Structural Geology Laboratory
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Marine Charts and Navigation
OceanographyLaboratory Name Lab Exercise#2 MARINECHARTS AND NAVIGATION DEFINITIONS: Bearing:The directionto a target from your vessel, expressedin degrees, 0OO" clockwise through 360". Bearingcan be expressedas a true bearing (in degreesfrom true, or geographicnorth), a magneticbearing (in degreesfrom magnetic north),or a relativebearing (in degreesfrom ship's head). Gourse:The directiona ship must travel to arrive at a desireddestination. Cursor:A cross hairmark on the radarscreen operated by the trackball.The cursor is used to measurea target'srange and bearing,set the guard zone,and plot the movementof other ships. ElectronicBearing Line (EBLI: A line on the radar screenthat indicates the bearing to a target. Fix: The charted positionof a vesselor radartarget. Heading:The directionin which a ship's bow pointsor headsat any instant, expressedin degrees,O0Oo clockwise through 360o,from true or magnetic north. The headingof a ship is alsocalled "ship's head". Knot: The unit of speedused at sea. lt is equivalentto one nauticalmile perhour. Latitude:The angulardistance north or south of the equatormeasured from O" at the Equatorto 9Ooat the poles.For most navigationalpurposes, one degree of latitudeis assumedto be equalto 60 nauticalmiles. Thus, one minute of latitude is equalto one nauticalmile. Longitude:The'angular distance on the earth measuredfrom the Prime Meridian (O') at Greenwich,England east or west through 180'. Every 15 degreesof longitudeeast or west of the PrimeMeridian is equalto one hour's difference from GreenwichMean Time (GMT)or Universal (UT). Time NauticalMile: The basic unit of distanceat sea, equivalentto 6076 feet, 1.85 kilometers,or 1.15 statutemiles. Pip:The imageof a targetecho displayedon the radarscreen; also calleda "blip". -
Angles, Azimuths and Bearings
Surveying & Measurement Angles, Azimuths and Bearings Introduction • Finding the locations of points and orientations of lines depends on measurements of angles and directions. • In surveying, directions are given by azimuths and bearings. • Angels measured in surveying are classified as . Horizontal angels . Vertical angles Introduction • Total station instruments are used to measure angels in the field. • Three basic requirements determining an angle: . Reference or starting line, . Direction of turning, and . Angular distance (value of the angel) Units of Angel Measurement In the United States and many other countries: . The sexagesimal system: degrees, minutes, and seconds with the last unit further divided decimally. (The circumference of circles is divided into 360 parts of degrees; each degree is further divided into minutes and seconds) • In Europe . Centesimal system: The circumference of circles is divided into 400 parts called gon (previously called grads) Units of Angel Measurement • Digital computers . Radians in computations: There are 2π radians in a circle (1 radian = 57.30°) • Mil - The circumference of a circle is divided into 6400 parts (used in military science) Kinds of Horizontal Angles • The most commonly measured horizontal angles in surveying: . Interior angles, . Angles to the right, and . Deflection angles • Because they differ considerably, the kind used must be clearly identified in field notes. Interior Angles • It is measured on the inside of a closed polygon (traverse) or open as for a highway. • Polygon: closed traverse used for boundary survey. • A check can be made because the sum of all angles in any polygon must equal • (n-2)180° where n is the number of angles. -
Collision Orogeny
Downloaded from http://sp.lyellcollection.org/ by guest on October 6, 2021 PROCESSES OF COLLISION OROGENY Downloaded from http://sp.lyellcollection.org/ by guest on October 6, 2021 Downloaded from http://sp.lyellcollection.org/ by guest on October 6, 2021 Shortening of continental lithosphere: the neotectonics of Eastern Anatolia a young collision zone J.F. Dewey, M.R. Hempton, W.S.F. Kidd, F. Saroglu & A.M.C. ~eng6r SUMMARY: We use the tectonics of Eastern Anatolia to exemplify many of the different aspects of collision tectonics, namely the formation of plateaux, thrust belts, foreland flexures, widespread foreland/hinterland deformation zones and orogenic collapse/distension zones. Eastern Anatolia is a 2 km high plateau bounded to the S by the southward-verging Bitlis Thrust Zone and to the N by the Pontide/Minor Caucasus Zone. It has developed as the surface expression of a zone of progressively thickening crust beginning about 12 Ma in the medial Miocene and has resulted from the squeezing and shortening of Eastern Anatolia between the Arabian and European Plates following the Serravallian demise of the last oceanic or quasi- oceanic tract between Arabia and Eurasia. Thickening of the crust to about 52 km has been accompanied by major strike-slip faulting on the rightqateral N Anatolian Transform Fault (NATF) and the left-lateral E Anatolian Transform Fault (EATF) which approximately bound an Anatolian Wedge that is being driven westwards to override the oceanic lithosphere of the Mediterranean along subduction zones from Cephalonia to Crete, and Rhodes to Cyprus. This neotectonic regime began about 12 Ma in Late Serravallian times with uplift from wide- spread littoral/neritic marine conditions to open seasonal wooded savanna with coiluvial, fluvial and limnic environments, and the deposition of the thick Tortonian Kythrean Flysch in the Eastern Mediterranean. -
Faulted Joints: Kinematics, Displacement±Length Scaling Relations and Criteria for Their Identi®Cation
Journal of Structural Geology 23 (2001) 315±327 www.elsevier.nl/locate/jstrugeo Faulted joints: kinematics, displacement±length scaling relations and criteria for their identi®cation Scott J. Wilkinsa,*, Michael R. Grossa, Michael Wackera, Yehuda Eyalb, Terry Engelderc aDepartment of Geology, Florida International University, Miami, FL 33199, USA bDepartment of Geology, Ben Gurion University, Beer Sheva 84105, Israel cDepartment of Geosciences, The Pennsylvania State University, University Park, PA 16802, USA Received 6 December 1999; accepted 6 June 2000 Abstract Structural geometries and kinematics based on two sets of joints, pinnate joints and fault striations, reveal that some mesoscale faults at Split Mountain, Utah, originated as joints. Unlike many other types of faults, displacements (D) across faulted joints do not scale with lengths (L) and therefore do not adhere to published fault scaling laws. Rather, fault size corresponds initially to original joint length, which in turn is controlled by bed thickness for bed-con®ned joints. Although faulted joints will grow in length with increasing slip, the total change in length is negligible compared to the original length, leading to an independence of D from L during early stages of joint reactivation. Therefore, attempts to predict fault length, gouge thickness, or hydrologic properties based solely upon D±L scaling laws could yield misleading results for faulted joints. Pinnate joints, distinguishable from wing cracks, developed within the dilational quadrants along faulted joints and help to constrain the kinematics of joint reactivation. q 2001 Elsevier Science Ltd. All rights reserved. 1. Introduction impact of these ªfaulted jointsº on displacement±length scaling relations and fault-slip kinematics. -
Using THEMIS Images of Mars Graben in a Structural Geology Course
Using THEMIS Images of Mars Graben in a Structural Geology Course Barbara Tewksbury Hamilton College [email protected] What do students do in Why go to Mars for examples of this activity? normal fault systems? What prior knowledge do students need? • Before class, students complete a homework assignment that • On Earth, even young, active normal faults are modified rapidly by familiarizes them with accessing and downloading Mars erosion and deposition, obscuring the surface expression of features. THEMIS images and in which they download images of normal • This activity is written assuming that students know the general faults in the Ceraunius Fossae of northern Tharsis. terminology for normal fault systems (graben, horst, relay ramp, • On Mars, by contrast, one can find relatively pristine normal fault • In class, I start with a short discussion about how THEMIS images hangingwall block, heave, throw, dip, etc.). The exercise also is features in which very little modification has occurred. are obtained, why the images are in strips, what resolution written assuming that students can figure out how to use trig to means, and so on. solve for fault heave and throw. • Mars normal faults offer an ideal opportunity for students to study the • Students then examine their Mars images and identify normal features of real normal fault systems in map view, rather than simply in fault features. • The activity would be very easy to modify, however, so that it stylized map-view diagrams in textbooks, and to gain experience in • Students determine the range of graben widths and then calculate could be done by students who have very little background in recognizing features in a pristine setting that students can transfer to throw for one fault using shadow width to calculate graben structural geology or who would struggle trying to figure out the studying normal fault systems on Earth. -
Structural Geology of Parautochthonous and Allochthonous Terranes of the Penokean Orogeny in Upper Michigan Comparisons with Northern Appalachian Tectonics
Structural Geology of Parautochthonous and Allochthonous Terranes of the Penokean Orogeny in Upper Michigan Comparisons with Northern Appalachian Tectonics U.S. GEOLOGICAL SURVEY BULLETIN 1904-Q AVAILABILITY OF BOOKS AND MAPS OF THE U.S. GEOLOGICAL SURVEY Instructions on ordering publications of the U.S. Geological Survey, along with the last offerings, are given in the current-year issues of the monthly catalog "New Publications of the U.S. Geological Survey." Prices of available U.S. Geological Survey publications released prior to the current year are listed in the most recent annual "Price and Availability List." Publications that are listed in various U.S. Geological Survey catalogs (see back inside cover) but not listed in the most recent annual "Price and Availability List" are no longer available. Prices of reports released to the open files are given in the listing "U.S. Geological Survey Open-File Reports," updated monthly, which is for sale in microfiche from the U.S. Geological Survey, Book and Open-File Report Sales, Box 25286, Building 810, Denver Federal Center, Denver, CO 80225 Order U.S. Geological Survey publications by mail or over the counter from the offices given below. BY MAIL OVER THE COUNTER Books Books Professional Papers, Bulletins, Water-Supply Papers, Tech Books of the U.S. Geological Survey are available over the niques of Water-Resources Investigations, Circulars, publications counter at the following U.S. Geological Survey offices, all of of general interest (such as leaflets, pamphlets, booklets), single which are authorized agents of the Superintendent of Documents. copies of periodicals (Earthquakes & Volcanoes, Preliminary De termination of Epicenters), and some miscellaneous reports, includ ANCHORAGE, Alaska-Rm. -
Evidence for Controlled Deformation During Laramide Orogeny
Geologic structure of the northern margin of the Chihuahua trough 43 BOLETÍN DE LA SOCIEDAD GEOLÓGICA MEXICANA D GEOL DA Ó VOLUMEN 60, NÚM. 1, 2008, P. 43-69 E G I I C C O A S 1904 M 2004 . C EX . ICANA A C i e n A ñ o s Geologic structure of the northern margin of the Chihuahua trough: Evidence for controlled deformation during Laramide Orogeny Dana Carciumaru1,*, Roberto Ortega2 1 Orbis Consultores en Geología y Geofísica, Mexico, D.F, Mexico. 2 Centro de Investigación Científi ca y de Educación Superior de Ensenada (CICESE) Unidad La Paz, Mirafl ores 334, Fracc.Bella Vista, La Paz, BCS, 23050, Mexico. *[email protected] Abstract In this article we studied the northern part of the Laramide foreland of the Chihuahua Trough. The purpose of this work is twofold; fi rst we studied whether the deformation involves or not the basement along crustal faults (thin- or thick- skinned deformation), and second, we studied the nature of the principal shortening directions in the Chihuahua Trough. In this region, style of deformation changes from motion on moderate to low angle thrust and reverse faults within the interior of the basin to basement involved reverse faulting on the adjacent platform. Shortening directions estimated from the geometry of folds and faults and inversion of fault slip data indicate that both basement involved structures and faults within the basin record a similar Laramide deformation style. Map scale relationships indicate that motion on high angle basement involved thrusts post dates low angle thrusting. This is consistent with the two sets of faults forming during a single progressive deformation with in - sequence - thrusting migrating out of the basin onto the platform. -
PLANE DIP and STRIKE, LINEATION PLUNGE and TREND, STRUCTURAL MEASURMENT CONVENTIONS, the BRUNTON COMPASS, FIELD BOOK, and NJGS FMS
PLANE DIP and STRIKE, LINEATION PLUNGE and TREND, STRUCTURAL MEASURMENT CONVENTIONS, THE BRUNTON COMPASS, FIELD BOOK, and NJGS FMS The word azimuth stems from an Arabic word meaning "direction“, and means an angular measurement in a spherical coordinate system. In structural geology, we primarily deal with land navigation and directional readings on two-dimensional maps of the Earth surface, and azimuth commonly refers to incremental measures in a circular (0- 360 °) and horizontal reference frame relative to land surface. Sources: Lisle, R. J., 2004, Geological Structures and Maps, A Practical Guide, Third edition http://www.geo.utexas.edu/courses/420k/PDF_files/Brunton_Compass_09.pdf http://en.wikipedia.org/wiki/Azimuth http://en.wikipedia.org/wiki/Brunton_compass FLASH DRIVE/Rider/PDFs/Holcombe_conv_and_meas.pdf http://www.state.nj.us/dep/njgs/geodata/fmsdoc/fmsuser.htm Brunton Pocket Transit Rider Structural Geology 310 2012 GCHERMAN 1 PlanePlane DipDip andand LinearLinear PlungePlunge horizontal dddooo Dip = dddooo Bedding and other geological layers and planes that are not horizontal are said to dip. The dip is the slope of a geological surface. There are two aspects to the dip of a plane: (a) the direction of dip , which is the compass direction towards which the plane slopes; and (b) the angle of dip , which is the angle that the plane makes with a horizontal plane (Fig. 2.3). The direction of dip can be visualized as the direction in which water would flow if poured onto the plane. The angle of dip is an angle between 0 ° (for horizontal planes) and 90 ° (for vertical planes). To record the dip of a plane all that is needed are two numbers; the angle of dip followed by the direction (or azimuth) of dip, e.g. -
Stylolites: a Review
Stylolites: a review Toussaint R.1,2,3*, Aharonov E.4, Koehn, D.5, Gratier, J.-P.6, Ebner, M.7, Baud, P.1, Rolland, A.1, and Renard, F.6,8 1Institut de Physique du Globe de Strasbourg, CNRS, University of Strasbourg, 5 rue Descartes, F- 67084 Strasbourg Cedex, France. Phone : +33 673142994. email : [email protected] 2 International Associate Laboratory D-FFRACT, Deformation, Flow and Fracture of Disordered Materials, France-Norway. 3SFF PoreLab, The Njord Centre, Department of Physics, University of Oslo, Norway. 4Institute of Earth Sciences, The Hebrew University, Jerusalem, 91904, Israel 5School of Geographical and Earth Sciences, University of Glasgow, UK 6University Grenoble Alpes, ISTerre, Univ. Savoie Mont Blanc, CNRS, IRD, IFSTTAR, 38000 Grenoble, France 7OMV Exploration & Production GmbH Trabrennstrasse 6-8, 1020 Vienna, Austria 8 The Njord Centre,PGP, Department of Geosciences, University of Oslo, Norway *corresponding author Highlights: . Stylolite formation depends on rock composition and structure, stress and fluids. Stylolite geometry, fractal and self-affine properties, network structure, are investigated. The experiments and physics-based numerical models for their formation are reviewed. Stylolites can be used as markers of strain, paleostress orientation and magnitude. Stylolites impact transport properties, as function of maturity and flow direction. Abstract Stylolites are ubiquitous geo-patterns observed in rocks in the upper crust, from geological reservoirs in sedimentary rocks to deformation zones, in folds, faults, and shear zones. These rough surfaces play a major role in the dissolution of rocks around stressed contacts, the transport of dissolved material and the precipitation in surrounding pores. Consequently, they 1 play an active role in the evolution of rock microstructures and rheological properties in the Earth’s crust. -
Using the Suunto Hand Bearing Compass
R Application Note Using the Suunto Hand Bearing Compass Overview The Suunto bearing compass is used to measure an object’s bearing angle relative to magnetic North. The compass has a second scale for reading bearing angle from South. It is designed for viewing an object and its bearing angle simultaneously. This application note outlines the basic steps for using the Suunto bearing compass. Taking a Bearing 1. Site distant object. Use one eye to view distant object and the other to Figure 1: A Suunto Bearing Compass look into compass. With both eyes open, visually align vertical marker inside compass to distant object. Figure 2: Sighting an object Figure 3: Aligning compass sight and distant object 2. Take a reading. Every ten-degree marker is labeled with two numbers. The bottom number indicates degrees from magnetic North in a clockwise direction. The top number indicates degrees from magnetic South in a clockwise direction. Figure 4: Composite view through compass sight. The building edge is 275° from magnetic North. 3. Account for difference between true North and magnetic North. The compass points to magnetic North. The orientation of an object is measured in degrees East from North. The orientation of an object in San Francisco (and in the Bay Area) to true North is the compass reading from magnetic north plus 15°. The building edge in Figure 4 is 275° from Magnetic North. Therefore, the building edge in Figure 4 is 290° (275° + 15°) from true North. Visit one of the websites below for the magnetic declination for other locations. -
EPS 116 – Laboratory Structural Geology Lab Exercise #1 Spring 2016
EPS 116 – Laboratory Structural Geology LAB #1 – Orientation of Structures in Space Familiarize yourself with the following terms. Sketch each feature and include relevant details, e.g., footwall, hanging wall, motion arrows, etc. Also always include at least 3 horizontal layers and an up arrow in the cross sections and a north arrow in each map view. Stress vs. Strain Feature Cross Section Map View compression tension Horst and contraction/shortening Graben extension (Label hanging /foot wall and slip Brittle Deformation direction) joint fault earthquake Thrust Fault thrust/reverse fault (Label hanging / normal fault footwall and slip footwall direction) hanging wall strike-slip fault right lateral or dextral Anticline left lateral (Label hinge axis, or sinistral force direction, dip-slip contact topo lines in map view) oblique-slip Ductile Deformation fold Normal Fault anticline (Label hanging / footwall and slip syncline direction) Map View longitude latitude geographic vs. magnetic north Syncline topography (Label hinge axis, scale force direction, profile contact topo lines in map view) Strike-Slip fault (Label hanging / footwall and slip direction) Lab Exercise #1 Spring 2016 Page 1 of 9 EPS 116 – Laboratory Structural Geology Strike & Dip Strike and dip describe the orientation of a plane in space. Example: the peaked roof of a house: Strike Line Dip Direction Strike is the orientation of the intersection line of the plane in question (roof of a house) with the horizontal plane. If you were to look down on the house from directly above, it would look like this: North Strike Line Strike The angle between the strike line and north is used to describe the strike. -
Black on Monmonier, 'Rhumb Lines and Map Wars: a Social History of the Mercator Projection'
H-HistGeog Black on Monmonier, 'Rhumb Lines and Map Wars: A Social History of the Mercator Projection' Review published on Friday, October 1, 2004 Mark Monmonier. Rhumb Lines and Map Wars: A Social History of the Mercator Projection. Chicago: University of Chicago Press, 2004. xiv + 242 pp. $25.00 (cloth), ISBN 978-0-226-53431-2. Reviewed by Jeremy Black (Department of History, Exeter University)Published on H-HistGeog (October, 2004) Monmonier, Distinguished Professor of Geography at Syracuse University, offers yet another first- rate contribution to the literature on cartography. His focus is one of the most famous projections, that of Gerard Mercator. As Monmonier points out, the popularity of this projection reflected its value for sailors, not least the map's value for plotting an easily followed course that could be marked off with a straight-edge and readily converted to a bearing. Mercator sought to reconcile the navigator's need for a straightforward course with the trade-offs inherent in flattening a globe. Mercator's projection affords negligible distortion on large-scale detailed maps of small areas, but relative size is markedly misrepresented on Mercator charts because of the increased poleward separation of parallels required to straighten out loxodromes. Monmonier shows how the projection was subsequently employed. It became the cartographic expression of what he terms a hot idea in the late 1590s, when Jodocus Hondius and Edward Wright offered their own versions of Mercator's world. Hondius relied heavily on Wright, who developed a mathematical description as well as tables showing how to position the parallels. Monmonier then takes the story forward showing how different demands, for example for artillery aiming, influenced the use of projections.