2 Electromagnetic Energy Flashcards
(31 cards)
Basic requirement for Remote Sensing
Source of energy in the form of EM radiation
EM radiation emitted by the source (usually the sun) -> propagates through a material/vacuum -> Interacts with the Earth’s atmosphere -> interacts with the Earth’s surface -> Interacts with the Earth’s atmosphere again -> Reaches the sensor and being recorded by the detectors
EM radiation
a form of energy and has wave-like and particle-like properties.
can be modeled by Classic physics and modern quantum theory
– Classical physics (Electromagnetic wave theory)
• The flow of energy through a medium in the form of electric and magnetic fields
– Modern quantum theory (Planck’s quantum theory)
• Flow of photons, as small particles, at the speed of light through space
EM waves
- EM waves are created by the vibration of electric charges.
- EM waves are in the form of mutually linked electric (E) and magnetic (M) fields.
- Electric and magnetic fields change in magnitude in a direction perpendicular to the traveling direction of the radiation.
- The magnetic field is oriented at right angles to the electrical field.
Important characteristics of EM waves
# Frequency (f) • How often a wave passes a given point per second • Measured in hertz (Hz) or its factors such as MHz (106 Hz) or GHz (109 Hz). • 1 cycle per second = 1 Hz
Wavelength (lamda)
• The length of one cycle (distance between successive crests or troughs)
• Usually measured in m or its factors such as nm (10-9 m), μm (10-6metres) or cm (10-2 meters)
# Speed (c) • In vacuum, EM waves travel at the speed of light (c)
*note: lamda= c/f. Frequency and wavelength are inversely proportional
Planck’s quantum theory
- Planck’s quantum theory models some aspects that could not be rationalized by EM wave theory.
- Electromagnetic radiation exists in discrete quanta of energy, called photons.
- Photons are packets of energy that travel at the speed of light.
- Energy carried by a single photon is proportional to its frequency and inversely proportional to its wavelength
E = hf = hc/lamda where E = enrgy h = Planck's constant = 6.26 x 10^-34 f = wave frequency lamda = wavelength c = speed of light = 3 x 10^8 m/s
• EM radiation with shorter wavelength have higher level of quantum energy
– Gamma- and X-ray and Ultraviolet are dangerous to human body.
– longer wavelength (lower energy) like Microwaves or radio waves are not dangerous.
• Implication to remote sensing
– It is more difficult to detect the radiant energy at longer wavelength than shorter wavelength
Spectral density of EM radiation (1/3)
• Planck’s law describes the spectral density of EM radiation emitted by a black body
• A black body
– Absorbs all incident radiations
– Emits black body radiation at all frequencies
Spectral density of EM radiation (2/3)
• Planck’s law describes the electromagnetic radiation a black body emits at a certain wavelength as a function of its temperature
• Kelvin and Celsius have the same magnitude
– 1 K = 1 °C
– [K] = [°C] + 273.15
Spectral density of EM radiation (3/3)
• Materials at different temperature emit different magnitudes of EM radiations
• The sun
– Temperature of 5778 K
– Mostly emits in visible, infrared, and UV
• Our planet
– Average temperature of 288 K
– Emits mostly infrared radiation
Total EM radiation
• Stefan-Boltzmann’s law describes the total electromagnetic radiation emitted across all wavelengths by a black body
M=§T^4 where M = total radiant exitance [Wm^2] T = absolute temperature [K] § = Stefan-Boltzman constant [5.67 x 10^-8 W m^-2 K^-4]
• The total energy is directly proportional to the fourth power of the temperature
Maximum Spectral radiation
# The Wien's displacement law lamda max = A/T where lamda max = wavelength of maximum spectral radiant exitance [miu m] A = Wien's constant [2897.8 mium.K] T = absolute temperature [K]
– Increasing temperature maximum radiation shifts towards shorter wavelengths
– The temperature of the Sun is 5778 K corresponding to a peak emission at 502 nm
the implication of maximum spectral radiation in RS
– To measure human body at average temperature of 310 kelvin and a peak at 10 μm, we need a sensor at the range of 7-14 μm
– To measure earth surface at average temperature of 300 k, we should look at 8-14 μm
– To measure forest fire at 800 k we should look at 3-5 μm.
Radiation of gray body
- Real world materials are not ideal black bodies
- Gray bodies emit only a fraction of radiation emitted by black body.
- Effectiveness of an object in emitting EM radiation is defined by Emissivity
Emisivity= radiant exitance of an object at a given temp / radiant exitance of a blackbody at the same temp
–Emissivity values can range from 0 to 1 (dimensionless)
– A black body has an emissivity of 1
– A white body has an emissivity of 0
– A gray body has an emissivity between 0 and 1
Selective Radiators
• For many materials, the emissivity depends on the wavelength
– Such material is called selective radiator
- Most natural objects are selective radiators
- Emissivity depends on surface TEMPERATURE; WAVELENGTH; PHYSICAL PROPERTIES of the surface
- Objects with the same Temperature can have significantly different radiations.
Interaction between EM radiation and materials
# Absorption # Transmission # Reflection # Scattering
Interaction of EM energy with the atmosphere
1. ABSORPTION
- Transmission
- Scattering
- Reflection
– Some parts of EM radiation are absorbed by different gasses in the atmosphere
– Oxygen (O2), Ozone (O3), water vapor (H2O), and carbon dioxide (CO2) are the major absorbers.
Interaction of EM energy with the atmosphere
- Absorption
- TRANSMISSION
- Scattering
- Reflection
– Atmosphere transmits parts of EM radiation
Interaction of EM energy with the atmosphere
- Absorption
- Transmission
- SCATTERING
- Reflection
– Interaction with large particles in the atmosphere may cause EM radiation to change its direction
– The EM energy is absorbed and immediately emitted
– Direction changes, but WAVELENGTH and ENERGY remain intact
Interaction of EM energy with the atmosphere
- Absorption
- Transmission
- Scattering
- REFLECTION
•# Types of reflection – SPECULARreflection • Mirror-like reflection • Occurs when the surface is smooth. • A major part of energy is reflected. – DIFFUSE reflection • Occurs when the surface is rough with respect to incident wavelength • Energy is reflected in all directions.
In reality, the surfaces are a combination of both types.
Scattering depends on
– Wavelength
– Amount of particles in the atmosphere
– Travelling distance of EM radiation in the atmosphere
Three types of scattering based on particle size
– Rayleigh scattering
– Mie scattering
– Non-selective scattering
Rayleigh scattering
When the particle size is smaller than the EM wavelength
– For example:
• Nitrogen and Oxygen molecules scatter visible spectrum
• Raindrops scatter Microwaves
Strongly dependent on wavelength
– The intensity of scattering is inversely proportional to the fourth power of the wavelength I ~ (1/lamda^4)
– Shorter wavelength EM radiations are scattered more than longer wavelengths
- Blue light is scattered more than red light
– Rayleigh scattering makes blue part of spectrum less useful in remote sensing.
Mie scattering
# When the particle size has a similar size to the EM wavelength – For example: Aerosol scatters visible spectrum
Aerosol is mixture of gases, water vapor, and dust.
Mie scattering has very little dependence on wavelength
In longer wavelengths, Mie scattering is higher than Rayleigh scattering.
Non-selective scattering
#When the particle size is significantly larger than wavelength – For example: Water droplets scatter visible spectrum
All radiation is evenly scattered through the visible and infrared spectrum
Clouds scatter all wavelengths of EM radiation, therefore they appear white.
Non-selective scattering makes areas prone to cloud less useful in visible and infrared parts of spectrum
Why the sky is red at sunset?
Because of Raleigh scattering, when the sun is on low position during sunset, the EM radiation from the sun has to travel farther to reach our eyes. The red part of EM radiation from the sun can travel this distance without being too much scattered while the blue part had scattered. That’s how sky appears red in at sunset.