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Uwharrie Mountains

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The Uwharrie Mountains ( / j uː ˈ hw ɑː r i / ) are a mountain range in North Carolina spanning the counties of Randolph , Montgomery , Stanly , and Davidson . The range's foothills stretch into Cabarrus , Anson , Union , and Richmond counties.

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36-568: The Uwharries were once a coastal mountain range; isostasy has slowly raised the eastern seabed until today they lie in the Piedmont of North Carolina over 150 miles (240 km) from the coast. Formed approximately 500 million years ago by accretion along the Gondwanan tectonic plate, they are thought to have once peaked at some 20,000 feet (6,100 m), before eroding to a maximum of just over 1,100 feet (340 m). The range's high point

72-422: A Bouguer plate is perpendicular to the plate and towards it, with magnitude 2πG times the mass per unit area, where G {\displaystyle G} is the gravitational constant . It is independent of the distance to the plate (as can be proven most simply with Gauss's law for gravity , but can also be proven directly with Newton's law of gravity ). The value of G {\displaystyle G}

108-424: A certain proportion of its mass below the surface of the water. If snow falls to the top of the iceberg, the iceberg will sink lower in the water. If a layer of ice melts off the top of the iceberg, the remaining iceberg will rise. Similarly, Earth's lithosphere "floats" in the asthenosphere. When continents collide, the continental crust may thicken at their edges in the collision. It is also very common for one of

144-425: A change in crust loading) provide information on the viscosity of the upper mantle. The basis of the model is Pascal's law , and particularly its consequence that, within a fluid in static equilibrium, the hydrostatic pressure is the same on every point at the same elevation (surface of hydrostatic compensation): h 1 ⋅ρ 1 = h 2 ⋅ρ 2 = h 3 ⋅ρ 3 = ... h n ⋅ρ n For the simplified picture shown,

180-535: A characteristic wave number As the rigid layer becomes weaker, κ {\displaystyle \kappa } approaches infinity, and the behavior approaches the pure hydrostatic balance of the Airy-Heiskanen hypothesis. The depth of compensation (also known as the compensation level , compensation depth , or level of compensation ) is the depth below which the pressure is identical across any horizontal surface. In stable regions, it lies in

216-682: A haven for a diversity of wildlife, recreational facilities, and numerous Native American archeological sites. In 1799, the discovery of gold at the nearby Reed Gold Mine in Cabarrus County led to America's first gold rush . The North Carolina Zoo , America's first state-supported zoo, is located in the Uwharries region. The Caraway Mountains , a segment of the Uwharries, are located in western Randolph County, west of Asheboro . Isostasy Isostasy (Greek ísos 'equal', stásis 'standstill') or isostatic equilibrium

252-533: A local hydrostatic balance. A third hypothesis, lithospheric flexure , takes into account the rigidity of the Earth's outer shell, the lithosphere . Lithospheric flexure was first invoked in the late 19th century to explain the shorelines uplifted in Scandinavia following the melting of continental glaciers at the end of the last glaciation . It was likewise used by American geologist G. K. Gilbert to explain

288-490: A region, the land may rise to compensate. Therefore, as a mountain range is eroded, the (reduced) range rebounds upwards (to a certain extent) to be eroded further. Some of the rock strata now visible at the ground surface may have spent much of their history at great depths below the surface buried under other strata, to be eventually exposed as those other strata eroded away and the lower layers rebounded upwards. An analogy may be made with an iceberg , which always floats with

324-424: Is δ g B = 2 π ρ G H {\displaystyle \delta g_{B}=2\pi \rho GH} where ρ {\displaystyle \rho } is the density of the material and G {\displaystyle G} is the constant of gravitation. On Earth the effect on gravity of elevation is 0.3086 mGal m decrease when going up, minus

360-449: Is 6.67 × 10  N m kg , so g {\displaystyle g} is 4.191 × 10  N m kg times the mass per unit area. Using 1  Gal  =  0.01 m s ( 1 cm s ) we get 4.191 × 10  mGal m kg times the mass per unit area. For mean rock density ( 2.67 g cm ) this gives 0.1119 mGal m The Bouguer reduction for a Bouguer plate of thickness H {\displaystyle H}

396-639: Is High Rock Mountain (1,188 feet (362 m) as measured by the NC Geodetic Survey), in southwestern Davidson County. The Uwharrie lie within the Southeastern mixed forests ecoregion . They give their name to the Uwharrie National Forest . Once entirely cleared for timber and farmland, the mountains were designated a U.S. National Forest in 1961 by President John F. Kennedy . The woodlands have since returned, providing

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432-528: Is defined as the Bouger anomaly minus the gravity anomaly due to the subsurface compensation, and is a measure of the local departure from isostatic equilibrium. At the center of a level plateau, it is approximately equal to the free air anomaly . Models such as deep dynamic isostasy (DDI) include such viscous forces and are applicable to a dynamic mantle and lithosphere. Measurements of the rate of isostatic rebound (the return to isostatic equilibrium following

468-401: Is related to the observed gravity g o b s {\displaystyle g_{obs}} as follows: g F = g o b s − g λ + δ g F {\displaystyle g_{F}=g_{obs}-g_{\lambda }+\delta g_{F}} where: A Bouguer reduction is called simple (or incomplete ) if

504-446: Is still continuing. In addition to the vertical movement of the land and sea, isostatic adjustment of the Earth also involves horizontal movements. It can cause changes in Earth's gravitational field and rotation rate , polar wander , and earthquakes . The hypothesis of isostasy is often used to determine the position of the lithosphere - asthenosphere boundary (LAB). Bouguer anomaly In geodesy and geophysics ,

540-445: Is the acceleration due to gravity, and P ( x ) {\displaystyle P(x)} is the load on the ocean crust. The parameter D is the flexural rigidity , defined as where E is Young's modulus , σ {\displaystyle \sigma } is Poisson's ratio , and T c {\displaystyle T_{c}} is the thickness of the lithosphere. Solutions to this equation have

576-515: Is the state of gravitational equilibrium between Earth 's crust (or lithosphere ) and mantle such that the crust "floats" at an elevation that depends on its thickness and density. This concept is invoked to explain how different topographic heights can exist at Earth's surface. Although originally defined in terms of continental crust and mantle, it has subsequently been interpreted in terms of lithosphere and asthenosphere , particularly with respect to oceanic island volcanoes , such as

612-476: The Baltic Sea and Hudson Bay . As the ice retreats, the load on the lithosphere and asthenosphere is reduced and they rebound back towards their equilibrium levels. In this way, it is possible to find former sea cliffs and associated wave-cut platforms hundreds of metres above present-day sea level . The rebound movements are so slow that the uplift caused by the ending of the last glacial period

648-681: The Bouguer anomaly (named after Pierre Bouguer ) is a gravity anomaly , corrected for the height at which it is measured and the attraction of terrain. The height correction alone gives a free-air gravity anomaly . The Bouguer anomaly g B {\displaystyle g_{B}} defined as: g B = g F − δ g B + δ g T {\displaystyle g_{B}=g_{F}-\delta g_{B}+\delta g_{T}} Here, The free-air anomaly g F {\displaystyle g_{F}} , in its turn,

684-534: The Hawaiian Islands . Although Earth is a dynamic system that responds to loads in many different ways, isostasy describes the important limiting case in which crust and mantle are in static equilibrium . Certain areas (such as the Himalayas and other convergent margins) are not in isostatic equilibrium and are not well described by isostatic models. The general term isostasy was coined in 1882 by

720-520: The American geologist Clarence Dutton . In the 17th and 18th centuries, French geodesists (for example, Jean Picard ) attempted to determine the shape of the Earth (the geoid ) by measuring the length of a degree of latitude at different latitudes ( arc measurement ). A party working in Ecuador was aware that its plumb lines , used to determine the vertical direction, would be deflected by

756-560: The Pratt hypothesis as overlying regions of unusually low density in the upper mantle. This reflects thermal expansion from the higher temperatures present under the ridges. In the Basin and Range Province of western North America, the isostatic anomaly is small except near the Pacific coast, indicating that the region is generally near isostatic equilibrium. However, the depth to the base of

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792-403: The balancing of lithospheric columns gives: where ρ m {\displaystyle \rho _{m}} is the density of the mantle (ca. 3,300 kg m ), ρ c {\displaystyle \rho _{c}} is the density of the crust (ca. 2,750 kg m ) and ρ w {\displaystyle \rho _{w}} is the density of

828-418: The crust does not strongly correlate with the height of the terrain. This provides evidence (via the Pratt hypothesis) that the upper mantle in this region is inhomogeneous, with significant lateral variations in density. The formation of ice sheets can cause Earth's surface to sink. Conversely, isostatic post-glacial rebound is observed in areas once covered by ice sheets that have now melted, such as around

864-448: The deep crust, but in active regions, it may lie below the base of the lithosphere. In the Pratt model, it is the depth below which all rock has the same density; above this depth, density is lower where topographic elevation is greater. When large amounts of sediment are deposited on a particular region, the immense weight of the new sediment may cause the crust below to sink. Similarly, when large amounts of material are eroded away from

900-406: The deformation of the rigid crust. These elastic forces can transmit buoyant forces across a large region of deformation to a more concentrated load. Perfect isostatic equilibrium is possible only if mantle material is in rest. However, thermal convection is present in the mantle. This introduces viscous forces that are not accounted for the static theory of isostacy. The isostatic anomaly or IA

936-411: The depth of the mountain belt roots (b 1 ) is calculated as follows: where ρ m {\displaystyle \rho _{m}} is the density of the mantle (ca. 3,300 kg m ) and ρ c {\displaystyle \rho _{c}} is the density of the crust (ca. 2,750 kg m ). Thus, generally: In the case of negative topography (a marine basin),

972-403: The flexural rigidity of the lithosphere approaches zero. For example, the vertical displacement z of a region of ocean crust would be described by the differential equation where ρ m {\displaystyle \rho _{m}} and ρ w {\displaystyle \rho _{w}} are the densities of the aesthenosphere and ocean water, g

1008-500: The gravitational attraction of the nearby Andes Mountains . However, the deflection was less than expected, which was attributed to the mountains having low-density roots that compensated for the mass of the mountains. In other words, the low-density mountain roots provided the buoyancy to support the weight of the mountains above the surrounding terrain. Similar observations in the 19th century by British surveyors in India showed that this

1044-478: The plates to be underthrust beneath the other plate. The result is that the crust in the collision zone becomes as much as 80 kilometers (50 mi) thick, versus 40 kilometers (25 mi) for average continental crust. As noted above , the Airy hypothesis predicts that the resulting mountain roots will be about five times deeper than the height of the mountains, or 32 km versus 8 km. In other words, most of

1080-483: The terrain is approximated by an infinite flat plate called the Bouguer plate . A refined (or complete ) Bouguer reduction removes the effects of terrain more precisely. The difference between the two is called the (residual) terrain effect (or (residual) terrain correction ) and is due to the differential gravitational effect of the unevenness of the terrain; it is always negative. The gravitational acceleration g {\displaystyle g} outside

1116-434: The thickened crust moves downwards rather than up, just as most of an iceberg is below the surface of the water. However, convergent plate margins are tectonically highly active, and their surface features are partially supported by dynamic horizontal stresses, so that they are not in complete isostatic equilibrium. These regions show the highest isostatic anomalies on the Earth's surface. Mid-ocean ridges are explained by

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1152-408: The thickness of the crust. This hypothesis was suggested to explain how large topographic loads such as seamounts (e.g. Hawaiian Islands ) could be compensated by regional rather than local displacement of the lithosphere. This is the more general solution for lithospheric flexure , as it approaches the locally compensated models above as the load becomes much larger than a flexural wavelength or

1188-560: The uplifted shorelines of Lake Bonneville . The concept was further developed in the 1950s by the Dutch geodesist Vening Meinesz . Three principal models of isostasy are used: Airy and Pratt isostasy are statements of buoyancy, but flexural isostasy is a statement of buoyancy when deflecting a sheet of finite elastic strength. In other words, the Airy and Pratt models are purely hydrostatic, taking no account of material strength, while flexural isostacy takes into account elastic forces from

1224-401: The water (ca. 1,000 kg m ). Thus, generally: For the simplified model shown the new density is given by: ρ 1 = ρ c c h 1 + c {\displaystyle \rho _{1}=\rho _{c}{\frac {c}{h_{1}+c}}} , where h 1 {\displaystyle h_{1}} is the height of the mountain and c

1260-531: The word 'isostasy' in 1889 to describe this general phenomenon. However, two hypotheses to explain the phenomenon had by then already been proposed, in 1855, one by George Airy and the other by John Henry Pratt . The Airy hypothesis was later refined by the Finnish geodesist Veikko Aleksanteri Heiskanen and the Pratt hypothesis by the American geodesist John Fillmore Hayford . Both the Airy-Heiskanen and Pratt-Hayford hypotheses assume that isostacy reflects

1296-449: Was a widespread phenomenon in mountainous areas. It was later found that the difference between the measured local gravitational field and what was expected for the altitude and local terrain (the Bouguer anomaly ) is positive over ocean basins and negative over high continental areas. This shows that the low elevation of ocean basins and high elevation of continents is also compensated at depth. The American geologist Clarence Dutton use

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