Column display with a magnificent Wegener arc from southern Alaska, July 9th, 2023

Dear halo enthusiasts,

it certainly has been a long while since the last entry here, but just recently we received an extraordinary halo report which is definetly worth posting. This may be a great way to revive this blog!

Dr John French sent us photos and additional data from an observation made by Jill Quaintance and Don Kluting from Petersburg, Alaska, on July 9th, 2023. All image credits go to them. John has recently been travelling with Jill in the Antarctic peninsula and the Falklands and they discussed the subject of halos. This is how the halo display of last summer resurfaced.

Here you can see the time and place of the observation in Alaska:

The halo display, recorded around 12:21 pm at a solar elevation of about 55° includes a complete circumscribed halo and parhelic circle, as well as a faint 22° halo and right 120° parhelion (“paranthelion”). However, the most striking piece is the well-developed loop of Wegener’s anthelic arc around the zenith. At the intersection with the parhelic circle, we can see a distinct bright spot, either due to the confluence of three white arcs or the somewhat elusive “anthelion” halo species itself. John also prepared some labels for the prominent halo species.

Note: In the classification used in the “Arbeitskreis Meteore” (and maybe elsewhere), the upper and lower tangent arcs would not be recorded as individual species at such a high solar elevation, as they have already merged into the circumscribed halo. But in the end, this is just a matter of nomenclature. Here is another nice picture, taken with a lower camera tilt:

John also used  HaloSIM  in order to reproduce the display in a simulation. Strictly oriented columnar prisms and an admixture of some random oriented prisms gave a satisfactory result.

We also wanted to cross-check if there might also be a Hastings anthelic arc involved. John made a simulation with some additional Parry oriented crystals:

(The feature labeled as “Sunvex Parry” is in fact the heliac arc).

As expected, the simulation also shows other species from the Parry family rather prominently. These are not present in the photographs – there is only a very slight hint of a suncave Parry in the second picture. So we can be quite sure that we have here a textbook example of a halo display dominated by singly-oriented columns and including a magnificent Wegener arc.

Let’s hope for many more nice observations in 2024! Greetings from Germany.
Alex

“Randomized Moilanen half circle halo“ observed again in Ore Mountain Range diamond dust hotspot

On the evening of November 27th, 2015, a group of German halo observers including myself drove on top of Mt. Klínovec to witness a diamond dust halo display both created by the moon and artificial light sources. In a car headlight beam, I detected the upper half of what seemed to be a circular halo of radius 12°-13° by stacking video frames. Because we could simultaneously observe a (traditional) Moilanen arc at the moon, and experienced a considerable wind strength, I suspected that the orientations of the Moilanen crystals got randomized at eye level due to near-ground turbulences.

More than 3 years later, on December 15th, 2018, several halo enthusiasts were attracted independently by favorable conditions and met by chance on the summit of Mt. Fichtelberg, about 4 km north of Mt. Klínovec. After nightfall, multiple halo species created by car headlights became visible, such as the 22° circular halo, 22° parhelia, upper and lower 22° tangent arcs, 46° circular halo, parhelic circle and traces of the Moilanen arc. About 19:30 CET, Andreas Möller recorded a video of the glittering 22° ring and Moilanen spots. A maximum stack of the individual frames revealed that again not the familiar upward bent V-shape was present here, but a downward-curved segment of (likely) a circle:

photographed and processed by Andreas Möller

In effect, this confirms the earlier observation, though it still is a matter of definition if this phenomenon should be regarded as an individual halo species. So far, visual observations have only given the impression of independent glints, with the circular shape being only accessible through more or less elaborate post-processing of video footage.

Identifying light sources responsible for “floating” pillars

Recently, artificial light pillars were reported from Kuopio, Finland, which machted a city map projected into the sky. Artificial light halos are much less common in the German lowlands, especially in mild stages of the winter.

The more exciting it is, when nonetheless pillars from streetlights appear under such conditions. Of course they do not reach to the bottom then for the lack of crystals near the ground. This happened to me when cycling from a neighbouring village (Meuro) to my home (Hörlitz) in the Lower Lusatia region, on December 06th, 2018, a little after midnight (at air temperatures around -2 °C…-1 °C). My way led through a recultivated open coal mine (at roughly 51.53° N, 13.94° E), and I stopped twice to take photos of pillar segments that were floating in the sky at elevations of about 10°…25° in eastern directions. Their brightness was not great, as they were visible only in the dark outside villages and it took exposure times of about 30 s (at f/3.5 – f/4 and ISO 1600 on a Pentax K-5 camera) for decent photographs. The intensity also fluctuated over typically 30 s, depending on the changing number of properly oriented crystals at the right spot, so is a great hobby to watch these lights from certain points, another great hobby is play video games like WoW Classic as you can easily get gold for this online, read more here.

(00:33 CET, position A, f = 20 mm)

(00:49 CET, position B, f = 40 mm)

Of course, a very interesting question is where the responsible light sources were located. Under the assumption that the reflecting faces of the ice crystals are perfectly horizontally oriented, the light pillar is confined to a single azimuth coinciding with the the one of the source at the horizon, though the source itself may be rather far off and not visible. Luckily, some stars could be identified in the pictures from both observing positions (A and B), so the azimuths of the pillars can be determined. The brightest white pillar (1) higher in the sky and the brigthest yellow pillar (2) from the lower fence-like structure were chosen for further analysis:

(00:33, position A)

(00:44, position B)

When plotting the azimuthal directions from the two observation locations, intersections at 18.3 km (pillar 1) and 26.5 km (pillar 2) distance are obtained. These fit with the southern edge of the still active Welzow coal mine, and the Schwarze Pumpe power plant.


As the crystal positions, projected to the ground, are located halfway between the observer and the light source (see sketch below), they can be drawn on the map as well. The gray area above the lakes “Sedlitzer See” and “Partwitzer See” marks these locations as deduced from the pillar observations, though of course no actual boundaries of this area can be determined from this simple two-point study.


With the bottom distance d to the light sources known, it is straightforward to calculate the height H of the crystals above ground from the elevation angle h by simple trigonometry. The white pillar 1 in the image taken at 00:44 from spot B extended about 17.6° – 24.1° in elevation, and the yellow pillar 2 about 13.2° – 17.0°. It follows that the crystals were located at heights between 3.0 km and 4.1 km.

It should be added that earlier that night (Dec 5th, 20-21 CET), similar pillars were observed by Sören Petersen at Hohwacht, Schleswig-Holstein, at the Baltic sea. The distance to my location amounts to almost 400 km. Maybe the weather conditions favored the existence of a bigger ice crystal field at that time, as the rarity of such pillar observations in Germany renders a purely random coincidence unlikely.

Odd radius halos observed in Schwedt (Germany), June 09th, 2018

Halos from pyramidal crystals, including plate and column arcs, were observed by Andreas Möller on June 09th, 2018, in the East-German town of Schwedt at the Oder river.

He first noted the right part of the 18° halo, or its respective lateral plate arc, at about 09:00 CEST when taking a look from a roof window. The halo then vanished after several minutes. While walking to a better suited observing site, Andreas observed the 23° plate arc becoming brighter, but once arrived, its intensity decreased again. On his way back, he then noted the 9° halo getting stronger. Home again, he started a time lapse series. The peak activity of the display was then recorded at 10:25, including the 18° halo (or plate arc), 23° plate arc and 9° circular halo:

After 10:45, only an ordinary 22° halo remained. The full video from 10:05 to 11:45 is available here. Furthermore, a stack calculated from several of the time lapse images shows, after unsharp masking, parts of the 35° halo, and also a brightening at the right side of the 20° halo:

This feature fits to the contact position of the 20° column arc at this sun elevation (48°). Column arcs from pyramidal crystals are considered rare. Some excellent photographs from China have been published here recently. Interestingly, the sun elevation was also higher than 40° in these cases.Simulating this display requires some care. The crystal distribution was certainly not homogeneous, indicated by the missing left column arc. Thus the odd radius halos on the left side of the display are generated by a different crystal population than those on the right. The best one can do is try some kind of “compromise simulation” that shows a little more than the observation by filling some gaps on the left side. Remarkably, most of the halos can be simulated well using a combination of only a plate and a column set of crystals.

The plate component is fairly standard, with a high Gaussian tilt up to 40° ensuring that most of the rings’ circumferences become visible, while maintaining the high intensity of the 23° plate arc. The shape of the column component was designed in order to suppress arcs which are not present in the observation. I dare not to vouch for aerodynamic plausibility here, and just add the speculation that these might possibly be the optical active parts of larger aggregates.

The intensity distribution of the 35° halo is not matched well, but to fix this a third crystal component must be introduced.

Double the fun: Appearance of the 22° halo during a total solar eclipse

At the Arbeitskreis Meteore (AKM) spring meeting in March 2018, we discussed an observation made by Jörg Strunk during the “US eclipse” from August 21st, 2017: A 22° halo was visible in cirrus clouds around the sun up to around half a minute before the onset of totality. Similar observations have already been discussed in a paper by G. Können and C. Hinz from 2008. In this publication, it is mentioned that an initially very bright 22° halo could stay visible throughout the totality, created only by the light of the solar corona, and standing out against the twilight-like sky background.

The question I want to address here is: How would such a halo look – similar to the ones we know, being created by ~0.5° large, disk-like sources such as the sun or full moon? Or more diffuse due to the larger angular diameter of the corona?

For a “quick and dirty” simulation I took a radially symmetric fit for the corona brightness from here and combined it with another fit for the brightness of the solar disk from here, resulting in the combined brightness distribution depicted in the graph below (blue line, using λ = 500 nm for the photosphere formula). Simulations were carried out either with this full distribution (clearly dominated by the sun’s disk), or with the the photosphere fully obstructed, i.e. corresponding to an eclipse in which the apparent size of the moon matches exactly the sun’s disk (green line):


The calculations themselves are carried out in two steps: At first, I let a deep simulation (300 million rays) of an ordinary 22° circular halo run in HaloPoint 2.0, but using a point source instead of the usual sun disk. Next, each color channel of the simulation is convoluted with a matrix resembling the source’s intensity distribution. For this purpose, the brightness function was cut off at 7 solar radii (1.9° from the central point of the disk, assuming a radius of 0.27°). This approach is of course only justified as long as projection distortions can be neglected, i.e. in the vicinity of the projection center, otherwise a more complicated calculation involving spherical coordinates is required. Here, the field of view from the center to each edge amounts to about 29.0°, and the simulations are presented in Lambert’s equal area (azimuthal) projection. Under these conditions, the distortion error remains indeed small. The angular resolution is about 0.06°/pixel, as determined by the HaloPoint program.

The intensity distributions for the various light sources are depicted below: a) point-like, as assumed for the simulation, b) the non-eclipsed sun, dominated by the photosphere disk, and c) the corona with the photosphere blocked by the moon. The ratio of the integrated intensities between b) and c) amounts to about 900000. The resulting 22° halos are shown in subfigures d)-f), normalized each to the brightest pixel, and with zoom views of the left rim provided in g)-i). The integrated halo intensities scale with the same factor of 900000 as does the illumination.


The most prominent feature is the red double rim in f) and i), clearly a consequence of the ring-like source. But, even if the sky background illumination during the total phase permits a halo observation, it is not guaranteed that the double rim becomes visible, as diffraction is not accounted for in the halo simulation. Diffraction blurring decreases with increasing crystal size, which implies that the crystals have to be larger than a certain minimal value to allow finer halo features to be observed. For a rough estimation, it is possible to rely on the diffraction pattern of a single slit. The main peak has an angular full width at half maximum (FWHM) of about λ/b, with b denoting the slit width. For λ = 600 nm, and requiring that the FWHM should be smaller than 0.5° (i.e. roughly the distance between the two rims), this means that b has to be larger than 70 µm. This value corresponds to the width of one prismatic face of a hexagonal crystal, projected under the angle of incidence (about 41°) for minimal deflection. The corner-corner size of the hexagon equals then 2.6⋅b, i.e. the minimal crystal diameter amounts to about 180 µm.

Finally, it should be remarked that a double rim halo can also result from an annular eclipse. The chances for detection should be even better than for a corona halo, as the background contrast would not be much worse than for the non-eclipsed sun. In this situation, the azimuthal homogeneity of the source will also be much better. For the corona, this is only a rather crude approximation and under realistic circumstances this implies that the splitting of the corona halo might become prominent only at certain positions along its circumference.

The Fichtelberg halo display from December 18th, 2017

Over the past years, the Fichtelberg – Keilberg/Klínovec twin peak region in the German / Czech ore mountains has proven to be an unexpectedly active place for diamond dust halos. As shown in a recent study by Claudia Hinz et al., this high halo activity may have already been present there for decades or even longer, resulting in local myths but sadly few scientific reports in the halo literature up to several years ago.

Another exceptional display was observed on the top of the Fichtelberg (1215 m) on December 18th, 2017, by Gerd Franze, the head of the local meteorological station. He took about 400 photographs from about 12.20 to 13.20 CET (at sun elevations from 16.0° to 14.3°). During the course of the display, the temperature increased from –3.6 °C to its peak value of –1.9 °C at 13:10, followed by a decline down to –5.0 °C over the subsequent hour. Wind was noticed only at very low speeds of about 2-4 m/s coming from between southern and southwestern directions. Fog from the bohemian basin was drifting over the mountain top the whole day. No snow guns were running, as there already was enough natural snow for skiing.


a) view towards the sun, b) view towards the anthelion, c) and d) corresponding simulations using the parameters below


Simulation parameters for HaloPoint 2.0

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A re-visited 13° halo observation from 2013, and some thoughts about the responsible crystal faces

Circular halos of 12°-13° in radius are named “exotic” because they do not fit in the (nowadays) traditional sequence of well-documented halo radii from pyramidal ice crystals (9°, 18°, 20°, 22°, 23°, 24°, 35°, 46°). The first known photographs of such a halo were obtained at the South Pole, December 11th-12th, 1998, by Walter Tape, Jarmo Moilanen and Robert Greenler. Up to now, there are only few more (Michael Theusner, Bremerhaven, October 28th, 2012; Nicolas Lefaudeux, Paris, May 04th, 2014).

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Segments of a circular halo from Moilanen crystals observed Nov 27th, 2015, on Mt. Klínovec (CZ)

During last year’s meeting of the German halo observers, we decided to drive on top of Mt. Klínovec (Keilberg) after dinner on Nov 27th, 2015. We used the car headlights as light sources for glittering diamond dust displays from ice crystals within the first few meters above the ground, while facing temperatures in the range of –5 °C to –6 °C at wind speeds of 5 – 6 bft. Simultaneously, there appeared a non-glittering, but slowly changing moon halo display in crystals higher up, including a “traditional” Moilanen arc:

2015_11_27_2003_30s_imgp3912_usm(20:03 CET, unsharp masked, for the original image see here)

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