Introduction to Surveying

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Questions and Answers

How does 'Precision' relate to 'Accuracy' in surveying measurements?

  • Precision goes one step further than accuracy by demanding that the words and data used are exact. (correct)
  • Precision and accuracy are interchangeable terms in surveying; they both ensure reliability.
  • Precision ensures the thinking is reliable, while accuracy demands exact words and data.
  • Precision is achieved when all information is correct, while accuracy goes a step further to demand exactness.

What is the primary consideration for using Plan Surveying methods?

  • Accounting for the curvature of the earth's surface for high-precision measurements.
  • Modeling and making measurements of the earth's shape based on 3D dimensions.
  • Collecting, storing, and displaying raster images such as aerial and satellite imagery.
  • Making measurements on the earth's surface using simple 3D Euclidean geometry, neglecting curvature. (correct)

What role does 'Geodesy' play in representing areas of interest?

  • It relies on 2D plan shapes to represent areas of interest, simplifying complex geometries.
  • It uses satellite navigation systems to allow users to determine their absolute position.
  • It uses raster images, such as aerial and satellite imagery, to represent areas of interest.
  • It serves as a foundation for mathematical models representing areas of interest. (correct)

Which statement accurately describes the application of Geographic Information Systems (GIS)?

<p>GIS aids in decision-making by capturing, storing, analyzing, and displaying geographically located data. (A)</p> Signup and view all the answers

How do 'Systematic errors' differ from 'Gross errors' in surveying measurements?

<p>Systematic errors follow a pattern and can be corrected, while gross errors are due to carelessness and must be eliminated. (A)</p> Signup and view all the answers

Which of the following best describes the purpose of 'Remote Sensing' in the context of surveying?

<p>To collect, store, manipulate, and display raster images, such as aerial and satellite imagery. (A)</p> Signup and view all the answers

What is the best way to manage 'Gross errors' during a surveying process?

<p>Detect and eliminate them from the survey measurements before those measurements can be used. (A)</p> Signup and view all the answers

When preparing for a surveying site visit with safety in mind, which action is most important?

<p>Ensuring all equipment is in good working condition and that power sources are ready. (C)</p> Signup and view all the answers

Why is it important to understand the 'Earth Shape' in the context of surveying?

<p>To make accurate measurements and models of the earth's surface. (A)</p> Signup and view all the answers

What distinguishes 'Photogrammetry' from other surveying techniques?

<p>It involves obtaining information about objects by photographing and measuring their photographs. (C)</p> Signup and view all the answers

A surveyor consistently records distances that are 2cm longer than the actual distance due to a miscalibrated tape measure. What type of error is this, and how should it be addressed?

<p>Systematic error; apply necessary corrections to the recorded measurements. (C)</p> Signup and view all the answers

When using GPS for surveying, coordinates are determined relative to which coordinate system?

<p>WGS84 coordinate system (B)</p> Signup and view all the answers

If a surveyor mistakenly transposes digits when recording a measurement, what type of error has occurred, and what is the appropriate action to take?

<p>Gross error; detect and eliminate the incorrect measurement from the dataset. (C)</p> Signup and view all the answers

Which of the following is the most accurate description of the 'Geoid'?

<p>An equipotential gravity field. (B)</p> Signup and view all the answers

For accurate angle measurements in surveying, which unit conversion is correct?

<p>1 degree = 3600 seconds (C)</p> Signup and view all the answers

In the context of Geodetic Reference Surfaces, what is the significance of the Equator and Greenwich Meridian?

<p>They serve as the primary reference points for latitude and longitude. (A)</p> Signup and view all the answers

Which of the following statements best describes the relationship between latitude, longitude and the Earth?

<p>Latitude refers to the distance north or south of the Equator, while longitude is the distance east or west of the Greenwich Meridian. (B)</p> Signup and view all the answers

How does 'Coordinate System' relate to 'Geodesy'?

<p>'Coordinate System' is a mathematical model based on 'Geodesy'. (D)</p> Signup and view all the answers

In the process of obtaining information by photographing, what is the role of terrestrial, aerial, and satellite imagery in Photogrammetry?

<p>Collection of data is by using them. (C)</p> Signup and view all the answers

What should be done when encountering temporary lighting requirements at the site?

<p>Temporary lighting should be available for safety. (C)</p> Signup and view all the answers

What is the main difference between 'Projection' and 'Plan Surveying'?

<p>'Projection' convert 3D shapes to 2D plans mathematically and 'Plan Surveying' neglects the curvature. (B)</p> Signup and view all the answers

Which conversion is right to represent a Distance Unit?

<p>1 meter = 0.001KM = 100cm = 1000mm (A)</p> Signup and view all the answers

In terms of units of measurement what is the amount that equals one degree?

<p>60 minutes. (A)</p> Signup and view all the answers

How can an observer prevent gross errors?

<p>Being more careful. (C)</p> Signup and view all the answers

Flashcards

Accuracy

Ensuring information is correct and free from error; reliable thinking.

Precision

Going a step further than accuracy; demanding exactness and completeness of data.

Accuracy (measurement)

The closeness of measurements to the correct or accepted value.

Precision (measurement)

The closeness of a set of measurements of the same quantity made in the same way.

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Plan Surveying

Making measurements on the earth's surface based on simple 3D Euclidean geometry, neglecting curvature.

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Geodesy

The science and engineering of modeling and making measurements of earth's shape, considering 3D, time, geophysics, and geodynamics.

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Coordinate System

A mathematical model representing an area of interest based on geodesy.

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Projection

The mathematical transformation of a 3D shape into a 2D plan shape.

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GPS (Global Positioning System)

A satellite navigation system that allows users to determine their absolute position relative to a coordinate system.

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Photogrammetry

The process of obtaining information about an object by photographing it and measuring its photographs, using terrestrial, aerial, and satellite imagery.

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Remote Sensing

To collect, store, manipulate, and display raster images, such as aerial and satellite photos.

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GIS (Geographic Information Systems)

Decision support systems with advanced capabilities for capturing, storing, checking, manipulating, analyzing, and displaying geographically located data.

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Gross Errors

Errors resulting from observer carelessness that must be detected and eliminated.

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Systematic Errors

Errors following a pattern, expressed by functional relationships, that must be removed.

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Random Errors

Errors treated using probability models.

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Study Notes

Course Overview

  • The material provides an introduction to surveying, covering concepts, definitions, earth shape, units, equipment, safety, and notes.

Syllabus

  • The course will cover basics of surveying, distance measurements, leveling, angle measurements, surveying equipment, and an introduction to geoinformatics.

Student Work

  • Student work accounts for 30% of the grade, including attendance, timely sheet delivery, quizzes, and lab work.
  • A mid-term exam is worth 20%.
  • The final exam is worth 50%.

Core Concepts

  • Mathematics serves as the language of science, engineering, and technology.
  • Science provides established facts and laws about the real world.
  • Engineering is used for predicting future behavior of objects.
  • Technology provides contemporary tools used to achieve goals.

Accuracy and Precision

  • Accuracy ensures all information is correct and free from error.
  • Precision goes a step further than accuracy, demanding that words and data used are exact, with no more details to be added.

Earth Shape

  • Key parameters and definitions related to the WGS84 system are explored.
  • The earth's center of mass is defined, with 'b' (semi-minor axis) measuring 6,356,752.314 m and 'a' (semi-major axis) measuring 6,378,137.000 m.
  • Geodetic reference surfaces and horizontal datums are discussed, noting latitude originates from the Equator and longitude originates from Greenwich.

GNSS - Derived Ellipsoid Coordinates

  • P(X, Y, Z) = P (φ, λ, h)
  • φ is the geodetic latitude
  • λ is the longitude
  • h is the height above the ellipsoid

Units of Measurement

  • Distance Units
    • 1 meter is equal to 0.001KM, 100cm, and 1000mm.
  • Time Units
    • One hour equals 60 minutes or 3600 seconds.
  • Angle Units
    • One degree equals 60 minutes or 3600 seconds.

Surveying Types

  • Plan Surveying: Measurements on earth's surface are based on 3D Euclidean geometry, and the curvature of the earth's surface is neglected.
  • Geodesy: The science and engineering of modeling and making measurements of Earth's shape, considering 3D dimensions, time, geophysics, and geodynamics.
  • Coordinate System: A mathematical model represents the area of interest based on geodesy.
  • Projection: The mathematical transformation of a 3D shape into a 2D plan shape.
  • GPS (Global Positioning System): A satellite navigation system that allows users to determine their absolute position relative to the WGS84 coordinate system using GPS receivers.
  • Photogrammetry: The process of obtaining information about an object by photographing it and measuring the photographs, with data collected from terrestrial, aerial, and satellite imagery.
  • Remote Sensing: Collecting, storing, manipulating, and displaying raster images, such as aerial and satellite images.
  • GIS (Geographic Information Systems): Decision support systems with advanced capabilities for capturing, storing, checking, manipulating, analyzing, and displaying geographically located data.

Types of Errors in Surveying

  • Gross Errors: Mistakes due to the carelessness of the observer; these must be detected and eliminated before measurements can be used.
  • Systematic Errors: Follow a pattern and can be expressed by functional relationships. They should be removed from measurements by applying necessary corrections.
  • Random Errors/Accidental Errors: Treated using probability models.

Safety in Surveying

  • Plan the trip to the site; ensure all equipment is in good working condition and that batteries and power sources are ready.
  • Obtain legal entry to sites and protect the environment.
  • Use gloves, respirators or face masks, safety helmets, ear defenders, eye protection, boots, and temporary lighting.
  • Be aware of existing landmarks and new control points.

Student Notes

  • Sheet 1 delivery is required for each section
  • Quizzes are in each section

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