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Geodesy

Code: EG4002     Acronym: EG4002

Keywords
Classification Keyword
OFICIAL Surveying Engineering

Instance: 2024/2025 - 2S Ícone do Moodle

Active? Yes
Responsible unit: Department of Geosciences, Environment and Spatial Plannings
Course/CS Responsible: Master in Geospatial Engineering

Cycles of Study/Courses

Acronym No. of Students Study Plan Curricular Years Credits UCN Credits ECTS Contact hours Total Time
M:EGEO 20 Official Study Plan 1 - 6 42 162

Teaching Staff - Responsibilities

Teacher Responsibility
Maria Clara Gomes Quadros Lázaro da Silva

Teaching - Hours

Theoretical and practical : 3,23
Type Teacher Classes Hour
Theoretical and practical Totals 1 3,23
Maria Clara Gomes Quadros Lázaro da Silva 3,23

Teaching language

Suitable for English-speaking students

Objectives

Geodetic techniques are fundamental for many surveying engineering activities, through the definition of a geodetic datum for geodetic control and to derive high accuracy geodetic horizontal and vertical positions. Therefore, this CU provides the theoretical and practical fundamentals of Geodesy relevant for topographic and geodetic field surveys.

Learning outcomes and competences

The students are expected to:
a) understand the gravity field of the Earth and the geoid determination;
b) understand how classical/modern geodetic networks are established, the relevant geodetic observations, and network computation/adjustment;
c) perform make computations on spherical and ellipsoidal Earth models;
d) understand the various height systems and how to apply them;
e) be able to apply this knowledge in other curricular units of the master (e.g., Positioning and Satellite Navigation).

Working method

Presencial

Pre-requirements (prior knowledge) and co-requirements (common knowledge)

Reference Systems

Program

1. Local Astronomical System. Deflection of the vertical and orthometric height. Local Geodetic System. Transformation between the Local Geodetic and the Local Astronomical System. Geodetic reference system: GRS80.
2. Geodetic networks, observations, and computations.
3. Fundamentals of potential theory and the gravity field of the Earth.
4. The gravity field of the level ellipsoid and normal gravity.
5. The anomalous gravity field.
6. Gravity measurements and gravity reduction.
7. Geoid determination.
8. Height Systems.

Mandatory literature

Jekeli, C. ; Geometric Reference Systems in Geodesy, Ohio State University , 2012
Torge Wolfgang; Geodesy
Rapp Richard H.; Geometric Geodesy - Part II
Moritz; Geodesia Fisica
Levallois J. J.; Géodésie générale
Moritz, H.; Geodetic Reference System 1980, Springer, 1980 (Journal of Geodesy, 74 - 1, pp. 128-133.)
Vaniček, P. & E. Krakiwsky; Geodesy: The Concepts, Elsevier Science. ISBN: 0444877770

Complementary Bibliography

Heiskanen W. A.; The earth and its gravity field
Seeber Gunter; Satellite geodesy. ISBN: 3-11-012753-9
Seeber Gunther; Satellite Geodesy. Foundations, Methods ond Applications.
Smith James R.; Introduction to geodesy. ISBN: 9780471166603
Hooijberg Maarten; Practical geodesy using computers
Krakiwsky E. J.; Geodetic position computations
Torge Wolfgang; Gravimetry

Teaching methods and learning activities

Theoretical classes are mainly based on PowerPoint presentations and available on the site of the course. Whenever possible, an updated copy of the UC Notes, in PDF format, is also provided to students.
In the tutorials, an extensive set of exercises covering all course sections, aiming at the application and consolidation of the knowledge acquired in the theoretical classes, is solved (software for numeric computation and data analysis, e.g., MATLAB, can be used).

Software

Matlab
Surfer, Golden Software, Inc.

Evaluation Type

Distributed evaluation without final exam

Assessment Components

designation Weight (%)
Exame 70,00
Trabalho prático ou de projeto 30,00
Total: 100,00

Amount of time allocated to each course unit

designation Time (hours)
Frequência das aulas 42,00
Estudo autónomo 108,00
Trabalho escrito 12,00
Total: 162,00

Eligibility for exams

The attendance in the tutorial classes is compulsory according to the University of Porto rules.

Calculation formula of final grade

The assessment is based on the final written exam (FE) and the practical/project work report (PR), proposed and carried out throughout the semester.

The final grade (FG) will be equal to FG=0.7*FE + 0.3*PR.

The final classification of the UC is the FG if ≥9.5 values. The classification of each component must be ≥ 8 on a 0-20 scale.

Special assessment (TE, DA, ...)

The University of Porto rules are obeyed.

Classification improvement

The University of Porto rules are obeyed.

Observations

Curricular Unit Jury:

  • Maria Clara Gomes Quadros Lázaro da Silva
  • José Alberto Álvares Pereira Gonçalves
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