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Cities at the same latitude as
Trosa

Trosa is located at latitude 58.90°, about 34 km (21 miles) south of Södertälje. Famous cities on or near this latitude include Stockholm (Sweden). You will find below the cities within ±0.5° of the same parallel.

All cities at the same latitude as Trosa share nearly the same day length: about 09:40 today.

Cities on the same parallel as Trosa

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For smoother interaction, the globe shows the 100 most populous matching cities. The complete list appears in the table below.

Lat: 58.90° Lng: 17.5481° Pop: 5,836 Time Zone: Europe/Stockholm

List of cities

City	Country	Population	Latitude
Stockholm	Sweden	1,515,017	59.33°
Kirov	Russia	507,155	58.60°
Cherepovets	Russia	315,738	59.13°
Vologda	Russia	312,420	59.22°
Velikiy Novgorod	Russia	222,868	58.52°
Linköping	Sweden	166,673	58.41°
Örebro	Sweden	155,989	59.27°
Stavanger	Norway	151,669	58.97°
Norrköping	Sweden	93,765	58.59°
Kirovo-Chepetsk	Russia	90,252	58.55°
Huddinge	Sweden	90,182	59.24°
Sandnes	Norway	85,386	58.85°
Fredrikstad	Norway	83,761	59.22°
Haninge	Sweden	74,968	59.17°
Södertälje	Sweden	70,777	59.20°
Eskilstuna	Sweden	67,359	59.37°
Solna	Sweden	66,909	59.36°
Sandefjord	Norway	64,345	59.13°
Karlstad	Sweden	61,492	59.38°
Sarpsborg	Norway	59,038	59.28°
Tønsberg	Norway	55,387	59.27°
Narva	Estonia	54,409	59.38°
Skien	Norway	50,595	59.21°
Kingisepp	Russia	50,566	59.38°
Kachkanar	Russia	43,983	58.70°
Lidingö	Sweden	42,466	59.37°
Tumba	Sweden	40,832	59.20°
Luga	Russia	40,114	58.74°
Nyköping	Sweden	38,780	58.75°
Slantsy	Russia	36,209	59.12°
Sundbyberg	Sweden	34,529	59.36°
Porsgrunn	Norway	34,377	59.14°
Dobryanka	Russia	33,291	58.46°
Slobodskoy	Russia	32,361	58.73°
Kudymkar	Russia	31,596	59.02°
Motala	Sweden	30,944	58.54°
Arendal	Norway	30,916	58.46°
Sola	Norway	29,541	58.89°
Karlskoga	Sweden	27,490	59.33°
Gubakha	Russia	26,605	58.84°
Buy	Russia	26,486	58.48°
Omutninsk	Russia	25,364	58.67°
Nacka	Sweden	25,170	59.31°
Aldan	Russia	24,426	58.61°
Lesnoy	Russia	23,834	58.64°
Katrineholm	Sweden	23,283	59.00°
Larvik	Norway	23,113	59.05°
Trångsund	Sweden	23,110	59.23°
Lidköping	Sweden	22,988	58.51°
Nizhnyaya Tura	Russia	22,600	58.62°
Halden	Norway	21,970	59.12°
Kizel	Russia	21,807	59.05°
Sheksna	Russia	21,197	59.21°
Gustavsberg	Sweden	20,774	59.33°
Yeniseysk	Russia	19,920	58.45°
Time	Norway	19,781	58.73°
Rinkeby	Sweden	19,349	59.39°
Kristinehamn	Sweden	18,557	59.31°
Chudovo	Russia	17,377	59.12°
Kumla	Sweden	16,663	59.13°
Gryazovets	Russia	16,133	58.88°
Mariestad	Sweden	16,122	58.71°
Tullinge	Sweden	16,000	59.20°
Pestovo	Russia	15,910	58.59°
Kodinsk	Russia	15,670	58.61°
Aleksandrovsk	Russia	15,486	59.16°
Rakvere	Estonia	14,984	59.35°
Nynäshamn	Sweden	14,532	58.90°
Novaya Lyalya	Russia	14,246	59.05°
Okulovka	Russia	13,852	58.41°
Malaya Vishera	Russia	13,834	58.85°
Strängnäs	Sweden	13,693	59.38°
Skoghall	Sweden	13,605	59.32°
Strand	Norway	13,474	59.05°
Finspång	Sweden	12,807	58.71°
Lyangasovo	Russia	12,626	58.52°
Bryne	Norway	12,465	58.74°
Babayevo	Russia	12,300	59.39°
Gremyachinsk	Russia	12,094	58.56°
Siverskiy	Russia	12,076	59.35°
Zuyevka	Russia	11,953	58.40°
Tori	Estonia	11,879	58.48°
Belaya Kholunitsa	Russia	11,658	58.84°
Stokke	Norway	11,657	59.22°
Kaduy	Russia	11,570	59.20°
Kopervik	Norway	11,561	59.28°
Handen	Sweden	11,524	59.17°
Ekerö	Sweden	11,505	59.29°
Egersund	Norway	11,433	58.45°
Alby	Sweden	11,400	59.23°
Kirs	Russia	11,385	59.34°
Oxelösund	Sweden	11,157	58.67°
Ivangorod	Russia	11,074	59.37°
Arboga	Sweden	10,841	59.39°
Raduzhnyy	Russia	10,792	58.50°
Jordbro	Sweden	10,757	59.15°
Yayva	Russia	10,615	59.33°
Ustyuzhna	Russia	10,566	58.84°
Vakhrushi	Russia	10,330	58.68°
Jõhvi	Estonia	10,130	59.36°
Vårby	Sweden	10,115	59.27°
Kleppe	Norway	10,092	58.77°
Keila	Estonia	10,068	59.30°
Pankovka	Russia	9,828	58.50°
Haapsalu	Estonia	9,595	58.94°
Sos’va	Russia	9,595	59.18°
Saltsjöbaden	Sweden	9,477	59.28°
Ugleural’skiy	Russia	9,451	58.94°
Åmål	Sweden	9,373	59.05°
Älta	Sweden	9,274	59.27°
Säffle	Sweden	9,150	59.13°
Tommot	Russia	9,034	58.96°
Kargasok	Russia	8,572	59.06°
Verkhotur’ye	Russia	8,500	58.86°
Molochnoye	Russia	8,421	59.29°
Lobva	Russia	8,403	59.19°
Orlov	Russia	8,400	58.54°
Tibro	Sweden	8,396	58.42°
Ves’yegonsk	Russia	8,200	58.67°
Hallsberg	Sweden	8,146	59.06°
Fisksätra	Sweden	8,117	59.29°
Brevik	Sweden	8,024	59.35°
Murygino	Russia	7,996	58.74°
Sæveland	Norway	7,873	59.27°
Orichi	Russia	7,805	58.40°
Belyy Yar	Russia	7,795	58.44°
Paide	Estonia	7,793	58.89°
Vostochnyy	Russia	7,622	58.79°
Fittja	Sweden	7,500	59.25°
Söderköping	Sweden	7,418	58.48°
Thurso	United Kingdom	7,390	58.59°
Orstad	Norway	7,358	58.79°
Nykvarn	Sweden	7,327	59.18°
Bergshamra	Sweden	7,300	59.38°
Chagoda	Russia	7,288	59.16°
Nærbø	Norway	7,269	58.67°
Darovskoy	Russia	7,261	58.77°
Jørpeland	Norway	7,230	59.02°
Degerfors	Sweden	7,190	59.24°
Strömstad	Sweden	7,176	58.94°
Kirkwall	United Kingdom	7,150	58.98°
Wick	United Kingdom	7,140	58.44°
Vokhtoga	Russia	7,107	58.81°
Åby	Sweden	6,917	58.67°
Poshekhon’ye	Russia	6,900	58.50°
Soligalich	Russia	6,886	59.08°
Nizhniy Kuranakh	Russia	6,798	58.82°
Ljungsbro	Sweden	6,763	58.52°
Peskovka	Russia	6,746	59.04°
Khvoynaya	Russia	6,637	58.90°
Flen	Sweden	6,594	59.06°
Jõgeva	Estonia	6,396	58.75°
Tananger	Norway	6,377	58.94°
Peetri	Estonia	6,352	59.39°
Parabel’	Russia	6,227	58.70°
Tvedestrand	Norway	6,115	58.62°
Järna	Sweden	6,038	59.09°
Stavern	Norway	5,902	59.00°
Saue	Estonia	5,810	59.32°
Gnesta	Sweden	5,772	59.05°
Hommersåk	Norway	5,692	58.93°
Vadstena	Sweden	5,674	58.45°
Vostochnyy	Russia	5,635	58.80°
Suda	Russia	5,582	59.15°
Okhotsk	Russia	5,570	59.36°
Gdov	Russia	5,521	58.74°
Chukhloma	Russia	5,430	58.75°
Proletariy	Russia	5,240	58.43°
Tapa	Estonia	5,168	59.26°
Laagri	Estonia	5,165	59.35°
Raasiku	Estonia	5,161	59.37°
Kragerø	Norway	5,158	58.87°
Rapla	Estonia	5,132	59.01°
Malmslätt	Sweden	5,074	58.41°
Türi	Estonia	5,064	58.81°
Pervomayskiy	Russia	5,054	59.06°
Krokek	Sweden	5,053	58.67°
Turtas	Russia	5,050	58.94°
Grums	Sweden	5,040	59.35°
Götene	Sweden	5,027	58.53°
Åkrehamn	Norway	5,018	59.26°

Understanding Trosa's latitude

Latitude	58.90° N
Distance to Equator	6,549 km / 4,069 mi
Distance to polar circle	852 km / 530 mi Arctic Circle (66.56° N)

Daylight over the year

Estimated daylight (sunrise-to-sunset) duration in Trosa along the year.

The longest daylight at latitude 58.90° N is about 18h 28m around the summer solstice in June, while the shortest is about 6h 12m around the winter solstice in December.

These are approximate astronomical estimates, using solar-declination equations documented by NOAA and a standard sunrise/sunset horizon of −0.833°. Twilight is not included. Terrain, altitude and actual atmospheric conditions can change observed daylight, particularly near the poles. Distances are approximate north–south distances along a meridian on a mean-radius Earth; the nearest polar circle is taken at 66.56°.

Monthly daylight estimates

Calculated for the 15th of each month.

Month	Daylight
January	7h 00m
February	9h 21m
March	11h 46m
April	14h 28m
May	16h 54m
June	18h 25m
July	17h 44m
August	15h 29m
September	12h 52m
October	10h 17m
November	7h 46m
December	6h 16m

Interactive map of Trosa

About latitude comparisons

When comparing cities at the same latitude, such as Trosa and its global counterparts, it is important to remember that while they share identical daylight hours and similar solar angles throughout the year, their climates may differ drastically. Factors including elevation, proximity to oceans, and dominant wind patterns shape the local environment just as much as solar positioning.

The results shown here are cities located within ±0.5 degrees of Trosa's parallel (58.90°), which covers roughly 55 kilometers (34 miles) north or south of its exact coordinate.

Frequently asked questions

What is the longitude of Trosa?

Trosa is located at longitude 17.5481° E. Among cities within ±0.5° of the same meridian, Bratislava (Slovakia), at 17.1067° E in the Northern Hemisphere, and Windhoek (Namibia), at 17.0832° E in the Southern Hemisphere.

How close are these cities to Trosa’s latitude?

Each listed city has a stored latitude between 58.40° and 59.40°, the ±0.5° matching band around Trosa.

Does this map show exact city boundaries?

No. Map markers and latitude values use city reference coordinates. They help compare locations on a parallel, but do not represent municipal boundaries.

Do these cities share the same climate?

Not necessarily. Latitude is only one influence on climate; altitude, coastlines, ocean currents and local terrain also matter.

Cities at the same latitude as Trosa