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Assume a large geoid anomaly with a horizontal scale of several thousand kilometers has a mantle origin and its location does not change. Because of continental drift the passive margin of a continent passes through the anomaly. Is there a significant change in sea level associated with the passage of the margin through the geoid anomaly? Explain your answer.

Short Answer

Expert verified
No significant change in actual sea level occurs as a continent passes through a geoid anomaly, as geoid anomalies reflect gravitational changes without affecting physical sea level.

Step by step solution

01

Understand Geoid Anomalies

A geoid anomaly refers to variations in the Earth's gravitational field. A positive geoid anomaly is an area of higher-than-average gravitational field strength, often associated with denser mantle structures. Conversely, a negative anomaly suggests less dense structures.
02

Geoid Anomalies and Sea Level

The geoid surface represents mean sea level and reflects gravity anomalies. A geoid anomaly doesn't imply a large change in actual sea level but affects the geoid height, the reference against which sea level is measured.
03

Analyze the Effect on Sea Level

As the passive margin of a continent moves through a large geoid anomaly, sea level relative to the geoid height may fluctuate slightly. However, because the anomaly does not change position and reflects a subsurface structure, the actual physical sea level remains unchanged.
04

Consider Geophysical Dynamics

Geophysical processes, like mantle convection, which create geoid anomalies, occur deep within the Earth and are not directly affected by the passage of continental crust. Thus, any significant alterations in sea level would require changes in ice volume or oceanic thermal structure, not just continental drift across an anomaly.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Mantle Dynamics
Mantle dynamics involves the movement and flow of materials within the Earth's mantle, which is located between the crust and the core. This dynamic process is driven by convection currents, which are movements within a fluid caused by the heat from the Earth's core. These currents can lead to the creation of various geological features, such as mountains and volcanoes.
Convection currents in the mantle cause the plates on the Earth's surface to move. This movement is a driving force behind continental drift, earthquakes, and volcanic activity. Understanding mantle dynamics helps us comprehend how geoid anomalies form. These anomalies are often linked to the rising or sinking of tectonic plates due to the differing densities of mantle materials, resulting in variations in Earth's gravitational field.
Ultimately, studying mantle dynamics is crucial for understanding the forces that shape our planet's surface. Through this understanding, we can better predict geological events and their potential impacts.
Continental Drift
Continental drift is the hypothesis that continents have moved and are still moving slowly across the Earth's surface. It was first suggested by Alfred Wegener in the early 20th century. His theory proposed that continents were once part of a single large landmass, known as Pangaea, which eventually broke apart and drifted to their current locations.
Continental drift is integral to the theory of plate tectonics, which explains that the Earth's lithosphere is divided into tectonic plates that move over the semi-fluid asthenosphere below. The movement of these plates is driven by mantle convection currents. As they drift, continents can pass through geoid anomalies without affecting the actual sea level significantly. This is because geoid anomalies represent variations in gravitational strength, not changes in the physical location or volume of water. Thus, continental drift across these anomalies generally doesn't lead to considerable sea level variations.
Sea Level Variations
Sea level variations can occur due to several factors, both short-term and long-term. These variations are influenced by changes in the volume of water in oceans and the size and shape of ocean basins.
Factors that can cause sea level variations include:
  • Thermal expansion of water as it warms.
  • Melting and growth of ice sheets and glaciers.
  • Tectonic changes affecting the ocean basin size.
When considering the passage of a continent's passive margin through a geoid anomaly, the relative sea level might fluctuate slightly. However, the actual physical sea level, which depends on the volume and thermal expansion of the world's oceans, remains largely unaffected. Geoid anomalies reflect gravitational effects rather than real changes in water volume or distribution.
Geophysical Processes
Geophysical processes encompass a range of natural activities that occur within and upon the Earth, related to its physical conditions and processes. These include the movements of its tectonic plates, volcanic activity, and the flow of heat and materials within its mantle.
These processes influence geoid anomalies and are crucial in understanding Earth's structure and behavior. For instance, mantle convection can create variations in gravitational force, detected as geoid anomalies. These anomalies act as signatures of the complex interactions happening beneath Earth's crust. Moreover, although geophysical processes can lead to significant landscape changes over geological timescales, they typically do not cause immediate or large-scale changes in sea level unless coupled with substantial ice melt or thermal changes in ocean water.
Thus, while geophysical processes are powerful and fundamental to shaping our planet, their effects on sea level are indirect and often subtle, especially in the context of short-term phenomena like the passage of continental margins over geoid anomalies.

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Most popular questions from this chapter

A volcanic plug of diameter \(10 \mathrm{~km}\) has a gravity anomaly of \(0.3 \mathrm{~mm} \mathrm{~s}^{-2}\). Estimate the depth of the plug assuming that it can be modeled by a vertical cylinder whose top is at the surface. Assume that the plug has density of \(3000 \mathrm{~kg} \mathrm{~m}^{-3}\) and the rock it intrudes has a density of \(2800 \mathrm{~kg} \mathrm{~m}^{-3}\).

Determine the ratio of the centrifugal acceleration to the gravitational acceleration at the Earth's equator.

Assuming that the difference in moments of inertia \(C-A\) is associated with a near surface density \(\rho_{m}\) and the mass \(M\) is associated with a mean planetary density \(\bar{\rho}\), show that $$J_{2}=\frac{2}{5} \frac{\rho_{m}}{\bar{\rho}} f$$ Determine the value of \(\rho_{m}\) for the Earth by using the measured values of \(J_{2}, \bar{\rho},\) and \(f .\) Discuss the value obtained.

For a point on the surface of the Moon determine the ratio of the acceleration of gravity due to the mass of the Earth to the acceleration of gravity due to the mass of the Moon.

Consider the formation of a sedimentary basin on the seafloor. Suppose isostatic compensation is achieved by the displacement of mantle material of density \(\rho_{m}\). Show that sediment thickness \(s\) is related to water depth \(d\) by $$s=\frac{\left(\rho_{m}-\rho_{w}\right)}{\left(\rho_{m}-\rho_{s}\right)}(D-d)$$ where \(D\) is the initial depth of the sediment-free ocean. What is the maximum possible thickness of the sediment if \(\rho_{s}=2500 \mathrm{~kg} \mathrm{~m}^{-3}, \rho_{m}=\) \(3300 \mathrm{~kg} \mathrm{~m}^{-3},\) and \(D=5 \mathrm{~km} ?\)

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