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1 Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology associated with the about an object, area, or phenomenon . A Simple RS System

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Page 1: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Remote SensingTopic 1: Fundamentals of

Remote SensingChapter 1: Lillesand and Keifer

Remote Sensing:

Def’n.The art, science, and technology associated with the

about an object, area, or phenomenon .

A Simple RS System

Page 2: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Elements of a CompleteRemote Sensing System

Airphoto InterpretationDef’nAnalysis of to extract and information.

Includes ?

PhotogrammetryDef’nExtraction of informationType of photos? Includes measures of:1.

2.

3.

4.

Page 3: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Electromagnetic Energy

EMRModern physics acknowledges dual nature of EMR

The wave-particle duality refers to how EMR of differing wavelengths behaves, not what it is

Low frequency EMR tends to act more like a wave; higher frequency EMR act more like a particle

Photo/electro-optical remote sensing systems can be adequately described using the wave model

Wave Model

Page 4: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Particle ModelEMR is comprised of tiny particles (quanta) calledphotons travelling in a wave-like pattern at c

Total amount of energy:

Q = h νwhere : Q = energy of a quantumH = Planck’s constant

orQ = h c/λ

EMR

So What?

Radiance of EMRBlack bodies ?

Stephan-Boltzman equation describes total radiation emitted by a black body as a function of temperature:

M = σT4

where: M = energy (Wm-2)σ = Stephan-Boltzman constantT = temperature (K)

Page 5: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Total EMR Emitted

Total Energy = Area Under Curve

Wavelength of EMR EmittedWein’s Law states that m = A/Twhere: A is a constant

Shortwave EMR

Longwave EMR

Atmospheric EMR Interactions

1

2

3

Page 6: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Where Do We Look ?

What Happens to Incident EMR

ER () = EI () – {EA () + ET () }

Types of Reflection

Page 7: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Specular vs. Diffuse Reflection

Geometric Influences

Geometric Effects1

2

3

Page 8: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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BRDF

Page 9: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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Spectral Reflectance Curves Note Range

of Values

Typical Spectral Signatures

Page 10: Remote Sensing - Brandon University...Remote Sensing Topic 1: Fundamentals of Remote Sensing Chapter 1: Lillesand and Keifer Remote Sensing: Def’n. The art, science, and technology

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The Foundation of RS

* RS systems detect reflected or emitted EMR

There are differences in how objects interact with and/or emit EMR that are dependent

This results in unique spectral characteristics or signatures

* Exceptions are RS systems based on the detection of sound, gravity, and electrical resistivity.