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Can Orionids be seen in Macedonia?


Skopje, capital of Macedonia.

We recommend you read the introduction to meteor showers.

Orionids(ORI) meteor shower will be active from Friday, October 2 2020 until Saturday, November 7 2020. Its peak day is Wednesday, October 21 2020, according to information published by the International Meteor Organization. For more information, check out the meteor shower calendar 2020.

Choose a meteor shower to obtain for relevant information:

Position of Orionids

Orionids's radiant during its peak day will be at alpha=95°, delta=+16°. The zenithal hourly rate is: 20 meteors per hour.

The visibility of a meteor shower depends on several factors: geographic coordinates of observer and elevation, time of the day, city lights pollution, the weather and the terrain. For reference, we have calculated the position (elevation / azimuth) of Orionids's radiant in the sky during its peak day, Wednesday, October 21 2020, for the following cities in Macedonia.

Choose a country to obtain relevant information:

CityTime
00:0002:0004:0006:0008:0010:0012:0014:0016:0018:0020:0022:00
Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.Alt.Az.
Skopje22°88°44°111°61°151°61°213°43°251°21°273°----------69°
Bitola22°88°45°110°62°150°61°214°43°252°21°274°----------69°
Gostivar22°88°44°111°61°150°61°212°43°251°21°273°----------69°
Kumanovo23°89°44°112°61°152°60°213°42°251°20°273°----------70°
Ohrid22°88°44°110°62°149°61°213°43°251°21°273°----------69°
Prilep22°88°45°111°62°151°61°214°43°252°21°274°----------70°
Stip23°89°45°112°62°152°60°215°42°252°20°274°----------70°
Strumica23°89°45°112°62°153°60°216°42°253°20°274°----------70°
Tetovo22°88°44°111°61°150°61°212°43°251°21°273°----------69°
Veles23°88°45°111°62°152°61°214°43°252°20°274°----------70°

The Sky and Stars in Macedonia

The following is a simulation of the sky and stars as seen from Skopje, Macedonia during its peak day starting at 00:00.

You may adjust the speed of the simulator backward or forward to see the movement of the radiant over the horizon.

Content last updated on 2016-01-06