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Square kilometre
Square kilometre
Square kilometre
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square kilometre
The square kilometre (red square) compared to other areas, including a square mile (the entire yellow square)
General information
Unit systemSI units
Unit ofarea
Symbolkm2
Conversions
1 km2 in ...... is equal to ...
   SI units   
  • 1000000 m2
  • 100 ha
   Imperial/US   
  • 0.3861 sq mi
  • 247.1 acres

The square kilometre (square kilometer in American spelling; symbol: km2) is a multiple of the square metre, the SI unit of area or surface area. In the SI unit of area (m2), 1 km2 is equal to 1M(m2).

1 km2 is equal to:

  • 1,000,000 square metres (m2)
  • 100 hectares (ha)

It is also approximately equal to:

Conversely:

  • 1 m2 = 0.000001 (10−6) km2
  • 1 hectare = 0.01 (10−2) km2
  • 1 square mile = 2.5899 km2 [4]
  • 1 acre = about 0.004047 km2 [5]

The symbol "km2" means (km)2, square kilometre and not k(m2), kilo–square metre. For example, 3 km2 is equal to 3×(1,000m)2 = 3,000,000 m2, not 3,000 m2.

Examples of areas of 1 square kilometre

[edit]

Topographical map grids

[edit]
Part of an Ordnance Survey map, published 1952. The grid lines are at one-kilometre intervals, giving each square an area of one square kilometre. The map shows that the area of the island is about two square kilometres.

Topographical map grids are worked out in metres, with the grid lines being 1,000 metres apart.

  • 1:100,000 maps are divided into squares representing 1 km2, each square on the map being one square centimetre in area and representing 1 km2 on the surface of the Earth.
  • For 1:50,000 maps, the grid lines are 2 cm apart. Each square on the map is 2 cm by 2 cm (4 cm2) and represents 1 km2 on the surface of the Earth.
  • For 1:25,000 maps, the grid lines are 4 cm apart. Each square on the map is 4 cm by 4 cm (16 cm2) and represents 1 km2 on the surface of the Earth.

In each case, the grid lines enclose one square kilometre.

Medieval city centres

[edit]
Map of Delft, Netherlands, dated 1659. The walls enclosed an area of about 1 square kilometre.

The area enclosed by the walls of many European medieval cities were about one square kilometre. These walls are often either still standing or the route they followed is still clearly visible, such as in Brussels, where the wall has been replaced by a ring road, or in Frankfurt, where the wall has been replaced by gardens. The approximate area of the old walled cities can often be worked out by fitting the course of the wall to a rectangle or an oval (ellipse). Examples include:

The walled city of Delft was approximately rectangular.
The approximate length of rectangle was about 1.30 kilometres (0.81 mi).[6]
The approximate width of the rectangle was about 0.75 kilometres (0.47 mi).[6]
A perfect rectangle with these measurements has an area of 1.30×0.75 = 0.9 km2
The medieval city is roughly rectangular with rounded north-east and north-west corners.
The maximum distance from east to west is 1.36 kilometres (0.85 mi).[6]
The maximum distance from north to south is 0.80 kilometres (0.50 mi).[6]
A perfect rectangle of these dimensions would be 1.36×0.80 = 1.088 km2.
The medieval city of Bruges, a major centre in Flanders, was roughly oval or elliptical in shape with the longer or semi-major axis running north and south.
The maximum distance from north to south (semi-major axis) is 2.53 kilometres (1.57 mi).[6]
The maximum distance from east to west (semi-minor axis) is 1.81 kilometres (1.12 mi).[6]
A perfect ellipse of these dimensions would be 2.53 × 1.81 × (π/4) = 3.597 km2.
Chester is one of the smaller English cities that has a near-intact city wall.[7]
The distance from Northgate to Watergate is about 855 metres.[6]
The distance from Eastgate to Westgate is about 589 metres.[6]
A perfect rectangle of these dimensions would be (855/1000) × (589/1000) = 0.504 km2.

Parks

[edit]

Parks come in all sizes; a few are almost exactly one square kilometre in area. Here are some examples:

  • Riverside Country Park, UK.[8]
  • Brierley Forest Park, UK.[9]
  • Rio de Los Angeles State Park, California, US [10]
  • Jones County Central Park, Iowa, US.[11]
  • Kiest Park, Dallas, Texas, US [12]
  • Hole-in-the-Wall Park & Campground, Grand Manan Island, Bay of Fundy, New Brunswick, Canada [13]
  • Downing Provincial Park, British Columbia, Canada [14]
  • Citadel Park, Poznan, Poland [15]
  • Sydney Olympic Park, Sydney, Australia, contains 6.63 square kilometres of wetlands and waterways.[16]

Golf courses

[edit]

Using the figures published by golf course architects Crafter and Mogford, a course should have a fairway width of 120 metres and 40 metres clear beyond the hole. Assuming a 6,000-metre (6,600 yd) 18-hole course, an area of 80 hectares (0.8 square kilometre) needs to be allocated for the course itself.[17][Note 1] Examples of golf courses that are about one square kilometre include:

  • Manchester Golf Club, UK [18]
  • Northop Country Park, Wales, UK [18]
  • The Trophy Club, Lebanon, Indiana, US [19]
  • Qingdao International Country Golf Course, Qingdao, Shandong, China
  • Arabian Ranches Golf Club, Dubai [20]
  • Sharm el Sheikh Golf Courses: Sharm el Sheikh, South Sinai, Egypt [21]
  • Belmont Golf Club, Lake Macquarie, NSW, Australia [22]

Other areas of one square kilometre or thereabouts

[edit]
  • The Old City of Jerusalem is almost 1 square kilometre in area.[23]
  • Milton Science Park, Oxfordshire, UK.[24]
  • Mielec Industrial Park, Mielec, Poland [25]
  • The Guildford Campus of Guildford Grammar School, South Guildford, Western Australia[26]
  • Sardar Vallabhbhai National Institute of Technology (SVNIT), Surat, India [27]
  • Île aux Cerfs, near the east coast of Mauritius.[28]
  • Peng Chau Island, Hong Kong[29]

See also

[edit]

Notes

[edit]

References

[edit]
Revisions and contributorsEdit on WikipediaRead on Wikipedia

Square kilometre

View on Grokipedia
from Grokipedia
The square kilometre (international symbol: km²) is a unit of area in the International System of Units (SI), defined as the area of a square with each side measuring one kilometre, equivalent to 1 km × 1 km or 1,000,000 square metres (m²). As a derived SI unit based on the base unit of length (the metre), it provides a standardized measure for large-scale surfaces and is widely adopted in scientific, engineering, and international contexts for its coherence with the metric system. One square kilometre is equal to 100 hectares (ha), making it a practical scale for and , while it approximates 0.386 square miles (mi²) in for cross-system comparisons. This unit's versatility stems from the 's origin in the French metric reforms of the late , where it was intended to represent one ten-millionth of the Earth's meridional quadrant, with the kilometre defined as one thousand metres, ensuring global applicability in measurements far beyond everyday scales. In practice, the square kilometre is predominantly used in , , and to quantify extensive areas, such as national land territories (e.g., total land area reported in square kilometres by international databases) or the extent of forests and . Its adoption facilitates precise comparisons across borders, as seen in global reports on resource distribution and impacts, where smaller units like the suffice for local plots but km² captures broader phenomena like country sizes or protected reserves.

Definition and Fundamentals

Definition

The square kilometre (symbol: km²) is a unit of area in the International System of Units (SI), defined as the area of a square with each side measuring exactly one kilometre. This unit is derived from the base SI unit of length, the metre, through the application of the SI prefix "kilo," which denotes a factor of 10³, making one kilometre equal to 1,000 metres. Mathematically, the square kilometre is expressed as the square of one :
(1 km)2=1 km2.(1 \, \mathrm{km})^2 = 1 \, \mathrm{km}^2.
This corresponds to an area of 1,000,000 square metres, since (103 m)2=106 m2(10^3 \, \mathrm{m})^2 = 10^6 \, \mathrm{m}^2. As a coherent derived SI unit for area, it follows directly from the definition of area as length squared, ensuring consistency within the . The square kilometre is particularly suited for measuring large-scale areas, such as those encountered in geography, land , and , where smaller units like the would result in cumbersome numerical values. For instance, the area of a mid-sized city might be expressed in square kilometres to provide a practical scale, avoiding the need for millions or billions of square metres.

Notation and Symbol

The square kilometre, representing the area of a square with sides of one kilometre, is denoted by the official SI symbol km², where the superscript 2 indicates the squaring of the kilometre unit, as established by the International Bureau of Weights and Measures (BIPM). In writing, the symbol km² follows strict SI conventions: the prefix "k" (for kilo) is attached directly to the base unit "m" (for metre) without spaces or hyphens, and the power is rendered as a superscript numeral; no periods are used (e.g., not km.²), and the plural form remains unchanged as km² regardless of quantity (e.g., 5 km²). A non-breaking space is recommended between a numerical value and the symbol for clarity in typesetting, though in plain text, a regular space suffices. SI unit symbols, including km², are standardized internationally and identical across languages, using the Latin alphabet regardless of the script or language of the surrounding text; for instance, in Cyrillic or Arabic contexts, the symbol km² remains unaltered while the descriptive text adapts to the local language. In non-Latin scripts, such as Chinese or Japanese technical documents, the symbol is typically transliterated or presented in its standard Latin form without variation. Common errors in notation include inserting spaces within the symbol (e.g., km ²), using like km^2 in place of the proper superscript in formatted text, adding unnecessary periods or plural endings (e.g., km²s), or confusing km² with the linear (km), which can lead to misinterpretation in . To avoid ambiguity, especially in plain text environments without superscript support, the symbol should be clearly distinguished from linear units through context or explicit formatting.

Unit Conversions

Metric Equivalents

The square kilometre (km²) is directly equivalent to 1,000,000 square metres (m²), 100 hectares (ha), and 10,000 ares (a). For example, 2 km² is equivalent to exactly 2,000,000 square metres (m²) and 200 hectares (ha). These conversions derive from the structure of the metric system, where the kilo- prefix represents a factor of 10³. Thus, one kilometre equals 10³ metres, and squaring yields (10³)² = 10⁶ square metres for one square kilometre. The hectare, a non-SI unit retained for land measurement, equals 10,000 square metres or one square hectometre (hm²), so one square kilometre equals 10⁶ / 10⁴ = 100 hectares. Similarly, the are equals 100 square metres or one square dekametre (dam²), resulting in one square kilometre equaling 10⁶ / 10² = 10,000 ares. In practice, the square kilometre suits measurements of large-scale areas, such as countries or regions, while the is preferred for smaller parcels like farms or fields, providing a more convenient scale for agricultural and applications.
UnitSymbolEquivalent to 1 km²
Square kilometrekm²1
ha100
Area10,000
m²1,000,000

Imperial and US Customary Equivalents

The square kilometre, equivalent to 1,000,000 square metres, converts to several key units in the imperial and customary systems of . One square kilometre is approximately equal to 247.105 acres, based on the international acre defined as 4,046.8564224 square metres. For the US survey acre, which measures 4,046.873 square metres, the equivalent is approximately 247.104 acres per square kilometre. In terms of larger areas, one square kilometre corresponds to about 0.386102 square miles, derived from the international mile of 1.609344 kilometres. Thus, 2 square kilometres is approximately 494.21 acres and 0.772 square miles. Additionally, one square kilometre equals precisely 1,195,990 square yards, using the international yard of 0.9144 metres. These conversions are particularly relevant in contexts such as international transactions and agricultural assessments, where properties may be described using both metric and customary units. A section, defined as one and equivalent to 640 acres, measures approximately 2.59 square kilometres. The following table summarizes primary conversions from square kilometres to selected imperial and customary area units:
Square Kilometres (km²)Acres (ac)Square Miles (mi²)Square Yards (yd²)
1247.1050.3861021,195,990
102,471.053.8610211,959,900
10024,710.538.6102119,599,000
These values use international definitions for consistency with global standards.

Historical Development

Origins in the Metric System

The metric system emerged during the French Revolution in the late 18th century as an effort to establish a rational, universal framework for measurement. In 1791, the French National Assembly commissioned the French Academy of Sciences to devise a uniform decimal-based system to supplant the disparate regional units prevalent across France, such as varying local measures of length and area. By 1795, the Academy presented its proposal, defining the base unit of length, the metre, as one ten-millionth of the distance from the equator to the North Pole along a meridian quadrant—equivalent to 1/10,000,000 of the Earth's meridian quadrant. This foundational length unit enabled the derivation of area measures, with the square kilometre implicitly arising from the kilometre, defined as 1,000 metres, thus equating to one million square metres. Key to this endeavour were scientific measurements of the , conducted between 1792 and 1798 by astronomers Pierre Méchain and Jean-Baptiste Delambre, utilizing instruments like the repeating circle invented by Jean-Charles de Borda, a prominent member of the and naval engineer. De Borda and Méchain's involvement ensured the metre's definition was grounded in empirical geodetic data, providing a natural and reproducible standard independent of arbitrary artifacts. These efforts addressed the inconsistencies of pre-revolutionary units, including irregular area measures like the square league, which varied regionally and hindered and administration. The system's initial adoption was formalized on April 7, 1795 (18 Germinal Year III), through the French National Convention's decree on weights and measures, which legally established the metre and its decimal multiples, including area units derived from it. This decree introduced the are as 100 square metres and the hectare as 100 ares, reflecting the decimal progression that extended to larger scales like the square kilometre, designed to facilitate precise land measurement and eliminate the patchwork of non-decimal units. The 1799 construction of platinum prototypes for the metre and kilogram further solidified these definitions, marking the metric system's practical realization. In the modern (SI), the square kilometre retains its derivation from the , now defined via the , underscoring the enduring link to the revolutionary origins.

International Standardization

The (SI) was formally established by the 11th General Conference on Weights and Measures (CGPM) in , which defined the seven base units and introduced a coherent system of derived units, including those for area derived from the . The (m²) serves as the for area, and the square kilometre (km²), equivalent to one million , is recognized as a coherent derived unit through the application of the SI prefix "kilo-" (10³). This framework ensured that the km² could be used without conversion factors in scientific and technical calculations involving the . The International Bureau of Weights and Measures (BIPM), founded in 1875 under the , has played a central role in standardizing the notation, definitions, and global usage of SI units, including the km². The BIPM coordinates international efforts to maintain uniformity, publishing guidelines on unit symbols and coherent derivations. In 1983, the 17th CGPM redefined the as the distance travels in in 1/299,792,458 of a second, fixing the at exactly 299,792,458 m/s and thereby enhancing the precision of all length-based derived units like the km². Following , the , including the km², saw widespread international adoption as nations rebuilt scientific and industrial infrastructures aligned with SI standards. In the , SI units became mandatory for economic, , public safety, and administrative purposes under Directive 80/181/EEC, with full implementation for pre-packaged goods by 1995. In the United States, remains voluntary under the 1975 , though agencies like routinely employ SI units, including the km², in scientific missions and engineering for compatibility with global partners. The 2019 revision of the SI by the 26th CGPM aligned all base units with fixed numerical values of fundamental constants, but the metre's definition remained unchanged from 1983, ensuring continuity for derived units like the km² without introducing numerical adjustments. This update reinforced the km²'s status as a stable, coherent unit within the modernized SI framework.

Practical Applications

In Cartography and Surveying

In , the square kilometre functions as a key grid unit for defining scale and coverage on topographic maps, facilitating precise spatial referencing and area estimation. The Ordnance Survey's National Grid system overlays with 100 km × 100 km squares, subdivided into 1 km × 1 km units that enable accurate location identification and area calculations across map scales. For example, the 1:50,000-scale OS Landranger maps, which cover approximately 40 km × 40 km areas or 1,600 km² per sheet, utilize these grid squares to represent terrain features and compute regional extents. Similarly, while the U.S. Geological Survey's 7.5-minute quadrangle maps primarily report coverage in square miles (equivalent to 126–183 km² depending on latitude), metric conversions to square kilometres are applied in international contexts for comparative analysis. In land surveying, particularly cadastral applications, square kilometres provide a standardized metric for measuring and documenting large parcels, especially in regions adopting the . Cadastral surveys for extensive tracts, such as those exceeding hundreds of square kilometres, delineate boundaries and compute areas to support legal property definitions and resource allocation. (GPS) technology enhances this process by allowing surveyors to record data along perimeters and automatically calculate enclosed areas in square kilometres, achieving sub-metre accuracy for tracts spanning thousands of square kilometres in remote or undeveloped regions. Geographical data reporting relies on the square kilometre as the preferred unit for quantifying national and regional areas, aligning with international standards for consistency and comparability. Organizations like the ' (FAO) compile country areas in square kilometres, excluding inland water bodies, to inform global statistics on territory, , and —for instance, reporting Russia's land area as 16,376,870 km². This metric standardization ensures reliable aggregation in databases used for policy and research. Geographic information systems (GIS) software routinely employs the square kilometre for automated area computations of vector features like polygons, integrating it with map projections to mitigate distortions. The Universal Transverse Mercator (UTM) projection, divided into 60 zones of 6° longitude each, minimizes area distortions within limited extents, allowing accurate km² calculations for features up to several hundred square kilometres; however, over larger areas, scale factors can introduce errors up to 1–2% unless equal-area projections like Albers are substituted. For finer resolutions, such as urban boundaries, GIS tools convert km² results to square metres as needed.

In Land Management and Urban Planning

In land management and urban planning, the square kilometre serves as a fundamental unit for assessing and regulations, enabling planners to allocate resources efficiently and promote . Urban areas are often delineated using density thresholds measured in inhabitants per square kilometre; for instance, the European Commission's Degree of Urbanization classifies cities as contiguous areas with at least 50,000 inhabitants and a minimum density of 1,500 people per km², while urban clusters (towns and suburbs) consist of areas with densities of at least 300 people per km² and populations of 5,000 to 50,000. This metric guides decisions, such as determining residential, commercial, or mixed-use zones, to balance needs with capacity. Additionally, green space quotas are scaled to city-wide levels in square kilometres to ensure equitable access; suggests a minimum of 9 m² of accessible green space per person, which, for a of 1 million residents, translates to approximately 9 km² of total green area to meet basic health standards. Resource management in forestry and agriculture relies on square kilometre measurements to evaluate and optimize . In , annual timber yields are typically expressed per and scaled to km² (where 1 km² equals 100 s), with managed forests in temperate regions achieving average wood production rates of 4-10 cubic metres per hectare per year (as of ), equating to 400-1,000 m³ per km² to support sustainable harvesting without depletion. Agricultural yields follow a similar approach, with global averages for major crops like at around 3.5 tonnes per hectare, or 350 tonnes per km², allowing planners to forecast and allocate accordingly. In hydrology, water catchment basins are delineated and quantified in square kilometres to model runoff and manage ; for example, basins ranging from 100 to 10,000 km² are analyzed to predict volumes and inform sizing or planning. Policy frameworks incorporate square kilometre metrics to distribute subsidies and assess risks, fostering equitable land use. Under the European Union's Common Agricultural Policy (as of 2023), direct payments to farmers are primarily calculated on a per-hectare basis—equivalent to payments per 0.01 km²—with minimums of at least €200 per hectare annually, incentivizing maintaining agricultural areas and preventing conversion to non-productive uses. In disaster risk assessment, flood-prone areas are mapped and quantified in square kilometres to prioritize mitigation; a study in the Philippines identified approximately 228 km² of high-risk zones in Davao Oriental province, guiding investments in levees and evacuation planning. These applications underscore the square kilometre's role in scaling local data to regional policies. Sustainability metrics, such as in forests, are tracked per square kilometre to evaluate services and climate strategies. Temperate forests sequester an average of 2-5 tonnes of CO₂ per annually, scaling to 200-500 tonnes per km², while tropical forests average about 66 tonnes per km² as a net sink, supporting global efforts to offset emissions through . Planted forests can achieve higher rates, up to 4,070 tonnes per km² per year in optimal conditions, informing land management plans for carbon credits and preservation.

Illustrative Examples

Natural and Geographical Features

To illustrate the scale of 1 km² in natural landscapes, consider a small lake such as in , which covers approximately 1.45 km² and exemplifies a compact glacial that supports diverse aquatic ecosystems within a limited footprint. A hypothetical pond measuring exactly 1 km by 1 km would similarly occupy 1 km², providing for like amphibians and waterfowl while demonstrating how even modest water bodies can influence local and in temperate regions. In forested habitats, a 1 km² plot of boreal , such as those studied in , , typically harbors a rich array of species, including dozens of tree types like black spruce and , alongside understory shrubs, lichens, and that contribute to resilience. These patches highlight the dense yet varied of boreal forests, where such an area might support over 100 vascular plant species and serve as a critical corridor for migration across vast northern landscapes. Topographically, a 1 km² grid on a 1:25,000 scale map—where 1 cm on the map equals 250 m on the ground—often captures diverse terrain features, such as rolling hills, narrow valleys, or flat plateaus, allowing surveyors to assess elevation changes of 50–200 m within that square. For instance, in mountainous regions like the Alps or Rockies, this grid might encompass a mix of steep slopes and gentler meadows, illustrating how 1 km² can represent a microcosm of relief that affects soil erosion and vegetation patterns. Geologically, features like small volcanic craters or lava flows approximate this scale; Diamond Head in Hawaii, with a crater diameter of about 1.2 km, spans roughly 1.13 km² and formed from explosive eruptions around 300,000 years ago, now hosting unique arid ecosystems. Similarly, erosion basins or initial lava flows, such as those during the early stages of the on Iceland's Peninsula (with the initial 2024 phase covering about 0.7 km²), demonstrate how dynamic processes can reshape land over short periods, depositing basaltic material that alters local drainage and soil composition; subsequent activity in 2025 has expanded the total to over 15 km² as of November 2025.

Human-Constructed Areas

The medieval city walls of , , enclose a historic core area of approximately 1 km², serving as a prime example of human-constructed urban fortifications from the 13th and 14th centuries that defined compact medieval settlements. These walls, stretching 3.4 km in length, protected a densely packed district of timber-framed buildings, markets, and religious sites, illustrating how 1 km² could sustain a thriving community of several thousand residents during the . Similarly, ancient urban centers like the in , though smaller at about 0.0065 km² for the central square itself, were part of broader constructed districts that scaled to comparable sizes when including adjacent temples, basilicas, and public spaces, emphasizing the efficient use of limited land for civic and religious functions. In modern urban planning, sections of large parks such as in approximate 1 km², representing intentionally designed green spaces within densely built environments to provide recreational and ecological benefits. Central Park spans 3.41 km² overall, but a 1 km² portion—such as the area encompassing the Great Lawn and nearby meadows—demonstrates how landscape architects like created naturalistic oases that integrate paths, lakes, and woodlands to counter urban density. Contemporary eco-districts, like the core of Hammarby Sjöstad in , , cover roughly 1 km² of focused on energy-efficient housing, , and waste recycling, transforming former industrial land into a model for low-carbon living that houses thousands while minimizing environmental impact. Recreational facilities often align with the 1 km² scale, as seen in standard 18-hole courses, which typically occupy 0.6 to 0.8 km² of manicured turf, fairways, and greens designed for and skill-based play. These courses, averaging 150 acres, balance open playable areas with hazards like bunkers and water features, accommodating groups of players over several hours while supporting through varied terrain. Large stadium complexes and race tracks, such as the , encompass about 2.3 km² but include dedicated zones approximating 1 km² for the oval track, infield, and spectator facilities, enabling high-speed events that draw massive crowds in controlled, engineered environments. Industrial and infrastructural developments also utilize areas around 1 km², exemplified by small airfields where runway and taxiway zones, along with hangars and aprons, fit within this footprint to support general aviation operations. A typical small airfield might dedicate 0.5 to 1 km² to a single runway of 1,000–1,500 meters, safety zones, and support buildings, facilitating local flight training and cargo handling without the expanse of major airports. Likewise, warehouse districts in logistics hubs, such as portions of the Port of Rotterdam's inland facilities, approximate 1 km² for clustered storage units, loading docks, and access roads, optimizing space for efficient goods distribution in global supply chains.

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  49. https://www.yorkwalls.org.uk/
  50. https://www.britannica.com/place/Central-Park-New-York-City
  51. https://www.asgca.org/faq-how-much-land-do-i-need-to-build-a-golf-course/
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