Final Flashcards

1
Q

Refraction seismology principles

A

Critical angle
wavefront
Huygens’ wavelet
head waves

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2
Q

Critical angle

A

If angle > ic then wave is reflected

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3
Q

Huygens’ wavelets

A

Idea that every point on a wave front is a source of wavelets

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4
Q

Head Waves

A

Wave the enters a high-velocity medium whose incident and reflected wave is at the critical angle

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5
Q

Time-Distance diagrams (Also draw)

A

Reflected waves
Refracted waves
Direct waves

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6
Q

First arrivals

A

Critical refraction usually first arrival

To study waves we mark the fist arrivals

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7
Q

Multiple Layers (refraction)

A
  • There is critical rays for each interface
  • critical angle depends upon the velocities above and below it
  • Ray paths depend on the thickness and velocities of the layers above
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8
Q

Dipping interfaces (Draw this)

A

Tilting interface does not change value of critical angle, but rotates the ray diagram by the angle of the dip

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9
Q

True vs. apparent dip (Draw this)

A

Draw this

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10
Q

Hidden layer (draw this)

A

draw

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11
Q

Reflection seismology principles

A

sections, limitations, NMO

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12
Q

Seismic Sections

A
  • not a true vertical section,
  • times cannot be easily converted to depths
  • reflectors may not come from directly below the source
  • There may be multiple reflections in addition to the primary reflection
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13
Q

Velocity determination with NMO (Draw)

A

NMO = Normal move out
-the effect that the distance between a seismic source and a receiver (the offset) has on the arrival time of a reflection

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14
Q

Multiple Layers (reflection)

A

Deeper layers need to consider the refractions from the layers above.
Use root mean square velocity

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15
Q

Dix Formula

A

Calculates the interval velocity of a specific layer

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16
Q

Stacking

A

in reflection seismology the shot is not repeated but a line of receivers is used

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17
Q

Dipping Reflectors

A

If a reflector is dipping, the apparent dip and position on a seismic section are changed

The reflector appears shallower and with a less steep dip than what really is.

18
Q

Diffractions

A

If reflectors not roughly horizontal, diffraction occurs

Diffraction hyperbolas are generated

19
Q

Migration (Draw)

A

Correction for displacement distortion

Bow tie structures

20
Q

CDP Stacking (Draw)

A

Common Depth Point

Reflections from CDP are received by successive receivers

21
Q

Reflector

A

Rays reflect when they meet an interference with an abrupt change in seismic velocity
The bigger the contrast between the two sides the stronger the reflection

22
Q

Resolution

A

Two pulses are hard to distinguish then they are less than half a wavelength apart
Resolution can be improved by using a shorter pulse

23
Q

Synthetic reflection seismograms

A

Accounts for all of a trace, not just first arrivals

24
Q

Earth’s Gravity

25
Micro-gravity
Location of sub surface cavities, like tombs
26
Small Scale gravity
Mapping bedrock topography, and mineral exploration
27
Medium scale gravity
Location of salt domes for oil exploration
28
Large scale gravity
Estimation of crust thickness
29
g variation with latitude
Gravity is greater at the poles @ equator Earth is 21km larger Centrifugal acceleration reduces g, effect largest at equator, has 0 effect on poles
30
Sphere anomalies
+ if more dense than surroundings, - if less dense | "Hump shaped"
31
Sheet anomalies
Shallower = more sharp | More dip = graph offset
32
Data correction: Latitude
due to Earth's rotation
33
Data correction: Eötvös
When measurement taken while moving
34
Data correction: Topographic
to avoid supposition of mass being buried under a level plain
35
Topographic Data correction: Free-Air
When measured from the air | g decreases
36
Topographic Data correction: Bouguer
When balloon stays at same altitude, but Earth rises, like when going from a field to a plateau.
37
Topographic Data correction: Terrain
When there is a hill on this plateau or there is as valley
38
Bouguer Anomaly
All corrections added
39
Residual vs. regional anomaly
Residual = the anomaly of the rocks in the absence of the dyke has to be estimated This is substracted from the total anomaly to give the residual anomaly Regional = The anomaly subtracted (due to granite and others) is the regional anomaly)
40
Inversion problem with gravity
1. bodies with different shapes can produce exactly same anomalies 2. alternative models can match the observed anomaly equally well 3*. anomalies depend only on density differences or contrasts