A fault strikes 120° and dips 55°. Striae on the fault plane have a rake of 135°. A horizontal bed is separated by 10m vertically across the fault, with the footwall side lower than the hangingwall side. Question 1. Using the diagram below, complete a three-dimensional, perspective-view block diagram for this problem. Please be sure to show the strike & dip of the fault, the position of the slip vector and its trend, plunge, rake, and any other geometric components needed to answer the following questions. horizontal plane fault plane Plunge Up Trend cos (p) m=cos(p) cos(t) Unit vector with plunge p and trend t I= cos(p) sin(t) (n = -sin(p)
A fault strikes 120° and dips 55°. Striae on the fault plane have a rake of 135°. A horizontal bed is separated by 10m vertically across the fault, with the footwall side lower than the hangingwall side. Question 1. Using the diagram below, complete a three-dimensional, perspective-view block diagram for this problem. Please be sure to show the strike & dip of the fault, the position of the slip vector and its trend, plunge, rake, and any other geometric components needed to answer the following questions. horizontal plane fault plane Plunge Up Trend cos (p) m=cos(p) cos(t) Unit vector with plunge p and trend t I= cos(p) sin(t) (n = -sin(p)
Applications and Investigations in Earth Science (9th Edition)
9th Edition
ISBN:9780134746241
Author:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Publisher:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Chapter1: The Study Of Minerals
Section: Chapter Questions
Problem 1LR
Related questions
Question
Question 2. Calculate the trend and plunge of the slip vector, making sure to show your
work.
What is the length of the slip vector? Show your work.
What type of fault is this? Name it as specifically as possible
Transcribed Image Text:A fault strikes 120° and dips 55°. Striae on the fault plane have a rake of 135°. A horizontal bed
is separated by 10m vertically across the fault, with the footwall side lower than the
hangingwall side.
Question 1. Using the diagram below, complete a three-dimensional, perspective-view block
diagram for this problem. Please be sure to show the strike & dip of the fault, the position of
the slip vector and its trend, plunge, rake, and any other geometric components needed to
answer the following questions.
horizontal plane
fault plane
Transcribed Image Text:Plunge
Up
Trend
cos (p)
m=cos(p) cos(t)
Unit vector
with plunge p and trend t
I= cos(p) sin(t)
(n = -sin(p)
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