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Cities at the same latitude as
Westhill, United Kingdom, Scotland

Westhill is located at latitude 57.47°, about 5 km (3 miles) east of Inverness. Nearby major cities on this latitude include Yaroslavl (Russia), Gothenburg (Sweden) and Tyumen (Russia). You will find below the cities within ±0.5° of the same parallel.

All cities at the same latitude as Westhill share nearly the same day length: about 09:48 today.

Cities on the same parallel as Westhill

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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: 57.47° Lng: -4.1489° Pop: 5,410 Time Zone: Europe/London

List of cities

City	Country	Population	Latitude
Tyumen	Russia	768,358	57.15°
Yaroslavl	Russia	608,722	57.63°
Gothenburg	Sweden	608,462	57.71°
Ivanovo	Russia	406,113	57.00°
Nizhny Tagil	Russia	381,116	57.92°
Kostroma	Russia	277,280	57.77°
Pskov	Russia	210,501	57.82°
Aberdeen	United Kingdom	198,590	57.14°
Aalborg	Denmark	142,937	57.05°
Jönköping	Sweden	112,766	57.78°
Votkinsk	Russia	98,633	57.05°
Novoural’sk	Russia	93,849	57.25°
Kineshma	Russia	92,983	57.44°
Asbest	Russia	74,583	57.01°
Borås	Sweden	71,700	57.72°
Kungur	Russia	66,389	57.41°
Mölndal	Sweden	59,430	57.66°
Lesnoy	Russia	55,100	57.62°
Vyshniy Volochëk	Russia	53,800	57.59°
Torzhok	Russia	48,546	57.04°
Inverness	United Kingdom	47,790	57.48°
Alapayevsk	Russia	44,000	57.85°
Tutayev	Russia	43,828	57.87°
Irbit	Russia	41,647	57.67°
Vichuga	Russia	39,071	57.21°
Furmanov	Russia	38,380	57.25°
Uglich	Russia	37,732	57.52°
Rezh	Russia	37,420	57.37°
Varberg	Sweden	34,248	57.11°
Artëmovskiy	Russia	33,700	57.35°
Ventspils	Latvia	32,723	57.39°
Udomlya	Russia	32,373	57.88°
Rostov Veliky	Russia	31,039	57.19°
Partille	Sweden	28,648	57.74°
Bezhetsk	Russia	28,114	57.78°
Rodniki	Russia	27,681	57.11°
Asino	Russia	27,070	57.00°
Lerum	Sweden	26,913	57.77°
Alingsås	Sweden	26,329	57.93°
Nev’yansk	Russia	25,900	57.49°
Hjørring	Denmark	25,644	57.46°
Nerekhta	Russia	25,352	57.46°
Bologoye	Russia	25,142	57.89°
Elgin	United Kingdom	25,040	57.65°
Ostrov	Russia	24,500	57.34°
Kungälv	Sweden	24,101	57.87°
Nørresundby	Denmark	23,718	57.06°
Visby	Sweden	23,402	57.64°
Osa	Russia	23,292	57.28°
Björlanda	Sweden	23,088	57.77°
Valmiera	Latvia	22,812	57.54°
Kirovgrad	Russia	22,685	57.43°
Frederikshavn	Denmark	22,672	57.44°
Shakhun’ya	Russia	22,400	57.68°
Igra	Russia	22,033	57.55°
Huskvarna	Sweden	21,500	57.79°
Västervik	Sweden	21,178	57.76°
Nytva	Russia	20,525	57.94°
Sredneuralsk	Russia	20,169	56.99°
Ostashkov	Russia	19,563	57.15°
Yaransk	Russia	19,557	57.30°
Uva	Russia	19,143	56.99°
Värnamo	Sweden	19,061	57.19°
Peterhead	United Kingdom	19,060	57.51°
Kungsbacka	Sweden	18,698	57.49°
Talitsa	Russia	18,602	57.01°
Oskarshamn	Sweden	18,287	57.26°
Sovetsk	Russia	17,869	57.59°
Privolzhsk	Russia	17,864	57.38°
Nässjö	Sweden	17,719	57.65°
Volgorechensk	Russia	17,700	57.44°
Reftinskiy	Russia	17,673	57.09°
Mölnlycke	Sweden	17,579	57.66°
Gavrilov-Yam	Russia	17,351	57.30°
Kashin	Russia	16,598	57.36°
Bodaybo	Russia	15,933	57.85°
Västra Frölunda	Sweden	15,924	57.65°
Borovskiy	Russia	15,406	57.04°
Ochër	Russia	15,395	57.88°
Cēsis	Latvia	15,020	57.31°
Kinna	Sweden	15,019	57.51°
Billdal	Sweden	14,874	57.57°
Sigulda	Latvia	14,757	57.15°
Inverurie	United Kingdom	14,660	57.28°
Kalyazin	Russia	14,655	57.24°
Vetlanda	Sweden	13,430	57.43°
Kirensk	Russia	13,308	57.78°
Znamenskoye	Russia	13,300	57.13°
Pechory	Russia	13,246	57.82°
Bulanash	Russia	13,056	57.28°
Zavolzhsk	Russia	12,847	57.48°
Fraserburgh	United Kingdom	12,570	57.69°
Brønderslev	Denmark	12,549	57.27°
Võru	Estonia	12,367	57.83°
Verkhniy Tagil	Russia	12,358	57.37°
Uren’	Russia	12,309	57.46°
Likhoslavl’	Russia	12,290	57.13°
Onsala	Sweden	12,275	57.43°
Westhill	United Kingdom	12,110	57.15°
Porkhov	Russia	11,886	57.77°
Valga	Estonia	11,792	57.78°
Yur’yevets	Russia	11,488	57.31°
Urzhum	Russia	11,333	57.11°
Troitskiy	Russia	11,081	57.06°
Kuvshinovo	Russia	10,960	57.03°
Navoloki	Russia	10,951	57.47°
Lindome	Sweden	10,942	57.57°
Kez	Russia	10,792	57.90°
Novaya Igirma	Russia	10,681	57.13°
Bologoye-4	Russia	10,661	57.90°
Ulricehamn	Sweden	10,629	57.79°
Nolinsk	Russia	10,282	57.56°
Nairn	United Kingdom	10,190	57.58°
Gislaved	Sweden	10,180	57.30°
Eksjö	Sweden	10,157	57.67°
Torslanda	Sweden	10,129	57.72°
Ellon	United Kingdom	10,070	57.36°
Malysheva	Russia	9,955	57.12°
Ozerniy	Russia	9,951	57.87°
Forres	United Kingdom	9,900	57.61°
Puchezh	Russia	9,881	56.98°
Kuldīga	Latvia	9,863	56.97°
Zvëzdnyy	Russia	9,800	57.73°
Dno	Russia	9,607	57.83°
Dedovichi	Russia	9,606	57.55°
Maksatikha	Russia	9,441	57.80°
Komsomol’sk	Russia	8,975	57.03°
Sitka	United States	8,863	57.05°
Landvetter	Sweden	8,839	57.69°
Sæby	Denmark	8,838	57.33°
Løkken	Denmark	8,828	57.37°
Talsi	Latvia	8,673	57.25°
Novo-Talitsy	Russia	8,563	57.00°
Bankeryd	Sweden	8,506	57.86°
Taseyevo	Russia	8,479	57.22°
Vetluga	Russia	8,455	57.86°
Buckie	United Kingdom	8,430	57.68°
Suksun	Russia	8,284	57.15°
Parfino	Russia	8,254	57.97°
Portlethen	United Kingdom	8,200	57.07°
Vimmerby	Sweden	8,037	57.67°
Gårdsten	Sweden	8,025	57.80°
Krasnoye-na-Volge	Russia	7,953	57.51°
Okhansk	Russia	7,920	57.71°
Hammarkullen	Sweden	7,914	57.78°
Yugo-Kamskiy	Russia	7,779	57.70°
Habo	Sweden	7,740	57.91°
Zheleznodorozhnyy	Russia	7,629	57.91°
Makar’yev	Russia	7,600	57.89°
Skagen	Denmark	7,571	57.72°
Semibratovo	Russia	7,511	57.30°
Banchory	United Kingdom	7,440	57.05°
Krasnye Baki	Russia	7,312	57.13°
Tevriz	Russia	7,270	57.51°
Bakchar	Russia	7,195	57.02°
Lövgärdet	Sweden	7,113	57.82°
Cove	United Kingdom	7,060	57.10°
Kovernino	Russia	6,988	57.13°
Yarkovo	Russia	6,925	57.40°
Lossiemouth	United Kingdom	6,840	57.72°
Kållered	Sweden	6,784	57.61°
Pytalovo	Russia	6,767	57.07°
Ādaži	Latvia	6,734	57.07°
Gulbene	Latvia	6,722	57.18°
Nizhnyaya Tavda	Russia	6,711	57.67°
Sharanga	Russia	6,709	57.18°
Shalya	Russia	6,689	57.25°
Spirovo	Russia	6,640	57.42°
Ural’skiy	Russia	6,626	57.93°
Sharkan	Russia	6,523	57.30°
Limbaži	Latvia	6,517	57.51°
Sokol’skoye	Russia	6,474	57.14°
Nekrasovskoye	Russia	6,353	57.68°
Markovo	Russia	6,340	57.32°
Åbybro	Denmark	6,318	57.16°
Kodiak	United States	6,253	57.79°
Alūksne	Latvia	6,188	57.42°
Tugulym	Russia	6,139	57.06°
Molchanovo	Russia	6,109	57.58°
Åsa	Sweden	6,084	57.35°
Baykalovo	Russia	6,043	57.40°
Turinskaya Sloboda	Russia	6,023	57.62°
Gråbo	Sweden	6,021	57.84°
Krivosheino	Russia	6,010	57.34°
Surte	Sweden	6,003	57.83°
Tsementnyy	Russia	5,972	57.47°
Sukhobezvodnoye	Russia	5,970	57.05°
Myshkin	Russia	5,932	57.79°
Pushkinskiye Gory	Russia	5,920	57.02°
Borisoglebskiy	Russia	5,832	57.26°
Pervomayskoye	Russia	5,817	57.07°
Debësy	Russia	5,800	57.65°
Konstantinovskiy	Russia	5,718	57.83°
Alness	United Kingdom	5,700	57.70°
Demyansk	Russia	5,693	57.64°
Balvi	Latvia	5,652	57.13°
Novyy Toryal	Russia	5,629	57.00°
Krasnomayskiy	Russia	5,611	57.62°
Staraya Vichuga	Russia	5,599	57.27°
Mullsjö	Sweden	5,584	57.92°
Syumsi	Russia	5,582	57.11°
Yelovo	Russia	5,570	57.05°
Monetnyy	Russia	5,540	57.05°
Hirtshals	Denmark	5,532	57.59°
Selty	Russia	5,523	57.31°
Hultsfred	Sweden	5,510	57.49°
Novoutkinsk	Russia	5,507	56.99°
Nibe	Denmark	5,433	56.98°
Fristad	Sweden	5,409	57.82°
Tonkino	Russia	5,406	57.37°
Sävsjö	Sweden	5,374	57.40°
Dingwall	United Kingdom	5,360	57.60°
Vetluzhskiy	Russia	5,340	57.17°
Petrovsk	Russia	5,324	57.01°
Hönö	Sweden	5,293	57.69°
Orda	Russia	5,270	57.19°
Kiknur	Russia	5,246	57.30°
Sudislavl’	Russia	5,236	57.88°
Verkh-Neyvinskiy	Russia	5,156	57.27°
Antipino	Russia	5,147	57.11°
Ostrovskoye	Russia	5,138	57.81°
Vaggeryd	Sweden	5,122	57.50°
Anderstorp	Sweden	5,076	57.28°
Smiltene	Latvia	5,073	57.42°
Turriff	United Kingdom	5,060	57.54°
Kalashnikovo	Russia	5,032	57.28°
Podgornoye	Russia	5,024	57.79°
Tuzha	Russia	5,002	57.61°

Understanding Westhill's latitude

Latitude	57.47° N
Distance to Equator	6,391 km / 3,971 mi
Distance to polar circle	1,010 km / 628 mi Arctic Circle (66.56° N)

Daylight over the year

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

The longest daylight at latitude 57.47° N is about 18h 01m around the summer solstice in June, while the shortest is about 6h 35m 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 19m
February	9h 30m
March	11h 47m
April	14h 20m
May	16h 36m
June	17h 59m
July	17h 22m
August	15h 17m
September	12h 49m
October	10h 23m
November	8h 01m
December	6h 39m

Interactive map of Westhill

About latitude comparisons

When comparing cities at the same latitude, such as Westhill 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 Westhill's parallel (57.47°), which covers roughly 55 kilometers (34 miles) north or south of its exact coordinate.

Frequently asked questions

What is the longitude of Westhill?

Westhill is located at longitude 4.1489° W. Among cities within ±0.5° of the same meridian, Abidjan (Ivory Coast), at 4.0017° W in the Northern Hemisphere.

How close are these cities to Westhill’s latitude?

Each listed city has a stored latitude between 56.97° and 57.97°, the ±0.5° matching band around Westhill.

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.