Geomatics and Surveying Overview
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Questions and Answers

What is surveying as part of the science of Geomatics?

The science concerned with the measurement, representation, analysis, management, retrieval, and display of spatial information describing the Earth's physical features and the built environment.

What are the main jobs of a surveyor?

A surveyor practices the science of measurement, assembles geographic information, and uses that information for planning and administration.

What historical records were found in Babylon related to surveying?

Clay tablets containing records of lands.

What technological advancements were motivated by military requirements during the World Wars?

<p>Improved surveying instruments</p> Signup and view all the answers

Which civilization established a school of surveying for town planning and map making?

<p>Romans</p> Signup and view all the answers

The pyramid of Giza is not aligned with the true meridian.

<p>False</p> Signup and view all the answers

In surveying, the ________ phase involves selecting method, equipment, and final point locations.

<p>reconnaissance</p> Signup and view all the answers

Name one type of surveying that takes into account the true shape of the earth.

<p>Geodetic Surveying</p> Signup and view all the answers

Which of the following is NOT a type of surveying mentioned?

<p>Lunar Survey</p> Signup and view all the answers

What is measurement?

<p>Process of determining the extent, size, or dimensions of a particular quantity in comparison to a given standard.</p> Signup and view all the answers

What does the term 'error' refer to in measurement?

<p>The difference between the measured or calculated value of a quantity and the true value of that quantity.</p> Signup and view all the answers

What is the correction in error calculation?

<p>Correction equals the true value minus the measured value (correction = t - C).</p> Signup and view all the answers

What are the sources of error in measurement? (Select all that apply)

<p>Natural errors</p> Signup and view all the answers

What is an example of a mistake or blunder?

<p>Reading the wrong graduation on the tape.</p> Signup and view all the answers

What characteristics define systematic or cumulative errors?

<p>These errors occur according to a deterministic system and can be expressed by a functional relationship.</p> Signup and view all the answers

Which type of errors are produced by irregular causes out of the observer's control?

<p>Random errors</p> Signup and view all the answers

What is the degree of precision in measurement?

<p>Degree of refinement and consistency of the performance of an operation used to obtain a result.</p> Signup and view all the answers

What is meant by accuracy in measurement?

<p>Degree of conformity with a standard or accepted value.</p> Signup and view all the answers

What is the mean?

<p>Sum of all the values of the observations divided by the number of observations.</p> Signup and view all the answers

What is the median?

<p>The positional middle of the arrayed data.</p> Signup and view all the answers

What is the mode?

<p>The value that occurs most frequently in the sample.</p> Signup and view all the answers

Study Notes

Geomatics

  • The science of measuring, representing, analyzing, managing, retrieving, and displaying spatial information about the Earth and built environments.
  • Includes surveying, geodesy, remote sensing, photogrammetry, cartography, geographic information systems, and global positioning systems.

Surveying

  • The science and art of determining angular and linear measurements to establish the form, extent, and relative positions of points, lines, and areas on or near the Earth's surface.

Surveyor

  • A qualified professional trained in the science of measurement, assembling and assessing geographic information, and using it for planning and land administration.

History of Surveying

  • Babylon: Clay tablets containing records of lands.
  • Egypt: The Great Pyramid of Giza is nearly a perfect square, with one side aligned with the true meridian.
  • Ancient Greece: Eratosthenes calculated the circumference of the Earth.
  • Rome (150 BC): Romans established a school of surveying to teach town planning, map-making, and road construction.
  • 1400-1700: Significant developments in telescope design, standardization of measurement units, determination of longitude, and the writing of surveying instruments and reference books.
  • 1900: World Wars I and II led to improvements in surveying equipment and operations.

Phases of Surveying

  • Reconnaissance: Selecting survey methods, equipment, and final point locations.
  • Fieldwork & Data Collection: Making measurements and recording data.
  • Computing & Data Processing: Preparing calculations from recorded data to determine locations.
  • Mapping or Data Representation: Plotting data to produce maps, charts, or other visual representations.

Uses of Surveys

  • Establishing land boundaries.
  • Fixing national and state boundaries.
  • Charting coastlines, navigable streams, and lakes.
  • Precisely locating reference points.
  • Collecting data about Earth's magnetism.

Types of Surveying

  • Plane Surveying: Assumes Earth's surface is flat, neglecting its spherical shape.
  • Geodetic Surveying: Accounts for Earth's spheroidal shape.

Types of Surveys

  • Control Survey: Establishes horizontal and vertical positions of reference points.
  • Property Survey: Determines lot line lengths and directions, mapping them on the ground.
  • Topographic Survey: Creates topographic maps showing terrain configuration and locations of natural and human-made features.
  • Hydrographic Survey: Surveys bodies of water for navigation, water supply, or subaqueous construction.
  • Mine Survey: Uses land, geologic, and topographic surveying principles to control, locate, and map underground and surface mining works.
  • Route Survey: Surveys for transportation and communication routes like highways, railroads, canals, transmission lines, and pipelines.
  • Construction Survey: Sets out plans for buildings and other structures during construction.

Errors & Statistics

  • Error is the difference between the measured/calculated value and the true value.
  • Correction is the negative of an error.
  • Sources of Error include natural, instrumental, and personal errors.
    • Natural errors stem from variations in nature (e.g. magnetic declination, temperature changes, refraction).
    • Instrumental errors arise from imperfections in instruments used (e.g. faults in construction or improper adjustments).
    • Personal errors are caused by limitations in the observer's senses (e.g. sight, touch, hearing).

Types of Errors

  • Mistakes or Blunders are not errors, but gross mistakes.
    • Common examples are reading the wrong graduation on a tape, omitting a whole length of tape, transposition of figures, misplacing a decimal point, incorrect recording of field notes, or sighting the wrong target.
  • Systematic or Cumulative Errors occur according to a deterministic system.
    • Constant errors have the same magnitude and sign throughout the measuring process.
    • Counteracting errors change sign but have constant magnitude.
    • Common examples of systematic errors include equipment calibration issues, personal biases of the observer, and using incorrect units.

Random/Accidental Errors

  • These errors are produced by irregular and uncontrollable causes.
  • Vary randomly, without a deterministic system.
  • Probability models must be used to analyze random errors.

Statistics: General Uses

  • Statistics helps in decision-making by providing comparisons, explaining actions, justifying claims, predicting outcomes, and estimating unknown quantities.
  • Statistics summarizes data for public use.

Precision vs. Accuracy

  • Precision refers to the consistency and refinement of measurement results.
    • It measures the uniformity and reproducibility of the results.
  • Accuracy indicates how close a measurement is to the true value.
    • It reflects the conformity with a standard.

Measures of Central Tendency

  • Mean: The sum of all values divided by the number of observations.
    • It is the most probable value.
    • It is influenced by all observations, particularly extreme values.
  • Median: The middle value when data is arranged in order.
    • It is affected by the position of each item, but not by its value.
    • It is a stable measure of central tendency.
  • Mode: The most frequently occurring value in a sample.
    • It may not exist or be unique.
    • It is not affected by extreme values.

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Introduction to Surveying PDF

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Explore the fascinating fields of geomatics and surveying in this quiz. Learn about the essential techniques and historical developments that have shaped these disciplines. Test your knowledge on key concepts, tools, and the role of surveyors in modern society.

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