Seismic Dispersion
Deric Cameron
Passionate Geophysicist | Explorationist | Seismic Interpreter | Seismic Processing QC | Seismic QI | Data Science | AI | CCUS | Wind | Hydrogen | Energy Transition | Life Long Learner | Mentor | Strategic Thinker
For more information on this topic I would recommend visiting: https://www.apexspectral.com/
1. Seismic Dispersion and Time Domain Stretch
Seismic dispersion refers to the variation in seismic wave velocities as they propagate through different geological layers, influenced by factors such as wave frequency and the physical properties of the subsurface materials. This phenomenon is particularly valuable in geophysics as it provides insights into the composition and characteristics of the subsurface, especially in identifying hydrocarbon-bearing zones. Hydrocarbon reservoirs, especially those containing gas, often show distinct dispersion patterns compared to water-saturated or solid rock layers, enabling geophysicists to more accurately distinguish between different geological formations. This makes seismic dispersion an important tool for enhancing the precision of subsurface mapping and resource detection.
Time domain stretch, on the other hand, is a technique used to correct distortions in seismic data caused by variations in seismic wave velocities across subsurface layers. As seismic waves travel through these layers, their arrival times may stretch or compress due to changes in velocity, leading to errors in estimating the depth and thickness of geological features. By applying time domain stretch, these discrepancies are adjusted, resulting in clearer and more accurate seismic images. This technique not only corrects timing errors but also improves the resolution of seismic reflections, making it easier to identify closely spaced events and features. When used alongside seismic dispersion analysis, time domain stretch greatly enhances the ability to detect and characterize hydrocarbons, thereby improving the overall effectiveness of exploration and resource management efforts.
2. Wavelet Thickness and Tuning Effect
The wavelet thickness refers to the relationship between the seismic wavelet's wavelength and the thickness of the subsurface layers. When the thickness of a layer is similar to the wavelength of the seismic wave, it causes constructive or destructive interference, known as tuning. This effect is often most noticeable at the boundary between different geological layers.
3. Hydrocarbon Identification
When hydrocarbons are present, they change the elastic properties of the rock, particularly:
4. Practical Approach to Using Dispersion and Wavelet Thickness
5. Challenges and Interpretation
Identifying hydrocarbons based on seismic dispersion and wavelet thickness requires careful interpretation, as similar effects may occur due to lithological changes or fluid content variations. Advanced analysis methods, like Full Waveform Inversion (FWI) or Quantitative Seismic Interpretation (QSI), are often used to improve reliability.
Identifying hydrocarbons based on seismic dispersion and wavelet thickness requires careful interpretation, as similar effects may occur due to lithological changes or fluid content variations. Advanced analysis methods, like Full Waveform Inversion (FWI) or Quantitative Seismic Interpretation (QSI), are often used to improve reliability.
Additionally:
In seismic dispersion, if a wavelet thickens and then thins as it interacts with a reflector, it can indicate several underlying factors about the subsurface conditions. This behavior might suggest changes in the physical properties of the layers, such as variations in rock type, porosity, or fluid content, which can alter the seismic wave’s travel characteristics. For example, a thickening wavelet might encounter a layer with higher acoustic impedance due to increased density or rigidity, while thinning could indicate a transition to a layer with lower impedance. Additionally, changes in the wavelet’s thickness could reflect variations in the geometry of the subsurface layers, such as folds, faults, or other structural deformations. Complex reflector structures, such as variations in dip or angle, can also affect how the wavelet interacts with the reflector. Moreover, the propagation characteristics of the seismic wave, including velocity changes in the subsurface layers, can influence the wavelet’s thickness. Overall, these changes in the wavelet’s behavior provide valuable insights into the subsurface’s geological conditions and can aid in more accurate seismic data interpretation. Several geological scenarios can cause this phenomenon:
1. Layer Thickness Variation
The thickening and thinning of the wavelet's response could correspond to variations in the thickness of the geological layer (or reflector) itself.
2. Tuning Effects and Interference
Changes in wavelet thickness can be a result of tuning effects, where seismic wavelets constructively or destructively interfere depending on the thickness of the layer relative to the dominant seismic wavelength:
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3. Changes in Lithology or Fluid Content
The thickening and thinning of the seismic wavelet could also reflect variations in the lithology (rock type) or fluid content within the reservoir:
4. Hydrocarbon Saturation Changes
If the seismic wavelet thickens and then thins over a reflector, it could indicate variations in hydrocarbon saturation. For example:
5. Structural Variations
Wavelet thickening and thinning could also result from structural variations such as faulting, folding, or pinching out of the layer. In these cases:
6. Anomalies Due to Fluid Substitution
As seismic waves pass through an area where fluid types change (e.g., from gas to oil or oil to water), the elastic properties of the rock change, leading to variations in the thickness of the wavelet. In such cases:
AVO vs Seismic Dispersion:
Seismic dispersion and Amplitude Versus Offset (AVO) are two distinct seismic analysis methods that offer different insights into subsurface conditions. Seismic dispersion examines how seismic wave velocity varies with frequency, revealing how different frequency components of a wave travel through subsurface materials at different speeds. This analysis helps understand the frequency-dependent behavior of seismic waves and can indicate changes in subsurface properties such as material stiffness, density, and porosity. It is particularly useful for analyzing complex geological features and variations in wave propagation.
In contrast, AVO focuses on how the amplitude of seismic reflections changes with the distance between the source and receiver, known as the offset. This technique reveals how reflection amplitudes vary with angle and provides valuable information about the acoustic properties of the subsurface, such as changes in impedance and fluid content. AVO is commonly used in hydrocarbon exploration and reservoir characterization to identify fluid contacts, estimate reservoir properties, and distinguish between different subsurface fluids and rock types.
Overall, seismic dispersion offers insights into frequency-dependent wave behavior and subsurface heterogeneity, while AVO provides information on reflection amplitude changes with offset, helping to characterize fluid content and rock properties. Both methods complement each other and contribute to a more comprehensive understanding of subsurface conditions.
Summary
In seismic dispersion, if a wavelet thickens and then thins over a reflector, it may indicate:
Careful seismic interpretation and potentially integrating with other data (such as well logs or velocity analysis) are needed to pinpoint the exact cause of this phenomenon.
Seismic dispersion techniques are instrumental in detecting hydrocarbons by analyzing how seismic waves behave with varying frequencies as they travel through subsurface materials. By examining the frequency-dependent dispersion of these waves, geophysicists can potentially identify the presence of hydrocarbon deposits, which alter the seismic wave velocities and dispersion characteristics differently compared to water-saturated or solid rock layers. Additionally, the thickness of the wavelet—the fundamental unit of seismic signals—plays a role in determining the resolution and strength of the reflected signals. Thicker wavelets generally provide stronger reflections but with lower resolution, while thinner wavelets offer higher resolution but weaker signals. By combining seismic dispersion techniques with an understanding of wavelet thickness, geophysicists can more effectively distinguish hydrocarbon-bearing zones from other subsurface formations, such as water-saturated or solid rock layers, thereby enhancing the accuracy of hydrocarbon exploration and production efforts.
Talk to dispersion experts for more information - I have used Apex in the past - there could be others I do not know of.
Disclaimer
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Experienced Geophysicist with extensive Operations Experience - Geophysical Acquisition/Interpretation
5 个月Nice topic. I recall the S-wave sonic velocities are much more affected than the P-wave sonic measurements. This remains an important research topic to correct the Sonic S-wave velocities for dispersion effects.
VP Global Business Development at Land Seismic Specialists
5 个月Deric. Good write-up. "Hydrocarbon exploration method based on spectral analyses of reflected seismic waves with an introduction to class A, B and C P-wave dispersion” is scheduled to be published in the SEG Library in December and the AAPG Datapages in January.? A preview of this abstract can be obtained from [email protected]
Geoscientist
6 个月Thanks for sharing