EM Spectrum Flashcards
EM Spectrum
- Electro-magnetic (EM) spectrum includes few zones
- The first two ranges form ionizing radiation (the left part of the spectrum)
- The optical range is spread from UV to IR region
- The third range of EM waves includes microwaves and radio waves. The VISIBLE light is narrow region of EM waves which can be perceived of human eye.
Wave-particle duality
- The most important feature of light
- represents simultaneously manifestation of properties as both wave and flux of particles by light
- light behavior as wave is described by means of quantities: λ , c , ν , and T
- The propagation of wave responses to following relation
λ = c / ν
- Otherwise – the light is emitted and interacts with matter as energy portions quants/photons – each photon carries energy of
E= h . ν
- light related quantities in the formula E= h . c / λ
How does light propagate?
- The light propagates with velocity which depends only on the properties of the given matter medium (similarly to the mechanical waves)
- The velocity is directly estimated by quantity of refractive index – the RI is determined by electric permittivity and magnetic permeability
V is max in vacuum (there n = 1) velocity C = 300000 km per sec.
In other media the speed is lower.
Nature of light
- light is transversal EM wave consisting of two perpendicular fields – electric with strength E and magnetic with strength H
- These fields vibrate simultaneously in two perpendicular planes
- The vibration is harmonic – it means that vectors alter the magnitude in sinus manner
Alteration of light during propagation
- When during its spreading, the light passes through different matter media
- it causes alteration of the direction of propagation
- Encountering a borderline between two matter media, the light will change its direction due to the difference in optical density
- The reflected light turns back to the first medium
- The part of light may pass into the second medium with some change of direction.
2 laws of reflected light
- the incident ray, the reflected ray and normal (perpendicular), form a plane
- the angle of reflection is equal to the angle of incidence
Specular (mirror) reflection
- light hits smooth surface
- irregularities of the surface are smaller than wavelength
- typical for glass, mirror
Diffuse reflection
- light hits rough surface
- irregularities are consistent or bigger than the wavelength
Snellius law
- product of refractive index and sinus of angle in two media are equal
- light crosses the borderline between two media it changes the direction of propagation
- The relation which determines the manner of further propagation is called Snellius law
- Such as in the case of reflection, the incident ray, the refracted ray as well as the normal (perpendicular), form a plane (lie on one and the same plane).
- the angle of refraction is smaller than the angle of incidence if the second medium is more dense
Total internal reflection
- occurs when the light propagates from optically high dense medium to optically low dense medium
- Let the light propagates through a glass toward air with gradually increased angle
- Initially both refraction and reflection occur
- But when the angle of incidence reaches a certain value a reflection of light occurs only. It can be explained by means of Snellius law:
at a given angle of incidence (called critical angle) the angle of refraction acquire the value of 90 degree which means that the light refracted skims along the surface.
Further increase of the angle of incidence causes complete return of the light in the first glass medium (the angle of refraction acquire a value bigger than 90 degree).
Conditions for TIR occurrence
- Light passage from optically high-density medium to optically low-density medium
- The angle of incidence – bigger than the critical angle
Applications of TIR: Optical Fiber
- The single optical fiber is built up of few glass layers with particular refractive indexes
- the inner core possesses the higher n and it is covered with less dense coating
- The bundle of many single optical fibers is formed in order to transmit the light. The light beam transmitted passes at angle bigger than critical and propagates along the fiber
Applications of TIR: Endoscope
- Optical fiber device for examination of hollow body structures/organs (GI tract, airway paths, and other)
- The endoscope is designed as composition of illuminating optical fiber, OF transmitted the image obtained, laser fiber.
Beer-Lambert-Bouger law
- during light propagation through a given matter, a loss of light energy occurs due to absorption of EM energy from medium particles
- The radiant light flux decreases in exponential manner during the passage through medium with linear absorption coefficient α and thickness d
- Ψ is passed radiant flux, Ψ0 is incident flux
Ψ = Ψ0e–αd
α in Beer-lambert-bouger law
- α is determined by molar absorptivity coefficient ε and concentration: α= ε.c
- Evaluation of light absorption from body liquids is performed in some diagnostics
- methods based on evaluation of α
- α is specific for the given substance and its dependence on the light wavelength is called absorption spectrum