources of [ultra-high energy cosmic rays] UHECRs."

"This should make us able to perform “proton astronomy” if the reconstruction errors on the direction of the incident particles are less than this deviation 1."

"The prospects for future cosmic-ray investigations at superhigh energies are outlined and the great importance of development in the neutron and proton astronomy for energies above 1018-1019 eV is pointed out. [...] These factors adversely affect the investigation of [proton cosmic rays] PCR at ultrahigh energies. At the same time the situation is not utterly hopeless, as new interesting possibilities (such as neutron and proton astronomy) are opened up in this energy region."

Radiation
"Space radiation may be classified according to origin as: (i) galactic cosmic radiation (87% protons, 12% alfa, 1% HZE), with energies between 1 and 103 GeV; (ii) solar particle radiation, consisting of charged particles in large clouds, mainly protons with an energy of about 1 GeV; (iii) geomagnetically trapped particle radiation, generated from the interaction of the radiation with the geomagnetic field comprising electrons with energies up to 7 MeV, protons with energies up to 600 MeV, and low energy heavy ions."

Nucleons
Def. one "of the subatomic particles of the atomic nucleus, i.e. a proton or a neutron " is called a nucleon.

"The detection of GW170817 and its electromagnetic counterparts [AT2017gfo] allows us to constrain the equation of state of dense matter [...] Very stiff equations of state are ruled out by the upper limit on the average tidal deformability, $$\tilde\lesssim 800$$, imposed by the detected gravitational wave signal."

"By using several microscopic nucleonic equations of state, we first confirm the existence of a monotonic relation between R1.5 (the radius of the 1.5 M⊙ configuration) and [average tidal deformability] $$\tilde$$."

"In the twin-stars scenario, the low-mass objects are made of nucleons and have large radii and large Λ, while the most massive stars are hybrid stars with a very large quark content and small radii and Λ."

The "twin-stars configuration features a very large difference between the radii of the two components: (R1, R2) = (10.7, 13.0) km, which allows one to achieve concurrently a very small radius R1 and a sufficiently large $$\tilde\approx 600$$."

"While the standard interpretation of the GW170817 event in the one-family scenario is perfectly compatible with the merging of two nucleonic [neutron stars] NSs governed by a microscopic nuclear EOS respecting the MTOV > 2 M⊙ limit, [...] the lower limit on the tidal deformability obtained by Radice et al. (2018) is not incompatible with R1.5 being even significantly smaller than 12 km if one assumes that the population of compact stars is not made of only one family. [When] allowing for the existence of disconnected branches in the mass–radius relation, either within the two-families scenario or within the twin-stars scenario, one can explain the existence of very compact stars and at the same time one can fulfill the request of having a not too small average tidal deformability, as suggested by the analysis of AT2017gfo."

In "both scenarios, the source of GW170817 is a mixed binary system: a [hadronic star] HS and a [quark star] QS within the two-families scenario (Drago & Pagliara 2018) and a hybrid star and a nucleonic star within the twin-stars scenario (Paschalidis et al. 2018). It is interesting to note that within the two-families scenario, a system with the chirp mass of the source of GW170817 cannot be composed of two HSs: such a system would have too small an average tidal deformability, and moreover it would lead to a prompt collapse (Drago & Pagliara 2018)."

Protons
The proton is a subatomic particle with the symbol or  and a positive electric charge of 1 elementary charge. One or more protons are present in the nucleus of each atom, along with neutrons. The number of protons in each atom is its atomic number.

Nucleon spin structure describes the partonic structure of proton intrinsic angular momentum (spin). The key question is how the nucleon's spin, whose magnitude is 1/2ħ, is carried by its [suggested] constituent partons (quarks and gluons). In the late 1980s, the European Muon Collaboration (EMC) conducted experiments that suggested the spin carried by quarks is not sufficient to account for the total spin of [protons]. This finding astonished particle physicists at that time, and the problem of where the missing spin lies is sometimes referred to as the "proton spin crisis".

Experimental research on these topics has been continued by the Spin Muon Collaboration (SMC) and the COMPASS experiment at CERN, experiments E154 and E155 at [SLAC National Accelerator Laboratory] SLAC, HERMES at DESY, experiments at [Thomas Jefferson National Accelerator Facility] JLab and RHIC, and others. Global analysis of data from all major experiments confirmed the original EMC discovery and showed that the quark spin [may] contribute about 30% to the total spin of the nucleon.

New measurements performed by European scientists reveal that the radius of the proton is 4 percent smaller than previously estimated.

Emissions
The free proton is stable and is found naturally in a number of situations. Free protons exist in plasmas in which temperatures are too high to allow them to combine with electrons. Free protons of high energy and velocity make up 90% of cosmic rays, which propagate in vacuum for interstellar distances. Free protons are emitted directly from atomic nuclei in some rare types of radioactive decay, and also result from the decay of free neutrons, which are unstable. In all such cases, protons must lose sufficient velocity and (kinetic energy) to allow them to become associated with electrons, since this is a relatively low-energy interaction. However, in such an association, the character of the bound proton is not changed, and it remains a proton.

At right is a graph or block diagram that shows the boundaries for nuclear particle stability. The boundaries are conceptualized as drip lines. The nuclear landscape is understood by plotting boxes, each of which represents a unique nuclear species, on a graph with the number of neutrons increasing on the abscissa and number of protons increasing along the ordinate, which is commonly referred to as the table of nuclides, being to nuclear physics what the more commonly known periodic table of the elements is to chemistry. However, an arbitrary combination of protons and neutrons does not necessarily yield a stable nucleus, and ultimately when continuing to add more of the same type of nucleons to a given nucleus, the newly formed nucleus will essentially undergo immediate decay where a nucleon of the same isospin quantum number (proton or neutron) is emitted; colloquially the nucleon has 'leaked' or 'dripped' out of the target nucleus, hence giving rise to the term "drip line". The nucleons drip out of such unstable nuclei for the same reason that water drips from a leaking faucet: the droplet, or nucleon in this case, sees a lower potential which is great enough to overcome surface tension in the case of water droplets, and the strong nuclear force in the case of proton emission or alpha decay. As nucleons are quantized, then only integer values are plotted on the table of isotopes, indicating that the drip line is not linear but instead looks like a step function up close.

The general location of the proton drip line is well established. For all elements occurring naturally on earth and having an odd number of protons, at least one species with a proton separation energy less than zero has been experimentally observed. Up to germanium the location of the drip line for many elements with an even number of protons is known, but none past that point are listed in the evaluated nuclear data. There are a few exceptional cases where, due to nuclear pairing, there are some particle-bound species outside the drip line, such as 8B and 178Au. One may also note that nearing the magic numbers, the drip line is less understood. A compilation of the known first unbound nuclei beyond the proton drip line is given below, with the number of protons, Z and the corresponding isotopes, taken from the National Nuclear Data Center.

Chargons
The proton has an approximately exponentially decaying positive charge distribution with a mean square radius of about 0.8 fm.

Antiprotons
Def. the "antiparticle of the proton, having a negative electric charge" is called an antiproton.

The antiproton is the antiparticle of the proton. Antiprotons are stable, but they are typically short-lived since any collision with a proton will cause both particles to be annihilated in a burst of energy.

Antiprotons have been detected in cosmic rays for over 25 years, first by balloon-borne experiments and more recently by satellite-based detectors. The standard picture for their presence in cosmic rays is that they are produced in collisions of cosmic ray protons with nuclei in the interstellar medium, via the reaction, where A represents a nucleus:

 * +  A → +  +  + A

The secondary antiprotons then propagate through the galaxy, confined by the galactic magnetic fields. Their energy spectrum is modified by collisions with other atoms in the interstellar medium. The antiproton cosmic ray energy spectrum is now measured reliably and is consistent with this standard picture of antiproton production by cosmic ray collisions.

In the graph on the right is the interstellar antiproton spectrum including antiproton data from Buffington et al. (1981), Bogomolov et al. (1981), and Golden et al. (1984) with the upper limit of Tan and Ng's (1983) "non-uniform galactic disk" model (top curve) and the exact numerical modulation solution at 1 AU after Ryan et al. (1972) (bottom curve).

"Various researchers have conducted balloon flights to measure antiprotons which originate outside the heliosphere, the region in which the solar wind and the interplanetary magnetic field hold sway over medium-energy cosmic rays. In 1979 Golden et al. (1984) measured antiproton-proton (/p) ratios in the interval between 4.4 and 13.4 GeV. Bogomolov et al. (1980) reported data in the range of 2-5 GeV. And most recently, Buffington et al. (1981) claimed an astonishly high measurement at about 200 MeV."

In the graph on the left is the primary, interstellar, antiproton spectrum as reconstructed using adiabatic deceleration in the solar wind, from Stecker et al. (1985), the spectrum at 1 AU (lower curve), data from Buffington et al. (Bu, 1981), Bogomolov et al. (Bo, 1981), and Golden et al. (G, 1984), and the exact numerical spectrum at 1 AU (dashed lower curve).

"The steepness of the high-energy end of the interstellar spectrum and the consequent excess around 1 GeV are the result of an exponential spectrum rather than the more typical power-law spectrum found in most secondary production and propagation models."

"Raising the portion of the interstellar spectrum below about 600 MeV, a common way of trying to fit the 200 MeV data, will not significantly affect the low-energy side of the near-Earth spectrum, since 200 MeV particles at 1 AU originate at much higher energies (> 1 GeV) and are cooled down by adiabatic deceleration in the solar wind. [The] shape of the low-energy side of a galactic proton spectrum at Earth is virtually independent of the shape of the interstellar spectrum (Fisk, 1979)."

Antiproton radiation belts
"The PAMELA collaboration has recently reported the cosmic-ray (CR) antiproton spectrum and antiproton-to-proton ratio measurements in the kinetic energy range 60 MeV–180 GeV (Adriani et al. 2009a, 2010a). [...] The results agree with models of purely secondary production where antiprotons are produced through interactions of CRs with the interstellar medium."

"Antiprotons are also created in pair production processes in reactions of energetic CRs with Earth's exosphere. Some of the antiparticles produced in the innermost region of the magnetosphere are captured by the geomagnetic field allowing the formation of an antiproton radiation belt around the Earth. The particles accumulate until they are removed due to annihilation or ionization losses. The trapped particles are characterized by a narrow pitch angle20 distribution centered around 90 deg and drift along geomagnetic field lines belonging to the same McIlwain L-shell21 where they were produced. Due to magnetospheric transport processes, the antiproton population is expected to be distributed over a wide range of radial distances."

The CRAND "source is expected to provide the main contribution to the energy spectrum of stably trapped antiprotons and the resulting flux is predicted to be up to several orders of magnitude higher than the antiproton flux from direct $$p\bar{p}$$ pair production in the exosphere (Fuki 2005; Selesnick et al. 2007)."

"The magnetospheric antiproton flux is expected to exceed significantly the galactic CR antiproton flux at energies below a few GeV. [...] A measurement by the Maria-2 instrument (Voronov et al. 1990) on board the Salyut-7 and Mir orbital stations allowed an upper limit on the trapped antiproton-to-proton ratio of 5 × 10−3 to be established below 150 MeV."

"A clean sample of antiprotons was identified using information combined from several PAMELA subdetectors. Antiprotons are measured in the presence of a considerably larger flux of protons. It is therefore important that particle trajectories are well reconstructed by the tracking system, allowing reliable charge sign separation and a precise estimate of rigidity (Adriani et al. 2009a). Strict conditions were placed on the number of position measurements along a track and on the χ2 associated with the track fit procedure, in order to reject protons which were wrongly reconstructed as negatively charged particles due to scattering and to minimize uncertainties on the rigidity measurement."

"Measured antiproton distributions were corrected by means of simulations to take into account losses due to ionization and multiple scattering inside the apparatus and, mainly, due to inelastic interactions (annihilation) in the dome. The correction factor decreases with increasing energy, ranging from 14% to 9%. Selection efficiencies were determined using flight data, which naturally include detector performances. Test beam and simulation data were used to support and cross-check these measurements. The total systematic error on the measured spectrum includes uncertainties on efficiency estimation, gathering power, livetime, contamination, ionization, and interaction losses."

"Fluxes in radiation belts present significant anisotropy since particles gyrate around field lines while moving along them, bouncing back and forth between mirror points. This results in a well-defined pitch-angle distribution. A dependence on the local magnetic azimuthal angle is observed as consequence of the east–west effect. Positively (negatively) charged particles arriving from the east (west) originate from guiding centers located at lower altitudes than PAMELA and thus their flux is significantly reduced by the atmospheric absorption, while the opposite is valid for particles from western (eastern) directions. The resulting asymmetry is more evident for higher rigidity particles since it scales with the particle gyroradius which ranges from ~50 km for a 60 MeV (anti)proton, up to ~250 km for a 750 MeV (anti)proton."

"During about 850 days of data acquisition (from 2006 July to 2008 December), 28 trapped antiprotons were identified within the kinetic energy range 60–750 MeV. Events with geomagnetic McIlwain coordinates (McIlwain 1961) in the range 1.1 < L < 1.3 and B < 0.216 G were selected, corresponding to the SAA. The fractional livetime spent by PAMELA in this region amounts to the 1.7% (~4.6 × 109 s)."

"All the identified antiprotons, characterized by a pitch angle near 90 deg, were found to spiral around field lines, bounce between mirror points, and also perform a slow longitudinal drift around the Earth, for a total path length amounting to several Earth radii."

In the graph on the right are the geomagnetically "trapped antiproton spectrum measured by PAMELA in the SAA region (red full circles). The error bars indicate statistical uncertainties. Trapped antiproton predictions by Selesnick et al. (2007) for the PAMELA satellite orbit (solid line), and by Gusev et al. (2008) at L = 1.2 (dotted line), are [included]. For comparison, the mean atmospheric under-cutoff antiproton spectrum outside the SAA region (blue open circles) and the galactic CR antiproton spectrum (black squares) measured by PAMELA (Adriani et al. 2010a) are also shown."

Canal rays
In 1886, Eugen Goldstein discovered canal rays (also known as anode rays) and showed that they were positively charged particles (ions) produced from gases. However, since particles from different gases had different values of charge-to-mass ratio (e/m), they could not be identified with a single particle, unlike the negative electrons discovered by J. J. Thomson.

Accelerator physics
In the [Large Hadron Collider] LHC proton bunches also produce [synchrotron] radiation at increasing amplitude and frequency as they accelerate with respect to the vacuum field, propagating photoelectrons, which in turn propagate secondary electrons from the pipe walls with increasing frequency and density up to 7x1010. Each proton may lose 6.7keV per turn due to this phenomenon.

Astronucleosynthesis
Def. any of several processes that lead to the synthesis of heavier atomic nuclei is called nucleosynthesis.

The image at right of NGC 3582 reveals giant loops of gas ejected by dying stars that bear a striking resemblance to solar prominences.

 * $$e^+ + \nu_e + \bar\nu_\mu\to \mu^+$$

 * $$e^+ + e^- + \gamma\to \pi^0$$

 * $$2\gamma\to \pi^0$$

 * $$\mu^+ + \pi^0\to p^+$$

 * $$\mathrm{_1^1H} + \mathrm{_1^1H} \rightarrow \mathrm{_{1}^{2}D} + e^+ + \nu_e + \gamma (0.42 MeV). $$

At 10-million-kelvin, hydrogen fuses to form helium in the proton-proton chain reaction:

 * $$4\mathrm{_1^1H} \rightarrow 2 \mathrm{_1^2H} + 2e^+ + 2\nu_e (4.0 MeV + 1.0 MeV). $$

 * $$2\mathrm{_1^1H} + 2\mathrm{_1^2H} \rightarrow 2\mathrm{_2^3He} + 2\gamma (5.5 MeV). $$

 * $$2\mathrm{_2^3He} \rightarrow \mathrm{_2^4He} + 2\mathrm{_1^1H} (12.9 MeV). $$

The total reaction is given by

 * $$4\mathrm{_1^1H} \rightarrow \mathrm{_2^4He} + 2e^+ + 2\gamma + 2\nu_e (26.7 MeV). $$

Planetary sciences
Ice cores contain thin nitrate-rich layers that can be analyzed to reconstruct a history of past events before reliable observations; [this includes] data from Greenland ice cores and others. These show evidence that events of [the magnitude of the solar storm of 1859—as measured by high-energy proton radiation, not geomagnetic effect—occur approximately once per 500 years, with events at least one-fifth as large occurring several times per century. Less severe storms have occurred in 1921 and 1960, when widespread radio disruption was reported.

Colors
"These authors proposed that the whole-disk surface colors of KBOs could be the result of the competition between the effects of irradiation of surface organics by cosmic-rays and the global resurfacing due to impacts. [...] When these high-energy protons collide with an icy target, they penetrate very [deep] under the surface."

Minerals
"How is it possible that the infrared spectra of these minerals [olivine (Mg2SiO4 and enstatite (MgSiO3)] are essentially unchanged after proton bombardment? ... The lack of change following irradiation is easily understood for olivine; this orthosiicate mineral possesses an 'island' structure of isolated tetrahedra."

Theoretical proton astronomy
Def. a collimated stream, spurt or flow of liquid or gas or plasma in a narrow cone of particles is called a jet.

Def. at, or near the speed of light is called relativistic.

"The structure of relativistic jets in [active galactic nuclei] AGN on scales of light days reveals how energy propagates through jets, a process that is fundamental to galaxy evolution."

Their lengths can reach several thousand or even hundreds of thousands of light years. The hypothesis is that the twisting of magnetic fields in the accretion disk collimates the outflow along the rotation axis of the central object, so that when conditions are suitable, a jet will emerge from each face of the accretion disk. If the jet is oriented along the line of sight to Earth, relativistic beaming will change its apparent brightness. The mechanics behind both the creation of the jets and the composition of the jets are still a matter of much debate; it is hypothesized that the jets are composed of an electrically neutral mixture of electrons, positrons, and protons in some proportion.

Entities
"Deuterated isotopomers of methanol have been detected both in hot cores and in the protostellar source IRAS 16293-2422. [...] In studying the post-evaporative gas-phase chemistry of these isotopomers, it is important to know if pairs of isotopomers with D atoms in different places (eg CH3OD and CH2DOH) can be interconverted or whether they can be viewed as separate entities with depletion mechanisms that are independent of each other. Here we show that it is difficult to exchange protons and deuterons on the two different parts of the methanol backbone."

Strong forces
Mesons are hadronic subatomic particles, bound together by the strong interaction. Because mesons are composed of sub-particles, they have a physical size, with a radius roughly one femtometre, which is about $2/3$ the size of a proton or neutron.

In cosmic ray interactions, for example, such particles are ordinary protons and neutrons. Mesons are also frequently produced artificially in high-energy particle accelerators that collide protons, anti-protons, or other particles.

If there was no nuclear force, all nuclei with two or more protons would fly apart because of the electromagnetic repulsion.

Electromagnetics
All isotopes that contain an odd number of protons and/or of neutrons have an intrinsic magnetic moment and angular momentum, in other words a nonzero spin just as electrons pair up in atomic orbitals, so do even numbers of protons or even numbers of neutrons (which are also spin-$1/2$ particles and hence fermions) pair up giving zero overall spin. A proton and neutron will have lower energy when their spins are parallel, not anti-parallel, since this parallel spin alignment does not infringe upon the Pauli Exclusion Principle, a proton is of spin 1/2. The NMR absorption (radio) frequency for tritium is however slightly higher than that of 1H because the tritium nucleus has a slightly higher gyromagnetic ratio than 1H.

Cosmic rays
About 89% of cosmic rays are simple protons or hydrogen nuclei, 10% are helium nuclei or alpha particles, and 1% are the nuclei of heavier elements. Solitary electrons constitute much of the remaining 1%.

In cosmic-ray astronomy, cosmic rays are not charge balanced; that is, positive ions heavily outnumber electrons.

Aluminium-26, 26Al, is a radioactive isotope of the chemical element aluminium, decaying by either of the modes beta-plus or electron capture, both resulting in the stable nuclide magnesium-26. The half-life of 26Al is 7.17 years. This is far too short for the isotope to survive to the present, but a small amount of the nuclide is produced by collisions of argon atoms with cosmic ray protons.

Neutrons
Protons are known to transform into neutrons through the process of electron capture (also called inverse beta decay). For free protons, this process does not occur spontaneously but only when energy is supplied. The equation is:

The process is reversible; neutrons can convert back to protons through beta decay, a common form of radioactive decay. In fact, a free neutron decays this way, with a mean lifetime of about 15 minutes.

At En = 1020 eV, ultra high energy neutrons are flying a Mpc, with their directional arrival (or late decayed proton arrival) more on-line toward the source.”

Neutrinos
The highest flux of solar neutrinos come directly from the proton-proton interaction, and have a low energy, up to 400 keV. There are also several other significant production mechanisms, with energies up to 18 MeV.

Gamma rays
In gamma-ray astronomy, "when cosmic rays [such as protons] interact with ordinary matter ... pair-production gamma rays at 511 keV" [are produced that are included in] the gamma ray background.

"Nuclear reaction analysis (NRA) is a nuclear method in materials science to obtain concentration vs. depth distributions for certain target chemical elements in a solid thin film."

"If irradiated with select projectile nuclei [or protons] at kinetic energies Ekin these target elements can undergo a nuclear reaction under resonance conditions for a sharply defined resonance energy. The reaction product is usually a nucleus in an excited state which immediately decays, emitting ionizing radiation such as protons or gamma rays."

"To obtain depth information the initial kinetic energy of the projectile nucleus (which has to exceed the resonance energy) and its stopping power (energy loss per distance traveled) in the sample has to be known. To contribute to the nuclear reaction the projectile nuclei have to slow down in the sample to reach the resonance energy. Thus each initial kinetic energy corresponds to a depth in the sample where the reaction occurs (the higher the energy, the deeper the reaction)."

"A commonly used reaction is

 * 15N + 1H → 12C + α + γ (4.965MeV)

with a resonance at 6.385 MeV."

"The energetic emitted γ ray is characteristic of the reaction and the number that are detected at any incident energy is proportional to the concentration at the respective depth of [nitrogen] in the sample. The N concentration profile is then obtained by scanning the proton incident or transmitted beam energy."

"NRA can also be used non-resonantly. For example, deuterium can easily be profiled with a 3He beam [or 3He with a deuterium beam] without changing the incident energy by using the

 * 3He + D = α + p+ + 18.353 MeV

reaction. The energy of the fast proton detected depends on the depth of the deuterium [or 3He] atom in the sample."

X-rays
The X-ray continuum observed in X-ray astronomy may arise from knock-on collisions of fast protons with atomic electrons.

Following the discovery of the atomic nucleus by Ernest Rutherford in 1911, Antonius van den Broek proposed that the place of each element in the periodic table (its atomic number) is equal to its nuclear charge. This was confirmed experimentally by Henry Moseley in 1913 using X-ray spectra.

Proton-induced X-ray emission (PIXE) is a technique used in the determining of the elemental make-up of a material or sample. When a material is exposed to [a proton] beam, atomic interactions occur that give off [X-rays] specific to an element.

In addition to the X-ray spectrum, a Rutherford backscattering spectrum, and a proton transmission spectrum may be collected.

Bombardment with usually MeV protons produced by an accelerator, cause inner shell ionization of atoms. Outer shell electrons drop down to replace inner shell vacancies. Characteristic X-rays for each element are emitted. Either an energy dispersive or a wavelength dispersive detector is used to record and measure these X-rays.

Only elements heavier than fluorine can be detected. The lower detection limit for a PIXE beam is given by the ability of the X-rays to pass to the X-ray detector. The upper limit is given by the ionisation cross section and the probability of the K electron shell ionisation. This is maximal when the velocity of the proton matches the velocity of the electron where 3 MeV proton beams are optimal.

Protons can also interact with the nucleus of an atom through elastic collisions, Rutherford backscattering, often repelling the proton at angles close to 180 degrees. The backscattered protons give information on the sample thickness and composition. The bulk properties allow for the correction of X-ray photon loss within.

Proton transmission, absorption, reflection, diffraction, and emission may give information about the material.

Yellows
"As a result of ion irradiation a modification (evolution) of the original target can be generated and new materials can be produced. Bonds in the target material may in fact be broken by energy deposition around the "hot" track of incoming ions. The recombination of fragments produces new and also complex molecules. If carbon is present in the target, even long chain polymer-like substances that are stable above room temperature can be produced ... The presence of organic material in the [solar system], possibly produced by bombarding ions ... seems now well supported by recent findings from space missions as from Voyager at the Uranian system".

The "colour of the organic layers [synthesized organic samples of frozen CH4 (T ~ 10 K) ice] depends on the amount of energy deposited by the bombarding beam [~ 1016 protons (1.5 MeV) cm-2 and ~ 1017 protons cm-2]. When first extracted after a (relatively) low ion fluence the materials appear yellow, becoming darker and darker if again bombarded at higher doses."

"The evolution of organics to carbonaceous material induced by ion irradiation is ... a well established phenomenon independent of the type of original carbon containing material."

Reds
"The total number of admixed protons in [seven percent of a normal solar mass] is of the order of 4 X 1050."

"Diamond nanocrystals (size 100 nm) emit bright luminescence at 600–800 nm when exposed to green and yellow photons. The photoluminescence, arising from excitation of the nitrogen-vacancy defect centers created by proton-beam irradiation and thermal annealing, closely resembles the extended red emission (ERE) bands observed in reflection nebulae and planetary nebulae. The central wavelength of the emission is 700 nm".

Infrareds
The cosmic infrared background (CIB) causes a significant attenuation for very high energy protons through inverse Compton scattering, photopion and electron-positron pair production.

At right "is a near-infrared, colour-coded composite image of a sky field in the south-western part of the galactic star-forming region Messier 17. In this image, young and heavily obscured stars are recognized by their red colour. Bluer objects are either foreground stars or well-developed massive stars whose intense light ionizes the hydrogen in this region. The diffuse light that is visible nearly everywhere in the photo is due to emission from hydrogen atoms that have (re-)combined from protons and electrons. The dark areas are due to obscuration of the light from background objects by large amounts of dust — this effect also causes many of those stars to appear quite red. A cluster of young stars in the upper-left part of the photo, so deeply embedded in the nebula that it is invisible in optical light, is well visible in this infrared image. Technical information : The exposures were made through three filtres, J (at wavelength 1.25 µm; exposure time 5 min; here rendered as blue), H (1.65 µm; 5 min; green) and Ks (2.2 µm; 5 min; red); an additional 15 min was spent on separate sky frames. The seeing was 0.5 - 0.6 arcsec. The objects in the uppermost left corner area appear somewhat elongated because of a colour-dependent aberration introduced at the edge by the large-field optics. The sky field shown measures approx. 5 x 5 arcmin 2 (corresponding to about 3% of the full moon). North is up and East is left."

Submillimeters
"Radio observations at 210 GHz taken by the Bernese Multibeam Radiometer for KOSMA (BEMRAK) [...] at submillimeter wavelengths [show an impulsive component that] starts simultaneously with high-energy (>200 MeV nucleon−1) proton acceleration and the production of pions. The derived radio source size is compact (≤10"), and the emission is cospatial with the location of precipitating flare-accelerated >30 MeV protons as seen in γ-ray imaging."

Radios
"In astronomy, interplanetary scintillation refers to random fluctuations in the intensity of radio waves of celestial origin, on the timescale of a few seconds. It is analogous to the twinkling one sees looking at stars in the sky at night, but in the radio part of the electromagnetic spectrum rather than the visible one. Interplanetary scintillation is the result of radio waves traveling through fluctuations in the density of the electron and protons that make up the solar wind."

"The solar wind is a plasma, composed primarily of electrons and lone protons, and the variations in the index of refraction are caused by variations in the density of the plasma. Different indices of refraction result in phase changes between waves traveling through different locations, which results in interference. As the waves interfere, both the frequency of the wave and its angular size are broadened, and the intensity varies. "

Superluminals
"The tachyonic spectral densities generated by ultra-relativistic electrons in uniform motion are fitted to the high-energy spectra of Galactic supernova remnants, such as RX J0852.0−4622 and the pulsar wind nebulae in G0.9+0.1 and MSH 15-52. ... Tachyonic cascade spectra are quite capable of generating the spectral curvature seen ... Estimates on the electron/proton populations generating the tachyon flux are obtained from the spectral fits"

Liquid objects
For the determination of the elemental composition of liquid proteins microPIXE can quantify the metal content of protein molecules with a relative accuracy of between 10% and 20%. In part by the X-ray emission from sulfur and the phosphate groups but excessive amounts of chlorine overlap with the sulfur peak; whereas KBr and NaBr do not.

In the image at right, the top image is the plum pudding model of atoms undisturbed by penetrating protons. In the bottom image, some of the protons are deflected.

Rocky objects
There are many advantages to using a proton beam over an electron beam:
 * 1) There is less crystal charging from Bremsstrahlung radiation, although there is some from the emission of Auger electrons,
 * 2) there is significantly less than if the primary beam was itself an electron beam, and
 * 3) because of the higher mass of protons relative to electrons, there is less lateral deflection of the beam.

Rutherford backscattering spectrometry (RBS) is an analytical technique sometimes referred to as high-energy ion scattering (HEIS) spectrometry. RBS is used to determine the structure and composition of materials by measuring the backscattering of a beam of high energy protons or ions impinging on a piece of material such as a dust grain.

If the energy of the incident proton is increased sufficiently, the Coulomb barrier is exceeded and the wavefunctions of the incident and struck particles overlap. This may result in nuclear reactions in certain cases, but frequently the interaction remains elastic, although the scattering cross-sections may fluctuate wildly as a function of energy. This case is known as "Elastic (non-Rutherford) Backscattering Spectrometry" (EBS).

We can describe Rutherford backscattering as an elastic (hard-sphere) collision between a high kinetic energy proton from the incident beam (the projectile) and a stationary particle located in the dust grain (the target). Elastic in this context means that no energy is either lost or gained during the collision.

In some circumstances a collision may result in a nuclear reaction, with the release of considerable energy. Nuclear reaction analysis (NRA) is very useful for detecting light elements.

The energy E1 of the scattered projectile is reduced from the initial energy E0:

 * $$E_1 = k \cdot E_0, $$

where k is known as the kinematical factor, and

 * $$k = \left(\frac{m_1 \cos{\theta_1} \pm \sqrt{m_2^2 - m_1^2(\sin{\theta_1})^2}}{m_1 + m_2}\right)^2,$$

where particle 1 is the projectile, particle 2 is the target nucleus, and $$\theta_1$$ is the scattering angle of the projectile in the laboratory frame of reference (that is, relative to the observer). The plus sign is taken when the mass of the projectile is less than that of the target, otherwise the minus sign is taken.

To describe the probability of observing such an event. For that we need the differential cross-section of the backscattering event:

 * $$\frac{d\omega}{d\Omega} = \left(\frac{Z_1Z_2e^2}{4E_0}\right)^2

\frac{1}{\left(\sin{\theta/2}\right)^4},$$

where $$Z_1$$ and $$Z_2$$ are the atomic numbers of the incident [proton] and target [nucleus]. [From] the centre of mass frame of reference and is therefore not a function of the mass of either the projectile or the target nucleus.

The "scattering angle $$\theta_1$$ is not the same as the scattering angle $$\theta$$ (although for RBS experiments they are usually very similar).

A scattering cross-section is zero implies that the projectile never comes close to the target, nor penetrates the electron cloud surrounding the nucleus. The pure Coulomb formula for the scattering cross-section shown above must be corrected for this screening effect, which becomes more important as the energy of the projectile decreases.

While large-angle scattering only occurs for protons which scatter off target nuclei, inelastic small-angle scattering can also occur off the sample electrons. This results in a gradual decrease in protons which penetrate more deeply into the sample, so that backscattering off interior nuclei occurs with a lower "effective" incident energy. The amount by which the ion energy is lowered after passing through a given distance is referred to as the stopping power of the material and is dependent on the electron distribution. This energy loss varies continuously with respect to distance traversed, so that stopping power is expressed as

 * $$S(E) = -{dE \over dx}. $$

For high energy stopping power is usually proportional to $$\frac{Z_2}{E}$$.

Stopping power or, stopping force has units of energy per unit length. It is generally given in thin film units, that is eV /(atom/cm2) since it is measured experimentally on thin films whose thickness is always measured absolutely as mass per unit area, avoiding the problem of determining the density of the material which may vary as a function of thickness. Stopping power is now known for all materials at around 2%, see http://www.srim.org.

When a beam of protons with parallel trajectories is incident on a target atom, scattering off that atom prevents or blocks collisions in a cone-shaped region "behind" the target relative to the beam. This occurs because the repulsive potential of the target atom bends close ion trajectories away from their original path. The radius of this blocked region, at a distance L from the original atom, is given by

 * $$R = 2\sqrt{\frac{Z_1Z_2e^2L}{E_0}}$$

When a proton is scattered from deep inside a sample, it can then re-scatter off a second atom, creating a second blocked cone in the direction of the scattered trajectory. This can be detected by carefully varying the detection angle relative to the incident angle.

Channeling is observed when the incident beam is aligned with a major symmetry axis of the crystal. Incident protons which avoid collisions with surface atoms are excluded from collisions with all atoms deeper in the sample, due to blocking by the first layer of atoms. When the interatomic distance is large compared to the radius of the blocked cone, the incident protons can penetrate many times the interatomic distance without being backscattered. This can result in a drastic reduction of the observed backscattered signal when the incident beam is oriented along one of the symmetry directions, allowing determination of a sample's regular crystal structure. Channeling works best for very small blocking radii, i.e. for protons.

The tolerance for the deviation of the [proton] beam angle of incidence relative to the symmetry direction depends on the blocking radius, making the allowable deviation angle proportional to

 * $$\sqrt{\frac{Z_1Z_2}{E_0d}}$$

While the intensity of an RBS peak is observed to decrease across most of its width when the beam is channeled, a narrow peak at the high-energy end of a larger peak will often be observed, representing surface scattering from the first layer of atoms. The presence of this peak opens the possibility of surface sensitivity for RBS measurements.

Hydrogens
1H, the most commonly used spin ½ nucleus in NMR investigation, has been studied using many forms of NMR. Hydrogen is highly abundant, especially in biological systems. It is the nucleus most sensitive to NMR signal (apart from 3H which is not commonly used due to its instability and radioactivity). Proton NMR produces narrow chemical shift with sharp signals. Fast acquisition of quantitative results (peak integrals in stoichiometric ratio) is possible due to short relaxation time.

[NMR widely used in chemical studies, notably in NMR spectroscopy such as proton NMR, carbon-13 NMR, deuterium NMR and phosphorus-31 NMR.

"Proton NMR ( Hydrogen-1 NMR, or 1H NMR) is the application of nuclear magnetic resonance in NMR spectroscopy with respect to hydrogen-1 nuclei within the molecules of a substance, in order to determine the structure of its molecules. In samples where natural hydrogen (H) is used, practically all of the hydrogen consists of the isotope 1H (hydrogen-1; i.e. having a proton for a nucleus). A full 1H atom is called protium.

Sun
The Sun, the coronal cloud around it, and the solar wind, which originates through the polar coronal holes apparently from the photosphere, are major sources of protons within the solar system.

"The third largest solar proton event in the past thirty years took place during July 14-16, 2000, and had a significant impact on the earth's atmosphere."

At right is a temporal distribution of solar proton flux in units of particles cm-2 s-1 sr-1 as measured by GOES 11 over the four days from November 2, 2003, to November 4, 2003, in three windows of energy: ≥ 100 MeV (green), ≥ 50 MeV (blue), and ≥ 10 MeV (red).

"A coronal mass ejection (CME) is an ejected plasma consisting primarily of electrons and protons.

A number of proton producing reactions may be occurring in or above the chromosphere due to the presence and activity of the coronal cloud that is above most of the Sun.

A principal proton-producing, carbon-burning process reaction is given by:

 * 12C + 12C -> 23Na + 1p (+ 2.241 MeV).

 * 3He + 3He -> 4He + 21p + 12.86 MeV.

The complete pp I chain reaction above releases a net energy of 26.73 MeV. The pp I branch is dominant at temperatures of 10 to 14 MK.

Solar winds
The first true astrophysical gamma-ray sources were solar flares, which revealed the strong 2.223 MeV line predicted by Morrison. This line results from the formation of deuterium via the union of a neutron and proton; in a solar flare the neutrons appear as secondaries from interactions of high-energy ions accelerated in the flare process. These first gamma-ray line observations were from OSO-3 [and] OSO-7.

The Bastille Day Flare or Bastille Day Event was a powerful solar flare on July 14, 2000, occurring near the peak of the solar maximum in solar cycle 23. [NOAA] Active region 9077 produced an X5.7-class flare, which caused an S3 radiation storm on Earth fifteen minutes later as energetic protons bombarded the ionosphere. It was the biggest solar radiation event since 1989. The proton event was four times more intense than any previously recorded since the launches of SOHO in 1995 and ACE in 1997. The flare was followed by a full-halo coronal mass ejection and a geomagnetic super storm on July 15-16. The extreme level, G5, was peaked in late hours of July 15.

The McMath region Number 8461 passed over the solar disk during the 1966 Proton Flare Project period, from August 21 to September 4, and produced two important solar particle events on August 28 and September 2.

Mercury
"During the Mercury flyby of Mariner 10, observations of large fluxes of energetic ... protons (0.53 < E < 1.9 MeV) have been reported" but these may be due to "the pileup of low-energy electrons rather than the presence of protons in the vicinity of Mercury."

The Energetic Particles Experiment aboard Mariner 10 "was designed to measure energetic ... protons ... in the interplanetary medium and in the vicinities of Venus and Mercury. The instrumentation consisted of a main telescope and a low-energy telescope. The main telescope consisted of six co-linear sensors (five silicon detectors and one CsI scintillator) surrounded by a plastic scintillator anti-coincidence cup. One pulse height analysis was performed every 0.33 s, and counts accumulated in each coincidence/anti-coincidence mode were measured every 0.6 s. Particles stopping in the first sensor were protons ... in the range 0.62--10.3 MeV/nucleon ... . The aperture half angle for this mode was 47 degrees, and the geometric [factor was] 7.4 sq cm-sr for protons ... . The telescope aperture half-angle decreased to 32 degrees for coincident counts in the first and third sensors. The low-energy telescope, a two-element (plus anti-coincidence) detector with a 38 degree half angle aperture and a 0.49 sq cm sr geometrical factor, was designed to measure 0.53--1.9 MeV and 1.9--8.9 MeV protons without responding to electrons over a wide range of electron energies and intensities."

"The ... solar proton flare on 20 April 1998 at W 90° and S 43° (9:38 UT) was measured by the GOES-9-satellite (Solar Geophysical Data 1998), as well as by other experiments on WIND ... and GEOTAIL. Protons were accelerated up to energies > 110 MeV and are therefore able to hit the surface of Mercury."

Earth
Proton influx has effects on the Earth long before protons impinge on the planet's solid or liquid surface.

The Van Allen radiation belt is split into two distinct belts, with energetic electrons forming the outer belt and a combination of protons and electrons forming the inner belts. In addition, the radiation belts contain lesser amounts of other nuclei, such as alpha particles.

The trapped particle population of the outer belt is varied, containing electrons and various ions. Most of the ions are in the form of energetic protons, but a certain percentage are alpha particles and O+ oxygen ions, similar to those in the ionosphere but much more energetic.

While protons form one radiation belt, trapped electrons present two distinct structures, the inner and outer belt. The inner electron Van Allen Belt extends typically from an altitude of 1.2 to 3 Earth radii (L values of 1 to 3). In certain cases when solar activity is stronger or in geographical areas such as the South Atlantic Anomaly (SAA), the inner boundary may go down to roughly 200 kilometers above the Earth's surface. The inner belt contains high concentrations of electrons in the range of hundreds of keV and energetic protons with energies exceeding 100 MeV, trapped by the strong (relative to the outer belts) magnetic fields in the region.

It is believed that proton energies exceeding 50 MeV in the lower belts at lower altitudes are the result of the beta decay of neutrons created by cosmic ray collisions with nuclei of the upper atmosphere. The source of lower energy protons is believed to be proton diffusion due to changes in the magnetic field during geomagnetic storms.

Due to the slight offset of the belts from Earth's geometric center, the inner Van Allen belt makes its closest approach to the surface at the South Atlantic Anomaly.

The proton belts contain protons with kinetic energies ranging from about 100 keV (which can penetrate 0.6 microns of lead) to over 400 MeV (which can penetrate 143 mm of lead).

The PAMELA experiment detected orders of magnitude higher levels of antiprotons than are expected from normal particle decays while passing through the SAA. This suggests the van Allen belts confine a significant flux of antiprotons produced by the interaction of the Earth's upper atmosphere with cosmic rays. The energy of the antiprotons has been measured in the range from 60 - 750 MeV.

When cosmic-ray protons enter the Earth’s atmosphere they collide with molecules, mainly oxygen and nitrogen, to produce a cascade of billions of lighter particles, a so-called air shower.

An air shower is an extensive (many kilometres wide) cascade of ionized particles and electromagnetic radiation produced in the atmosphere when a primary cosmic-ray proton (i.e. one of extraterrestrial origin) enters the atmosphere.

During solar proton events, ionization can reach unusually high levels in the D-region over high and polar latitudes. Such very rare events are known as Polar Cap Absorption (or PCA) events, because the increased ionization significantly enhances the absorption of radio signals passing through the region. In fact, absorption levels can increase by many tens of dB during intense events, which is enough to absorb most (if not all) transpolar HF radio signal transmissions. Such events typically last less than 24 to 48 hours.

Associated with solar flares is a release of high-energy protons. These particles can hit the Earth within 15 minutes to 2 hours of the solar flare. The protons spiral around and down the magnetic field lines of the Earth and penetrate into the atmosphere near the magnetic poles increasing the ionization of the D and E layers. PCA's typically last anywhere from about an hour to several days, with an average of around 24 to 36 hours.

Moon
The Apollo Lunar Surface Experiments Packages (ALSEP) determined that more than 95% of the particles in the solar wind are electrons and protons, in approximately equal numbers.

"Because the Solar Wind Spectrometer made continuous measurements, it was possible to measure how the Earth's magnetic field affects arriving solar wind particles. For about two-thirds of each orbit, the Moon is outside of the Earth's magnetic field. At these times, a typical proton density was 10 to 20 per cubic centimeter, with most protons having velocities between 400 and 650 kilometers per second. For about five days of each month, the Moon is inside the Earth's geomagnetic tail, and typically no solar wind particles were detectable. For the remainder of each lunar orbit, the Moon is in a transitional region known as the magnetosheath, where the Earth's magnetic field affects the solar wind but does not completely exclude it. In this region, the particle flux is reduced, with typical proton velocities of 250 to 450 kilometers per second. During the lunar night, the spectrometer was shielded from the solar wind by the Moon and no solar wind particles were measured."

In February 2009, the ESA SARA LENA instrument aboard India's Chandrayaan-1 detected hydrogen ENAs sputtered from the lunar surface by solar wind protons. Predictions had been that all impacting protons would be absorbed by the lunar regolith but for an as yet unknown reason, 20% of them are bounced back as low energy hydrogen ENAs. It is hypothesized that the absorbed protons may produce water and hydroxyls in interactions with the regolith.

Mars
Some of the alpha particles are absorbed by the atomic nuclei. The [alpha,proton] process produces protons of a defined energy which are detected. Sodium, magnesium, silicon, aluminium and sulfur can be detected by this method. This method was only used in the Mars Pathfinder APXS.

Earth locations
The Pierre Auger Observatory is an international cosmic ray observatory designed to detect ultra-high-energy cosmic rays: single sub-atomic particles (protons or atomic nuclei) with energies beyond 1020 eV (about the energy of a tennis ball traveling at 80 km/h). These high energy particles have an estimated arrival rate of just 1 per km2 per century, therefore the Auger Observatory has created a detection area the size of Rhode Island — over 3,000 km2 (1,200 sq mi) — in order to record a large number of these events. It is located in western Argentina's Mendoza Province, in one of the South American Pampas.

Technology
An RBS instrument generally includes three essential components:
 * a proton source,
 * a linear particle accelerator capable of accelerating incident protons to high energies, usually in the range 1-3 MeV, and
 * a detector capable of measuring the energies of backscattered protons over some range of angles.

Van Allen probes
"The Energetic Particle, Composition and Thermal Plasma Suite (ECT) ... directly [measures] near-Earth space radiation particles to understand the physical processes that control the acceleration, global distribution, and variability of radiation belt electrons and ions. The objectives of the experiment are to: (1) determine the physical processes that produce radiation belt enhancements; (2) ascertain the dominant mechanisms for relativistic electron loss; (3) determine how the intter magnetospheric plasma environment controls radiation belt acceleration and loss; and, (4) develop empirical and physical models for understanding and predicting radiation belt space weather effects. In order to accomplishments these goals, ECT consists of three instruments: the Magnetic Electron Ion Spectrometer (MagEIS), the Helium Oxygen Proton Electron electrostatic analyzer (HOPE), and the Relativistic Electron Proton Telescope (REPT)."

"The Relativistic Proton Spectrometer (RPS) [measures] inner radiation belt protons with energies from 50 MeV-2 GeV. Such protons are known to pose a number of hazards to humans and spacecraft, including total ionizing dose, displacement damage, single event effects, and nuclear activation. The objectives of the investigation are to: (1) support the development of a new AP9/AE9 standard radiation model for spacecraft design; (2) to develop and test the model for RBSP data in general and RPS specifically; and, (3) to provide standardized worst-case specifications for dose rate, internal and deep dielectric chargins, and surface charging."

At left is a diagram of one of the Van Allen Probes labeling various subsystems including the ECT.

Neutron telescopes
"In addition to observing gamma rays from a solar flare, [ the Imaging Compton Telescope] COMPTEL is also capable of detecting solar neutrons. Neutron interactions within the instrument occur when an incident solar neutron elastically scatters off a hydrogen nucleus in the liquid scintillator of an upper D1 module. The scattered neutron may then interact and deposit all or a portion of its energy in one of the lower D2 modules, providing the internal trigger signal necessary for a double scatter event. The energy of the scattered neutron is deduced from its time of flight from the upper to lower detector, which is summed with the energy measured for the recoil proton in the upper D1 module to obtain the energy of the incident solar neutron. The computed scatter angle of the neutron, as with gamma rays, yields an event circle on the sky, which can be further constrained since the true source of the detected neutrons is assumed to be the Sun."

Helios
"Helios 1 and Helios 2 are a pair of probes launched into heliocentric orbit for the purpose of studying solar processes. On board, each probe carried an instrument for cosmic radiation investigation (the CRI) for measuring protons, electrons, and X-rays to determine the distribution of cosmic rays.

Explorer 45
Explorer 45 (1971-096A) is a "NASA Small Scientific Satellite, S3-A ..., launched [using a Scout rocket on November 15, 1971,] from [the San Marco Platform,] Kenya, Africa, into an elliptical orbit having an apogee of 5.24 RE [27,031 km], a perigee of 220 km, an inclination of 3.5°, [eccentricity of 0.66982,] and a period of 7.82 hours. ... [carrying] two proton detectors and a three-axis fluxgate magnetometer. ... The lower energy proton instrument consists of an electrostatic analyzer-channeltron configuration measuring proton energies from 0.8 to 30 keV in 16 energy intervals." Data stream ended on September 30, 1974, and the satellite re-entered Earth's atmosphere on January 10, 1992.

Detectors
At right, the figure shows the stopping power of aluminum metal single crystal for protons.

"Choosing materials with the largest stopping powers enables thinner detectors to be produced with resulting benefits in radiation tolerance (which is a bulk effect) and lower leakage currents. Alternatively, choosing smaller stopping powers will increase scattering efficiency, which is a requirement for polarimetry, or say, the upper detection plane of a double Compton telescope."

"The higher energy proton detector [on Explorer 45] is a telescope detector system consisting of two surface barrier solid-state detectors behind a 2.2-kilogauss magnet used to sweep out electrons of energy less than 300 keV." "This telescope measured the flux of protons in six channels covering the energy range 24.3 to 300 keV."

"The heavy ion telescope [Explorer 45] had detectors of thicknesses 3.4 and 100 micrometers. This telescope uniquely identified the presence of protons, alpha particles (Z=2), and two groups of heavier ions, (Li,Be,B) and (C,N,O), plus ions with Z>=9. The heavy ion telescope measured proton fluxes in six channels covering the energy range 365 to 872 keV, and the fluxes of alpha particles in the energy ranges 1.16 to 1.74 keV and 1.74 to 3.15 keV. It measured the fluxes of Li, Be, and B ions in the ranges 3.6 to 7.1 MeV, 6.1 to 9.7 MeV, and 8.7 to 12.2 MeV, respectively, and the fluxes of C, N, and O ions in the ranges 12.1 to 15.7 MeV, 15.6 to 19.2 MeV, and 19.1 to 22.7 MeV, respectively. And it measured the flux of Z>=9 ions with energies > 20 MeV."

Hypotheses

 * 1) There are superluminal protons.

"It has recently been suggested by Cane et al. [2002] that a class of type III solar radio bursts, called type III-l, is reliably associated with intense solar energetic particle (SEP) events. [...] we examine the durations, intensities, and other characteristics of such radio bursts in the hectometric frequency range and compare them to several groups of control events. We conclude that simple criteria, based on hectometric data alone, can identify the majority (∼80%) of type III-l radio bursts, which are associated with >20 MeV SEP proton events, while excluding almost 100% of the control events."

Notation: 1 pfu = 1 particle cm−2 sr−1 s−1.

Alternately,

Notation: 1 pfu = 1 particle cm−2 sr−1 s−1 MeV-1.

"Control group 1 (flares with no SEPs) consists of 25 solar events with soft x-ray (SXR) flares of class ≥M3.0, location ≥W30 solar longitude, and no SEP flux >10−3 pfu at 20 MeV (Wind EPACT data) (E. Cliver, personal communication)."

"Control group 2 (fast [coronal mass ejections] CMEs with no SEPs) consists of 19 solar events based on fast CMEs with speeds ≥700 km/s; location ≥W30 solar longitude, and no SEPflux >10−3 pfu at 20 MeV (E. Cliver, personal communication)."

"Control group 3 is a list of 383 He-rich SEP events prepared for the workshop by S. Yashiro."


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Wikiversity:Colloquium/archives/March 2012

Survey invitation
The Wikimedia Foundation would like to invite you to take part in a brief survey.

With this survey, the Foundation hopes to figure out which resources Wikimedians want and need (some may require funding), and how to prioritize them. Not all Foundation programs will be on here (core operations are specifically excluded) – just resources that individual contributors or Wikimedia-affiliated organizations such as chapters might ask for.

The goal here is to identify what YOU (or groups, such as chapters or clubs) might be interested in, ranking the options by preference. We have not included on this list things like “keep the servers running”, because they’re not a responsibility of individual contributors or volunteer organizations. This survey is intended to tell us what funding priorities contributors agree and disagree on.

To read more about the survey, and to take part, please visit the survey page. You may select the language in which to take the survey with the pull-down menu at the top.

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If you have any questions for me, please address them to my talk page, since I won’t be able to keep an eye at every point where I place the notice.

Thank you! Slaporte (WMF) (talk) 22:16, 5 March 2012 (UTC)

--Me004 (talk) 10:59, 10 March 2012 (UTC) hi... everyone i'm new on this site wikiversity.... awesome site... i'm student of film making and i would like to be making friend on this site and want to improve my knowledge... thanx. svam

Google+
Just as an FYI, Wikiversity has been placed among the 'top picks' for this Google+ education list. It has been shared over 2000 times since its original posting. The Jade Knight (d'viser) 15:50, 13 March 2012 (UTC)

New Wikimedia Shop feedback/help requested
Hey all,

Some of you may already know that we've opened a shop at http://shop.wikimedia.org to sell Wikimedia Merchandise. We're now entering our "Community Launch" allowing us to hopefully get as much feedback from the community about the store, it's products and everything else involved. For those that are interested we've set up an FAQ/information page, feedback page and design page. We also have a 10% discount up for at least the next 2 weeks (CLAUNCH or 'Wikimedia Community Launch' in the discount box at checkout) and a $10 maximum shipping fee world wide for most orders.

However the big thing I wanted to ask you about was Wikiversity gear. Right now everything on there is Wikipedia related but we want to make sure we have merch from all of the projects as well. So far we have a couple things on order:
 * Stickers from all of the projects
 * 1" buttons (or 'badges' ) from all of the projects
 * Are in the design and digital mockup phase of lapel pins for all of the projects to both go independently and as a set. Right now we're getting mockups to see how they look and to see if we want to go with the Pewter look that we have right now for the globe (this new set will have an interlocked v W for the wikipedia piece) or the full color enamel look like This Strike Command pin.

We want to have more though both soon and in the future and I wanted to know what you thought. One of my thoughts for something early on was a series similar to the I Edit Wikipedia shirts (we have two versions right now) on the shop for each project. If we did something like that should we just use Edit or adjust the verb for wikiversity? "I learn at" ? Other ideas for products? Jalexander (talk) 00:41, 20 March 2012 (UTC)

i want to be part of this program

license: Creative Commons - Attribution Share-Alike - https://creativecommons.org/licenses/by-sa/4.0/


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User:Egm4313.s12.team11.sheider/R5.8: Lecture 8 p.8-16

Problem Statement
Find the integral

$$ \int x^n log(1+x)dx \!$$ for $$ n=0 \!$$ and $$ n=1 \!$$

Using integration by parts, and then with the help of of

General Binomial Theorem

$$ (x+y)^n = \sum^n_{k=0} \binom{n}{k} x^{n-k} y^k \!$$

Solution
For $$ n=0 \!$$:

$$ \int x^0 log(1+x)dx = \int log(1+x)dx \!$$

For substitution by parts, $$ u = log(1+x), du=\frac{1}{1+x}, dv=dx, v=x \!$$

$$\int log(1+x)dx = x log(1+x) - \int \frac{x}{1+x}dx \!$$

$$ \int log(1+x)dx = x log(1+x) - \int (1 - \frac{1}{1+x})dx \!$$

$$ \int log(1+x)dx = x log(1+x) - x + log(1+x) + C\!$$

Therefore:

$$ \int log(1+x)dx = (x+1) log(1+x) - x + C \!$$ Using the General Binomial Theorem:

$$ (x+y)^0 = \sum^0_{k=0} \binom{0}{k} x^{0-k} y^k = 1 \!$$

Therefore: $$ \int (1) log(1+x)dx = \int log(1+x)dx \!$$

Which we have previously found that answer as:

$$ \int log(1+x)dx = (x+1) log(1+x) - x + C \!$$

For $$ n=1 \!$$:

$$ \int x^1 log(1+x)dx = \int x log(1+x)dx \!$$

Initially we use the following substitutions: $$ t = 1+x, x = t-1, dt = dx \!$$

$$\int x log(1+x)dx = \int (t-1) log(t)dt = \int (t log(t) - \log(t))dt \!$$

First let us consider the first term: $$ \int t log(t) dt \!$$

Next, we use the integration by parts: $$ u = \log {t}, du = \frac{1}{t} dt, dv = t dt, v = \frac{1}{2}t^2 \!$$

$$ \int t log(t) dt = \frac{1}{2}t^2 log(t) - \int \frac{1}{2} t^2 (\frac{1}{t} dt) \!$$

$$ \int t log(t) dt = \frac{1}{2}t^2 log(t) - \int \frac{1}{2} t dt) \!$$

$$ \int t log(t) dt = \frac{1}{2}t^2 log(t) - \frac{1}{4} t^2 \!$$

Next let us consider the second term: $$ \int log(t) dt \!$$

Again, we will use integration by parts: $$ u = \log {t}, du = \frac{1}{t} dt, dv = dt, v = t \!$$

$$ \int t log(t) dt = t log(t) - \int t (\frac{1}{t} dt) \!$$

$$ \int t log(t) dt = t log(t) - \int dt \!$$

$$ \int t log(t) dt = t log(t) - t \!$$

Therefore:

$$ \int (t log(t) - \log(t))dt = \frac{1}{2}t^2 log(t) - \frac{1}{4} t^2 - (t log(t) - t) \!$$

$$ \int (t log(t) - \log(t))dt = \frac{1}{2}t^2 log(t) - \frac{1}{4} t^2 - t log(t) + t \!$$

Re-substituting for t:

$$ \int x log(1+x)dx = \frac{1}{2}(1+x)^2 log(1+x) - \frac{1}{4} (1+x)^2 - (1+x) log(1+x) + (1+x) + C\!$$

$$ \int x log(1+x)dx = (1+x)( \frac{1}{2}(1+x) log(1+x) - \frac{1}{4} (1+x)- log(1+x) + 1 ) + C\!$$

$$ \int x log(1+x)dx = (1+x)( \frac{1}{2} x log(1+x) - \frac{1}{2} log(1+x) - \frac{1}{4} x + \frac{3}{4}) + C\!$$

Therefore:

$$ \int x log(1+x)dx = (1+x)(\frac{1}{2} x log(1+x) - \frac{1}{2} log(1+x) - \frac{1}{4} x + \frac{3}{4} ) + C\!$$

Using the General Binomial Theorem for the integral with t substitution $$ \int (t-1) log(t)dt \!$$:

$$ (x+y)^1 = (t+(-1))^1 = (t+(-1)) = \sum^1_{k=0} \binom{1}{k} x^{1-k} y^k = \sum^1_{k=0} \binom{1}{k} t^{1-k} (-1)^k = t-1 \!$$

Therefore: $$ \int (t-1) log(t)dt = \int x log(1+x)dx \!$$

Which we have previously found that answer as:

$$ \int x log(1+x)dx = (1+x)(\frac{1}{2} x log(1+x) - \frac{1}{2} log(1+x) - \frac{1}{4} x + \frac{3}{4} ) + C\!$$


text:
User:LoStrangolatore

See w:it:User:LoStrangolatore.

title: User:LoStrangolatore


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University of Florida/Egm4313/s12.team11.imponenti/R5.5

R5.6
solved by Luca Imponenti

Problem Statement
Complete the solution to the following problem

 * $$y''+4y'+13y=2e^{-2x}cos(3x)\!$$

where

$$y_h=e^{-2x}[Acos(3x)+Bsin(3x)]\!$$

and

$$y_p=xe^{-2x}[Mcos(3x)+Nsin(3x)]\!$$

Find the overall solution $$y(x)\!$$ corresponds to the initial condition:
 * $$y(0)=1 \, \ y'(0)=0\!$$
 * Plot the solution over 3 periods.

Taking the derivatives of the particular solution $$y_p(x)\!$$

Particular Solution
$$y_p=xe^{-2x}[Mcos(3x)+Nsin(3x)]\!$$

$$y'_p=e^{-2x}[sin(3x)(N-2Nx-3Mx)+cos(3x)(3Nx+M-2Mx)]\!$$

$$y''_p=e^{-2x}[sin(3x)(12Mx-6M-5Nx-4N)+cos(3x)(6N-5Mx-4M-12Nx)]\!$$

Plugging these into the ODE yields

$$sin(3x)(6M-12Mx+5Nx+4N)+cos(3x)(5Mx+4M+12Nx-6N)+\!$$ $$4[sin(3x)(N-2Nx-3Mx)+cos(3x)(3Nx+M-2Mx)]+$$ $$13x[Mcos(3x)+Nsin(3x)]=2cos(3x)\!$$

Equating like terms allows us to solve for M and N

$$sin(3x)[(12Mx-6M-5Nx-4N)+4(N-2Nx-3Mx)+13Nx]=0\!$$

$$cos(3x)[(6N-5Mx-4M-12Nx)+4(3Nx+M-2Mx)+13Mx]=2cos(3x)\!$$

$$-6M=0\!$$

$$6N=2\!$$

$$M=0 \, \ N=\frac{1}{3}\!$$

So the particular solution is

$$y_p=\frac{1}{3}xe^{-2x}sin(3x)\!$$

Overall Solution
The overall solution in the sum of the homogeneous and particular solutions

$$y(x)=y_h(x)+y_p(x)\!$$

$$y(x)=e^{-2x}[Acos(3x)+Bsin(3x)]+\frac{1}{3}xe^{-2x}sin(3x)\!$$

To find A and B we apply the initial conditions

$$y(0)=1 \, \ y'(0)=0\!$$

$$y(0)=1=A\!$$

Taking the derivative

$$y'(x)=\frac{d}{dx}[e^{-2x}[cos(3x)+Bsin(3x)]+\frac{1}{3}xe^{-2x}sin(3x)]\!$$

$$y'(x)=e^{-2x}[(3B+x-2)cos(3x)-(2B+\frac{2}{3}x+\frac{8}{3})sin(3x)]\!$$

$$y'(0)=0=3B-2\!$$

$$B=\frac{2}{3}\!$$

Giving us the overall solution

$$y(x)=e^{-2x}[cos(3x)+\frac{2}{3}sin(3x)+\frac{1}{3}xsin(3x)]\!$$

Plot
The period for $$cos(3x) \, \ sin(3x)\!$$ is $$\frac{2\pi}{3}$$

Plotting the solution $$y(x)\!$$ over 3 periods yields

Egm4313.s12.team11.imponenti (talk) 01:56, 30 March 2012 (UTC)


text:
User:Wesley Rodriguez/enes100/My Work 2.0

Coanda Effect

Write problem/project Goal
Use the Coanda effect to cancel out the spinning effect on helicopters due to the rotor.

My First Task
Understand the applications of the Coanda effect.

Summary of actual work over first weekend
How is what you did different than what you planned?

Week1 Narrative
Tell a detailed story describing what you did for your team over the weekend.

My Second Task
Find a suitable power supply for the tail rotor demonstration model.

Summary of actual work over second weekend
How is what you did different than what you planned?

Week2 Narrative
Tell a detailed story describing what you did for your team over the weekend.

My Third task
Record what you are planning on doing for the team during the third weekend.

Summary of actual work over third weekend
How is what you did different than what you planned?

Week3 Narrative
Tell a detailed story describing what you did for your team over the weekend.

My Fourth task
Record what you are planning on doing for the team during the final weekend of project work.

Summary of actual work over fourth weekend
How is what you did different than what you planned?

Week4 Narrative
Tell a detailed story describing what you did for your team over the weekend.

Complete Project Page
Follow the "project done" format.


text:
Lungs

The lungs are organs contained within the thoracic cavity, and are primarily responsible for oxygenating the bloodstream within the body, while removing carbon dioxide. This process takes place in small sacs called alveoli, where there is a gas exchange between the oxygen inhaled, and the carbon dioxide within the blood.

Your lungs are protected by rib cages, 12 rib cages in fact, and connect to the spinal cord to keep the lungs safe. Below the lungs are the diaphragm, when inhaling, your diaphragm allows the body to inhale the air.

Into the Lungs
Looking it from the outside, the lungs are squishy and bright pink. But looking into the lungs, they are more! At the bottom of the trachea, they are two large tubes. These tubes are named the bronchi, and one heads left into the left part of the tunnel, while the other goes to the right part of the tunnel. Each main stem bronchus (say: BRONG-kuss) — the name for just one of the bronchi — then branches off into tubes, or bronchi, that get smaller and even smaller still, like branches on a big tree. The tiniest tubes are called bronchioles (say: BRONG-kee-oles), and there are about 30,000 of them in each lung. Each bronchiole is about the same thickness as a hair.

At the end of each bronchiole is a special area that leads into clumps of teeny tiny air sacs called alveoli (say: al-VEE-oh-lie). There are about 600 million alveoli in your lungs and if you stretched them out, they would cover an entire tennis court. Now that's a load of alveoli! Each alveolus (say: al-VEE-oh-luss) — what we call just one of the alveoli — has a mesh-like covering of very small blood vessels called capillaries (say: CAP-ill-er-ees). These capillaries are so tiny that the cells in your blood need to line up single file just to march through them.

All about Inhaling
When you're walking your dog, cleaning your room, or spiking a volleyball, you probably don't think about inhaling (breathing in) — you've got other things on your mind! But every time you inhale air, dozens of body parts work together to help get that air in there without you ever thinking about it.

As you breathe in, your diaphragm contracts and flattens out. This allows it to move down, so your lungs have more room to grow larger as they fill up with air. "Move over, diaphragm, I'm filling up!" is what your lungs would say. And the diaphragm isn't the only part that gives your lungs the room they need. Your rib muscles also lift the ribs up and outward to give the lungs more space.

At the same time, you inhale air through your mouth and nose, and the air heads down your trachea, or windpipe. On the way down the windpipe, tiny hairs called cilia (say: SILL-ee-uh) move gently to keep mucus and dirt out of the lungs. The air then goes through the series of branches in your lungs, through the bronchi and the bronchioles.

title: Lungs


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Instructional design/DS Bloom's Taxonomy

Bloom's Taxonomy of Cognitive "Transformation"
Source: Bloom, 1964.

Bloom's Taxonomy of Affective "Transformation"
Source: Bloom, Krathwohl, & Masia. 1964.


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User:Gjaksec/ENES100/Tutorial

Steps
1) Draw the sleeve (the scuba material part which will vacuum seal to your forearm). Select the "cone object," and create it with its center   point at the origin of the left vertical plain.The cone's radius is 6cm, its angle is -30cm, and its length is 12cm.

2) Draw the brace that will secure the sleeve to the glove. Do this by selecting a cylinder object, and creating it at the center of the cone's base.  the cylinders radius must be 6.5cm, and its length must be 2cm.

3) Draw the glove piece, where the hand will be placed. Select the cylinder object again, and create it at the center of the brace's base.  The radius of the glove is 6cm,  and the length is 18cm.

4) Select the cylinder object and create it at the center of the glove's open base. The new cylinder's radius is 6.5cm, and its length is 5cm.  Next fillet the edged of the second cylinder by 2 cm.

5) The next step is to draw the hand grip. You won't be drawing the actual grip, but just the parts outside the Core Control glove.  Start by changing the view to the 'right side.'  Create cylinder: midway between the "top" and "bottom" of the glove section, and 3cm from the second brace that you made (reference the picture below). Make the cylinder's radius 1cm, and its length 24cm.  If the grip is not located at the right spot, just click and drag the object.

6) Draw the grip-to-tube connectors. Start at the center of either end of the grip, and create a cylinder: .5cm in radius, and 1cm long. Do the same to the grips other end.

7) Draw the water tubes. Starting again with either connector's center point, create a cylinder 1cm in radius and 12 cm long.  Next, create a box that is 2cm x 2cm x 2cm, with one of its side's center point at the tube's center point. Then, create a cylinder at the box's perpendicular side's midpoint, that is 1cm in radius, and 30 cm long. Create a box on the end of this cylinder as before, and create another cylinder off that new bow as before; this new cylinder has a radius of 1cm, and a length of 12 cm.  Repeat step 7 for the other connector piece.  Reference the drawing below for help.

8) Finally, create the water container. Start by creating a 35cm x 12cm x 12cm box anywhere, so that the 35cm x 12cm face is 'down'. Then, "Click and drag" the box so that it appears to be connected to each water tube (reference picture below).  Next, fillet the vertical edges by 6cm each, and the top and bottom edges by 12cm each.

This is the real version of the Core Control System: http://www.instructables.com/id/CoreControl-DIY/

title: User:Gjaksec/ENES100/Tutorial


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